formulalist.txt
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	Glorian_Yapinus
	Oct 14 2016, 11:51 AM

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	Q2566926 P2534 "\alpha_J = R_i - [R_f + \beta_{iM} \cdot (R_M - R_f)]" S143 Q328
	Q7106416 P2534 "S_v(f) = \frac{A^2}{2}\frac{cf_0^2}{c^2 \pi^2 f_0^4 + (f - f_0)^2}," S143 Q328
	Q908086 P2534 "\omega = \frac{\chi^2}{2\eta}\," S143 Q328
	Q907926 P2534 "\operatorname{Hol}_x(\nabla) = \{P_\gamma \in \mathrm{GL}(E_x) \mid \gamma \text{ is a loop based at } x\}." S143 Q328
	Q828137 P2534 "\mbox{CR} = \frac { \tfrac{\pi}{4} b^2 s + V_c } {V_c}, where" S143 Q328
	Q5422192 P2534 "E [N] \times [D] \rightarrow [M] " S143 Q328
	Q194433 P2534 "\frac{\operatorname{d}p}{\operatorname{d}R}= \rho \frac{v^2}{R} " S143 Q328
	Q977499 P2534 "x^3y + y^3z + z^3x = 0." S143 Q328
	Q1328731 P2534 " H(m) \, \equiv \, x r + s k \pmod{p-1}." S143 Q328
	Q3737844 P2534 "\,f \colon X \times Y \rightarrow Z" S143 Q328
	Q875937 P2534 "2pb^3 -p^2b^2 + 16T^2 = 0." S143 Q328
	Q868743 P2534 "F = 6 \pi r \eta v \," S143 Q328
	Q10823286 P2534 "y(t)=ae^{be^{ct}}" S143 Q328
	Q4918346 P2534 "S(Z,X,Y)=-\frac12\langle X,J(\nabla_{Y}J)Z\rangle-\frac12\langle Y,J(\nabla_{Z}J)X\rangle. " S143 Q328
	Q3434574 P2534 "V = \frac{V_{\max} [S]}{K_m + [S]} " S143 Q328
	Q17099049 P2534 "j(q) -744 = {1 \over q} + 196884 q + 21493760 q^2 + \cdots." S143 Q328
	Q1760601 P2534 " {x_2 \choose \theta_2} = \begin{pmatrix} A & B \\ C & D \end{pmatrix}{x_1 \choose \theta_1}, " S143 Q328
	Q24965454 P2534 "{\mu_1-d_1 \over \mu_2-d_2} = {Best_1(F)-d_1 \over Best_2(F)-d_2}" S143 Q328
	Q17084067 P2534 "\textstyle w = e(R,K_U) = e([r].([id].P + Z),K_U) = e([r].([id].P + [z].P),K_U) = e([r(id+z)].P,K_U)" S143 Q328
	Q1207812 P2534 " X\boxtimes X^* \boxtimes \cdots \boxtimes X,\,\, X^\boxtimes X \boxtimes \cdots \boxtimes X^, \,\, X^* \boxtimes X \boxtimes \cdots \boxtimes X,\,\, X\boxtimes X^* \boxtimes \cdots \boxtimes X^*." S143 Q328
	Q17132326 P2534 " \alpha_H = a_1x_1 + a_2 x_2 + \cdots " S143 Q328
	Q11319849 P2534 "f_\mu=\mu\min\{x,\,1-x\}," S143 Q328
	Q5382699 P2534 " {\color{blue}{\mathcal{S} \rightarrow \mathcal{I} \rightarrow \mathcal{R}}}" S143 Q328
	Q16858987 P2534 "\gamma = \frac{1}{\sqrt{1-(\frac{v}{c})^2}}" S143 Q328
	Q3049086 P2534 "\mathbf{F_T} = \mathbf{L} + \mathbf{D} + \mathbf{F_{VERT}}" S143 Q328
	Q779974 P2534 " A = 2\pi rb \,\! " S143 Q328
	Q1414214 P2534 "x^2 + 2x + 1." S143 Q328
	Q7933669 P2534 "\tan \beta = \tan \theta - \frac{D_{ds}}{D_s} \left [\tan \theta + \tan \left (\hat{\alpha}-\theta\right ) \right ]." S143 Q328
	Q679367 P2534 " \prod_{k=1}^n \left(k!\right)^{n/k}\geq L_n\geq\frac{\left(n!\right)^{2n}}{n^{n^2}}." S143 Q328
	Q2589498 P2534 " \operatorname{Dom}(n_o) = \left \{ n_o \right \}" S143 Q328
	Q5121446 P2534 " \pi^{\!*}F = dA." S143 Q328
	Q220888 P2534 "U \rightarrow \neg O" S143 Q328
	Q5179259 P2534 " F(X)=\inf_{S}\sup_{I}\frac{\|I\|}{\|S\|}, " S143 Q328
	Q7279807 P2534 "a \triangleleft(b \triangleleft c) = (a \triangleleft b) \triangleleft(a \triangleleft c)" S143 Q328
	Q5637574 P2534 "H(p,q)=\frac{1}{2m} p_i p_j g^{ij}(q)" S143 Q328
	Q3058184 P2534 "g(x, y; t) = \frac {1}{2 \pi t}e^{-(x^2+y^2)/2t}\, " S143 Q328
	Q1189998 P2534 " I_z = \int_V d^3 r \, \rho(\mathbf{r})\,r^2" S143 Q328
	Q7432872 P2534 " \{[0]\} \times \{\operatorname{id}\} \; \triangleleft \; \mathbb{Z}/(2) \times \{\operatorname{id}\} \; \triangleleft \; \mathbb{Z}/(2) \times S_3," S143 Q328
	Q2559581 P2534 "P=x-\frac{f(x)}{(x-Q)(x-R)(x-S)}." S143 Q328
	Q17014397 P2534 "{\mathbf v}= v_\text{x} \mathbf{e}_\text{x} + v_\text{y} \mathbf{e}_\text{y} + v_\text{z} \mathbf{e}_\text{z}" S143 Q328
	Q22615167 P2534 "\cos\alpha\cos\beta = \frac12[\cos(\alpha+\beta) + \cos(\alpha-\beta)]" S143 Q328
	Q1824330 P2534 "E=\frac{p_0a_0+p_1a_1+p_2a_2+\cdots+p_na_n}{p_0+p_1+\cdots+p_n}.<ref>The notation \begin{smallmatrix}\binom{n}{r}\end{smallmatrix}" S143 Q328
	Q2679259 P2534 "y = f(\vec{w}\cdot\vec{x}) = f\left(\sum_j w_j x_j\right)," S143 Q328
	Q1756793 P2534 "T(s)=\frac{kG(s)}{1+kG(s)}" S143 Q328
	Q17146564 P2534 "\|\mathcal{A}\| = \|\mathcal{A}(x)\| + \|\mathcal{A}-x\|" S143 Q328
	Q6528747 P2534 " \check H^q(\mathcal U,\mathcal F)= H^q(X,\mathcal F), " S143 Q328
	Q1067478 P2534 "V_{j+1} = 65539\cdot V_j\, \bmod\, 2^{31}\," S143 Q328
	Q4815938 P2534 "\Gamma_0(N) = \left\{ \begin{pmatrix} a & b \\ c & d \end{pmatrix} \in \text{SL}(2, \mathbf{Z}) c \equiv 0 \pmod{N} \right\}" S143 Q328
	Q2388753 P2534 "u_{tt}-c^2u_{xx}=0,\, u(x,0)=g(x),\, u_t(x,0)=h(x)," S143 Q328
	Q612061 P2534 " x^{\prime} = F(x) + \alpha(y-x)" S143 Q328
	Q871413 P2534 " {1 \over \lambda} = R_\text{H} \left( 1 - \frac{1}{n^2} \right) \qquad \left( R_\text{H} \approx 1.0968{\times}10^7\,\text{m}^{-1} \approx \frac{13.6\,\text{eV}}{hc} \right)" S143 Q328
	Q3283 P2534 " \gamma[C] = i\oint_C \! \langle n,t\| \left( \nabla_R \|n,t\rangle \right)\,dR \, " S143 Q328
	Q22907477 P2534 " n = n_p + n_s\text{ and } P = P_p \oplus P_s" S143 Q328
	Q7598372 P2534 " \displaystyle m \big( ( A \cap Z ) \cup ( B \setminus Z ) \big) = p \, \operatorname{mes} (A) + (1-p) \operatorname{mes} (B) " S143 Q328
	Q1006032 P2534 "\; \varrho_{A_1\ldots A_m} = \sum_{i=1}^k p_i \varrho_{A_1}^i \otimes \ldots \otimes \varrho_{A_m}^i." S143 Q328
	Q970142 P2534 "\tau = K \left( \frac {\partial u} {\partial y} \right)^n " S143 Q328
	Q17009155 P2534 "1. A computer can control [[multivibrator]] process-control system." S143 Q328
	Q23384 P2534 " A \cos\,(\omega t + p) " S143 Q328
	Q1961273 P2534 " \frac{AH}{AB} = \frac{AB}{AA'}" S143 Q328
	Q621550 P2534 "f\colon X \rightarrow T" S143 Q328
	Q12351850 P2534 "(x_3 - x_1) \cdot [(x_2 - x_1) \times (x_4 - x_3)] = 0." S143 Q328
	Q277680 P2534 "f(n) = g(n) + h(n)" S143 Q328
	Q1131116 P2534 "\bigcap_{j \geq n} A_j = \bigcap_{j \geq 1} A_j \text{ and } \bigcup_{j \geq n} A_j = A_n." S143 Q328
	Q238053 P2534 "m_a \mathbf u_a + m_b \mathbf u_b = \left( m_a + m_b \right) \mathbf v \," S143 Q328
	Q3305076 P2534 "\textrm{rcon}(i) = b^{i-1}" S143 Q328
	Q2499543 P2534 "\tfrac{1}{2} \mathrm{H}_2 = \mathrm{H}_{ads} = \mathrm{H}_{abs}" S143 Q328
	Q4491955 P2534 " \varepsilon_\mu \bar{N}\left(\alpha(q^2) \gamma^\mu + \beta(q^2) q^\mu + \kappa(q^2) \sigma^{\mu \nu} q_\nu \right)N \, " S143 Q328
	Q3491352 P2534 "\lim_{q\rightarrow 1}\frac{1-q^n}{1-q}=n" S143 Q328Q528955 P2534 "{\mathbf P}_1+ {\mathbf P}_2+{\mathbf P_3}+ {\mathbf P_4} = {\mathbf I}" S143 Q328
	Q1149374 P2534 " f_0 = \frac {c} {4 (w + b) \sqrt \varepsilon_\mathrm r} " S143 Q328
	Q3771876 P2534 "Lk = Tw + Wr" S143 Q328
	Q4118612 P2534 "\tau = \frac{1}{\Delta \nu} \approx \frac{\lambda^2}{c\, \Delta \lambda}" S143 Q328
	Q688945 P2534 "\psi = \omega_\vec{p}\;e^{-ipx} \;" S143 Q328
	Q5265688 P2534 " \rho_n(x_1,\ldots,x_n) = \det(K(x_i,x_j)_{1 \le i,j \le n}) " S143 Q328
	Q16858946 P2534 "f_! \text{Mod}_R \leftrightarrows \text{Mod}_S f^*" S143 Q328
	Q7306328 P2534 " Q = \pi_{10} + \pi_{11} Z + e_Q, \," S143 Q328
	Q1916617 P2534 "Q_1 = \text{CDF}^{-1}(0.25) ," S143 Q328
	Q1149189 P2534 "365 = 13^2 + 14^2" S143 Q328
	Q1537263 P2534 "\boldsymbol{p}(t) = (2t^3-3t^2+1)\boldsymbol{p}_0 + (t^3-2t^2+t)\boldsymbol{m}_0 + (-2t^3+3t^2)\boldsymbol{p}_1 +(t^3-t^2)\boldsymbol{m}_1" S143 Q328
	Q5428725 P2534 "g(X_1,X_2,\dots,X_n) = \prod_{j=1}^m f_j(S_j)," S143 Q328
	Q7018517 P2534 " q = \frac{\bar{X}_A - \bar{X}_B}\sqrt{\frac{MSE}{n}}, " S143 Q328
	Q4781595 P2534 " K_n=\frac{E\cdot T\cdot d}{a}" S143 Q328
	Q867522 P2534 " \bold{r}_{u} = \frac {\partial \bold{r}} {\partial u}, \quad \bold{r}_{v} = \frac {\partial \bold{r}} {\partial v}" S143 Q328
	Q176839 P2534 "H_p = \frac {(273.15 + T)}{1000} \cdot (C + \log(t)) " S143 Q328
	Q4902686 P2534 "\frac{T_{\text{f}}}{T_{\text{i}}}=\left(\frac{p_{\text{f}}}{p_{\text{i}}}\right)^{\frac{\gamma -1}{\gamma}}." S143 Q328
	Q2481270 P2534 "\forall a, b \in X(a R b \or b R a)" S143 Q328
	Q7292009 P2534 "\vdots" S143 Q328
	Q6401855 P2534 " v_n(x)=\sqrt{n} [F_n(x)-F(x)]." S143 Q328
	Q3056595 P2534 "K = \frac{k}{\sum_{i=1}^g \frac{1}{n_i}}" S143 Q328
	Q7312524 P2534 " \rho_{a/b}(R) = \{ \ t[a/b] t \in R \ \}" S143 Q328
	Q1661371 P2534 "f(L) = \left\|{\partial V \over \partial L}\right\|f(V)=3 L^{2} f(L^{3})" S143 Q328
	Q3406712 P2534 "n=p_1^{n_1}\ p_2^{n_2}\ \cdots\ p_k^{n_k}" S143 Q328
	Q526901 P2534 "\mathbf{T}^3 = S^1 \times S^1 \times S^1." S143 Q328
	Q6515692 P2534 " \sum_{i=1}^n \min((x_i-y_i),q-(x_i-y_i)).<ref name="Deza" />" S143 Q328
	Q4287804 P2534 "\lim_{x \to \infty} \frac{L(ax)}{L(x)}=1." S143 Q328
	Q6498183 P2534 "\int_0^{a}\sqrt{\left(\frac{dx}{dt}\right)^2+\left(\frac{dy}{dt}\right)^2}dt" S143 Q328
	Q170282 P2534 "F= k X\," S143 Q328
	Q1136583 P2534 "V_\mathrm{swap} = B_\mathrm{fixed} - B_\mathrm{floating} \, " S143 Q328
	Q1153588 P2534 "\mathbf{F}=-\nabla\Phi+\nabla\times\mathbf{A}," S143 Q328
	Q431335 P2534 "E_n = E_0 + \frac{\hbar^2 \pi^2}{2 m L^2} n^2. \," S143 Q328
	Q2400539 P2534 " \{z \in \mathbb C \operatorname{Im}(z) > 0\}. " S143 Q328
	Q6354030 P2534 "A^T P + P A = -Q Q^T\," S143 Q328
	Q2981610 P2534 " E = K' + \frac{RT}{nF} \ln(c)" S143 Q328
	Q6964957 P2534 " V=\frac{\pi h^3}{6}. " S143 Q328
	Q1182249 P2534 " E_1, E_2, ... , E_{n-1}, E_n \vdash S, " S143 Q328
	Q7935 P2534 " \textrm{Pref} = \frac {1} {2} \, { \rho} \, { v^2} \,\!" S143 Q328
	Q5596841 P2534 "B_k=\underbrace{B\oplus\ldots\oplus B}_{k\mbox{ times}}," S143 Q328
	Q6615800 P2534 "\int_a^b f(x)\, dx" S143 Q328
	Q7322260 P2534 "\nu^{2}=uS(u), \; S(\nu)=\nu, \; \varepsilon (\nu)=1" S143 Q328
	Q1662562 P2534 "\mathrm{MergerBetween}(company_1, company_2, date)," S143 Q328
	Q8995102 P2534 " \mathbf{F}_A = \int_\Sigma (-\Delta p \mathbf{n} + \mathbf{f}) \,d\sigma " S143 Q328
	Q5160083 P2534 " \frac{\partial \mathbf{S}}{\partial t} = \mathbf{S}\wedge \left(\frac{\partial^2 \mathbf{S}}{\partial x^{2}} + \frac{\partial^2 \mathbf{S}}{\partial y^{2}}\right)+ \frac{\partial u}{\partial x}\frac{\partial \mathbf{S}}{\partial y} + \frac{\partial u}{\partial y}\frac{\partial \mathbf{S}}{\partial x},\qquad (1a)" S143 Q328
	Q17100952 P2534 " P(\theta, y) = P(\theta)P(y\mid\theta)" S143 Q328
	Q1907558 P2534 "\frac{\mu}{\rho_m}," S143 Q328
	Q5444419 P2534 "\frac{D_F X}{d s}=\frac{DX}{d s} - (X,\frac{DV}{d s}) V + (X,V)\frac{DV}{d s}," S143 Q328
	Q1139169 P2534 " V = \sum(v_\text{i}) " S143 Q328
	Q2158178 P2534 "D = {\sigma^2 \over \mu }." S143 Q328
	Q25109715 P2534 "\\|f\\|_\infty \equiv \inf \{ C\ge 0 \|f(x)\| \le C \text{ for almost every } x \}." S143 Q328
	Q2705141 P2534 " \mu = \arcsin(a/V) = \arcsin(1/M) " S143 Q328
	Q6459671 P2534 "f_c^{(k)}(z_{cr}) = f_c^{(k+n)}(z_{cr}) \," S143 Q328
	Q758207 P2534 "\mathbf{F} = m\mathbf{a}," S143 Q328
	Q4683276 P2534 " (\ln n)^{O(\ln\,\ln\,\ln n)}." S143 Q328
	Q17004165 P2534 "y^p - y = f(x)" S143 Q328
	Q4048889 P2534 "\xi = \frac{g}{f}\nabla^2 Z " S143 Q328
	Q7917817 P2534 "\\|\mathbf A \\|^2 = A_1^2 + A_2^2 +A_3^2 \ " S143 Q328
	Q1883290 P2534 "\partial_t \rho+\nabla\cdot(\rho\bold u)=0," S143 Q328
	Q806350 P2534 "a_{i,j}=0 \quad\mbox{if}\quad j<i-k_1 \quad\mbox{ or }\quad j>i+k_2; \quad k_1, k_2 \ge 0.\," S143 Q328
	Q17126475 P2534 "\mbox{MD} = \frac{C_p CL}{F }" S143 Q328
	Q8002551 P2534 "F=q\mathbf{v} \times \mathbf{B}" S143 Q328
	Q1868500 P2534 "X_t^{\tau_{k}} = X_{\min \{ t, \tau_k \}}" S143 Q328
	Q7379855 P2534 "{{d} X_{t}} = a(X_{t}) \, {d} t + b(X_{t}) \, {d} W_{t}," S143 Q328
	Q3607962 P2534 "Au_{xx} + 2Bu_{xy} + Cu_{yy} + Du_x + Eu_y + Fu +G= 0,\," S143 Q328
	Q1147751 P2534 "f(x_0 + h) = f(x_0) + \frac{f'(x_0)}{1!}h + \frac{f^{(2)}(x_0)}{2!}h^2 + \cdots + \frac{f^{(n)}(x_0)}{n!}h^n + R_n(x)," S143 Q328
	Q735489 P2534 "\lambda_s(n)=n\cdot 2^{\frac{1}{t!}\alpha(n)^t(1+o(1))}, where ''t''&nbsp;=&nbsp;(''s''&nbsp;&minus;&nbsp;2)/2." S143 Q328
	Q1151850 P2534 "e^{(1 + o(1))\sqrt{\ln n \ln\ln n}} =L_n\left[1/2,1\right]" S143 Q328
	Q180586 P2534 "I_{diode} = \dfrac{U_{IN} - U_{OUT}}{R_\Omega}" S143 Q328
	Q7598358 P2534 " Z = \frac{X - \mu}{\sigma} " S143 Q328
	Q5325 P2534 "L = {\phi \over i}&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;(1)" S143 Q328
	Q1477782 P2534 "\omega_{pe} = (4\pi n_ee^2/m_e)^{1/2} = 5.64 \times 10^4 n_e^{1/2} \mbox{rad/s} = 9000 \times n_e^{1/2} \mbox{Hz} " S143 Q328
	Q6031073 P2534 "[low] \vdash\ \textbf{if}\ l = 42\ \textbf{then}\ h\;=\; 3\ \textbf{else}\ l\;=\;0." S143 Q328
	Q320072 P2534 "Q = \bar{u} b h" S143 Q328
	Q2794475 P2534 " a_1 b_1 + \cdots + a_m b_m - a_{m+1} b_{m+1} - \cdots - a_n b_n. \, " S143 Q328
	Q729523 P2534 "\Pr(X = k) = (1-p)^{k-1}\,p\," S143 Q328
	Q4715615 P2534 " H^2(\mathbb{D},\mathbb{C})." S143 Q328
	Q956651 P2534 " \forall patients Stroke(patient) \rightarrow Confused(patient) \land Unequal(Pupils(patient))" S143 Q328
	Q1248980 P2534 "N(xy) = N(x)N(y)" S143 Q328
	Q862526 P2534 "P_\text{fusion} = n_A n_B \langle \sigma v_{A,B} \rangle E_\text{fusion}" S143 Q328
	Q15143885 P2534 "\langle\omega, [M]\rangle = \int_M \omega\ ," S143 Q328
	Q497396 P2534 "T={\alpha \over 2\pi} = {1 \over 2\pi \rho} = {1 \over 4\pi \sqrt{2M(r-2M)}};" S143 Q328
	Q3394849 P2534 "r = - \frac{1}{a} \frac{d[\mathrm{A}]}{dt} = - \frac{1}{b} \frac{d[\mathrm{B}]}{dt} = \frac{1}{p} \frac{d[\mathrm{P}]}{dt} = \frac{1}{q} \frac{d[\mathrm{Q}]}{dt}" S143 Q328
	Q1118802 P2534 "T = 2\pi \sqrt{\frac{m}{k}}." S143 Q328
	Q25209772 P2534 "dE_t=dQ + dW" S143 Q328
	Q5449699 P2534 " \frac{dS(t)}{S(t)} = \mu\, dt + \sigma(t)\,dz_1(t) (1)" S143 Q328
	Q1143293 P2534 "E[B_H(t) B_H (s)]=\tfrac{1}{2} (\|t\|^{2H}+\|s\|^{2H}-\|t-s\|^{2H})," S143 Q328
	Q5753099 P2534 " S_r = \frac{dQ/dT}{Q} ." S143 Q328
	Q131133 P2534 "i\hbar\frac{\partial\psi(x,t)}{\partial t} = - \frac{\hbar^2}{2m} \frac{\partial^2\psi(x,t)}{\partial x^2}+V(x)\psi" S143 Q328
	Q7377817 P2534 "x(r,\theta) = r\cos(\theta) - (1/2)r^2 \cos(2\theta)" S143 Q328
	Q7975304 P2534 "\|(\phi f)^\wedge(\xi)\| \le C_N(1+\|\xi\|)^{-N}\quad\mbox{for all }\ \xi\in\Gamma" S143 Q328
	Q5499906 P2534 "N_k = \frac{1}{k}\sum_{d\|k}\mu(d)\cdot m^{k/d}," S143 Q328
	Q79986 P2534 "\sum_{i=1}^{n} \frac{x_i}{x_{i+1}+x_{i+2}} < \frac{n}{2}" S143 Q328
	Q7990340 P2534 "q_1^2+\dots+q_k^2+p_1^2+\dots+p_k^2 ~~ (+p_n^2)~," S143 Q328
	Q1564541 P2534 "\min_i \sum_{j} a_{ij} \le r \le \max_i \sum_{j} a_{ij}." S143 Q328
	Q1892897 P2534 " S(\boldsymbol \beta)= \sum_{i=1}^m r_i^2(\boldsymbol \beta)." S143 Q328
	Q5172860 P2534 "N_{\text{corr}} (\rho_{\text{realized}}-\rho_{\text{strike}})" S143 Q328
	Q5697916 P2534 " M = V \cup_f W. " S143 Q328
	Q11455 P2534 "\cos\psi=\cos(\beta_g)\cos(\beta_e)\cos(\alpha_g-\alpha_e)+\sin(\beta_g)\sin(\beta_e)," S143 Q328
	Q2145081 P2534 " \dot{x_i} = x_i [ f_i(x) - \phi(x)], \quad \phi(x) = \sum_{j=1}^{n}{x_j f_j(x)}" S143 Q328
	Q653242 P2534 " A = QR, \, " S143 Q328
	Q5437042 P2534 " \|\nabla u(x)\|=1/f(x) \text{ for } x \in \Omega" S143 Q328
	Q1076349 P2534 "H(\sigma) = - \sum_{\langle i~j\rangle} J_{ij} \sigma_i \sigma_j -\mu \sum_{j} h_j\sigma_j" S143 Q328
	Q8079690 P2534 "E^{p,q}_2 = \check{H}^p(\mathfrak{U}, \mathcal{H}^q(X, \mathcal{F})) \Rightarrow H^{p+q}(X, \mathcal{F})." S143 Q328
	Q1428097 P2534 "f(z) = \sum_{n=0}^\infty c_n (z-a)^n, " S143 Q328
	Q826841 P2534 " b_{\nu,n}(x) = {n \choose \nu} x^{\nu} \left( 1 - x \right)^{n - \nu}, \quad \nu = 0, \ldots, n." S143 Q328
	Q3229345 P2534 "g\in H\overline{g}." S143 Q328
	Q1049280 P2534 "f_n(z) \to f(z) " S143 Q328
	Q2365325 P2534 "x=\sum_{b\in B}{\langle x,b\rangle\over\lVert b\rVert^2} b." S143 Q328
	Q16840359 P2534 " \sigma^2 = \frac1n \sum_{i=1}^n \operatorname{Var}(X_i)." S143 Q328
	Q5166519 P2534 "{\rm conv}(\{(1,1),(2,0),(0,5),(0,0)\}).\ " S143 Q328
	Q214975 P2534 " E = \lambda h " S143 Q328
	Q2361983 P2534 "H=H_0,H_1,H_2,\ldots, H_k=G" S143 Q328
	Q4338245 P2534 " xy'(x) +2y(x)= 0 , \,\!" S143 Q328
	Q2390323 P2534 "D_1(P) = \{ Q \vert P-Q\vert<1\}.\," S143 Q328
	Q2917134 P2534 "(a-\overline{b+c})," S143 Q328
	Q14174895 P2534 "\eta=\sqrt[3]{\frac{V}{V_0}}" S143 Q328
	Q16249614 P2534 " p = x^2 + y^2" S143 Q328
	Q864377 P2534 "\mathbf{1}_A X \to \lbrace 0,1 \rbrace \," S143 Q328
	Q5558975 P2534 " \langle\ln p_i\rangle = \sum_i p_i \ln p_i \, " S143 Q328
	Q5198174 P2534 "r(G) = 1 + \min_{v\in V} r(G-v),\,{{pad\|4em}}where G - v is the digraph resulting from deletion of vertex v and all edges beginning or ending at v." S143 Q328
	Q902598 P2534 "f = f_0\left(1+\frac{v}{c}\right)" S143 Q328
	Q898583 P2534 "E_H = E^0 - \frac{0.0592}{n} \log\frac{[C]^c[D]^d}{[A]^a[B]^b} \ \{ V \} " S143 Q328
	Q2092045 P2534 " \chi = \int_{t_e}^t c \; {\mbox{d} t' \over a(t')} " S143 Q328
	Q477049 P2534 " M \times \,^{\prime\prime} 0 \; 0 \; 1 \; 1 \; 1 \; 1 \; 1 \; 0 \,^{\prime\prime} = M \times (2^5 + 2^4 + 2^3 + 2^2 + 2^1) = M \times 62 " S143 Q328
	Q7857001 P2534 " \dot{\mathbf{x}} = \mathbf{Ax} + \mathbf{Bw}," S143 Q328
	Q1542839 P2534 "GFR = \frac { \mbox{Urine Concentration} \times \mbox{Urine Flow} }{ \mbox{Plasma Concentration} }" S143 Q328
	Q1139146 P2534 "{\color{Red}\mathtt{aaaaaa}}\,\xrightarrow[\;H\;]{}\,\mathtt{281DAF40}\,\xrightarrow[\;R\;]{}\,\mathtt{sgfnyd}\,\xrightarrow[\;H\;]{}\,\mathtt{920ECF10}\,\xrightarrow[\;R\;]{}\,{\color{Violet}\mathtt{kiebgt}}" S143 Q328
	Q674533 P2534 "\beth_{0} = \aleph_0," S143 Q328
	Q7512728 P2534 "e_k(t)=e^{2\pi i k t}\,," S143 Q328
	Q5072515 P2534 "\Phi_c f({\mathbf x},c)=0 , c\in [c_1,c_2]." S143 Q328
	Q732332 P2534 "F_{grav}=\frac{GM_{BH}m_p}{r^2}" S143 Q328
	Q7977941 P2534 "\langle x_n,y \rangle \to \langle x,y \rangle" S143 Q328
	Q180345 P2534 "a_nx^n+a_{n-1}x^{n-1}+\cdots+a_0 = 0\,\!" S143 Q328
	Q4786887 P2534 "\rho=\frac{1}{2}r\left(1-r\right)," S143 Q328
	Q7269518 P2534 "NO=NH=3NG." S143 Q328
	Q690265 P2534 "\operatorname{sin}(x) \approx x - \frac{x^3}{6} + \frac{x^5}{120} - \frac{x^7}{5040} (for ''x'' close to 0)" S143 Q328
	Q6839915 P2534 "V_b=\frac{{B(pd)}}{{\ln(pd)+\ln(A/\ln(1+\frac{1}{\gamma}))}}" S143 Q328
	Q2703389 P2534 "a + nd,\ " S143 Q328
	Q6117832 P2534 " J_\nu^{(1)}(x;q) = \frac{(q^{\nu+1};q)_\infty}{(q;q)_\infty} (x/2)^\nu {}_2\phi_1(0,0;q^{\nu+1};q,-x^2/4) " S143 Q328
	Q2835946 P2534 " ( a \circ b ) \circ c = a \circ (b \circ c) + a \circ (c \circ b) . " S143 Q328
	Q5026015 P2534 " \mathbf{y} \sim \mathbf{C} \, \mathbf{x} " S143 Q328
	Q4680478 P2534 "\chi_{\psi^k(\rho)}(g) = \chi_\rho(g^k) \ . " S143 Q328
	Q963762 P2534 "\begin{matrix}\left({\left\lfloor{\frac{y}{12}}\right\rfloor+y \bmod 12+\left\lfloor{\frac{y \bmod 12}{4}}\right\rfloor}\right) \bmod 7+\rm{anchor}=\rm{Doomsday}\end{matrix}" S143 Q328
	Q2141844 P2534 "\mathrm{HI} = c_1 + c_2 T + c_3 R + c_4 T R + c_5 T^2 + c_6 R^2 + c_7 T^2R + c_8 T R^2 + c_9 T^2 R^2\ \, " S143 Q328
	Q424085 P2534 "D + A \rightleftharpoons DA" S143 Q328
	Q25303820 P2534 "a(x) = a_0 + a_1x + a_2x^2 + \ldots + a_{n-2}x^{n-2} + a_{n-1}x^{n-1}" S143 Q328
	Q1142401 P2534 " D_{i} = X_{i} \oplus Y_{i} \oplus B_{i}" S143 Q328
	Q2633 P2534 " N = \sum_{i=0}^{k-1} d(i) F(i+2),\text{ and }d(k-1)=d(k)=1.\!" S143 Q328
	Q7051852 P2534 "\|p\| = \max \{K(x\mid y),K(y\mid x)\}" S143 Q328
	Q1163067 P2534 "H(z) = \frac{B(z)}{A(z)} = \frac{{b_{0}+b_{1}z^{-1}+b_{2}z^{-2} + \cdots + b_{N}z^{-N}}}{{1+a_{1}z^{-1}+a_{2}z^{-2} + \cdots +a_{M}z^{-M}}}" S143 Q328
	Q5421817 P2534 "\boldsymbol{x}_{k} = f(\boldsymbol{x}_{k-1}, \boldsymbol{u}_{k}) + \boldsymbol{w}_{k}" S143 Q328
	Q5645800 P2534 " O_{O}^{x} \leftrightarrow V_{O}^{\bullet\bullet} + 0.5O_{2} (g) + 2e'" S143 Q328
	Q4406886 P2534 " \|f'''(x)\| \leq 2 f''(x)^{3/2}." S143 Q328
	Q5751359 P2534 "Y = A * F(K,L) \,," S143 Q328
	Q3066095 P2534 " V=S^n=\{(s_1,\dots,s_1,s_1),(s_1,\dots,s_1,s_2),\dots,(s_1,\dots,s_1,s_m),(s_1,\dots,s_2,s_1),\dots,(s_m,\dots,s_m,s_m)\}." S143 Q328
	Q7980241 P2534 "\lim_{T\rightarrow T_H^-} Tr[e^{-\beta H}]=\infty" S143 Q328
	Q192819 P2534 "F\,=\,eN_{A}" S143 Q328
	Q2482321 P2534 "M = b_1(G,t) = \operatorname{rank}H_1(G,t)," S143 Q328
	Q17029771 P2534 "\mathrm{(L)Fe^{n} + OIPh \longrightarrow (L)Fe^{n+2}O + IPh}" S143 Q328
	Q2142522 P2534 "t = \frac {cPd^2s} {D}" S143 Q328
	Q1003136 P2534 " V^{*} = V \times \{ 0,1 \} ," S143 Q328
	Q466416 P2534 "\left(\frac{48.64 \mbox{ g C}}{1}\right)\left(\frac{1 \mbox{ mol }}{12.01 \mbox{ g C}}\right) = 4.049\ \text{mol}" S143 Q328
	Q79785 P2534 "f(x+P) = f(x) \,\!" S143 Q328
	Q568855 P2534 "\vec L = \vec r \times \vec p, " S143 Q328
	Q4048844 P2534 "u' + x'i + y'j + z'k = (a + bi + cj + dk)(u + xi + yj + zk)(p + qi + rj + sk),\, " S143 Q328
	Q3406268 P2534 "m_n = \int_{-\infty}^\infty x^n \,d\mu(x)\,.\,\!" S143 Q328
	Q7269028 P2534 "n_{\rm Q}=\left(\frac{M k T}{2 \pi \hbar^2}\right)^{3/2}" S143 Q328
	Q11679774 P2534 " \vec y = \mathbf M \ \vec x. " S143 Q328
	Q1490646 P2534 "\chi=V-E+F \,\!" S143 Q328
	Q214728 P2534 "\mathbf{B}(t)=\mathbf{P}_0 + t(\mathbf{P}_1-\mathbf{P}_0)=(1-t)\mathbf{P}_0 + t\mathbf{P}_1 \mbox{ , } 0 \le t \le 1" S143 Q328
	Q2976517 P2534 "A_n, \, D_n, \, E_6, \, E_7, \, E_8." S143 Q328
	Q17147211 P2534 " SUE_t = \frac{Q_t - E(Q_t)}{\sigma(Q_t - E(Q_t)} " S143 Q328
	Q7376137 P2534 " Y_t(u) = T+Y_c(u)" S143 Q328
	Q4812184 P2534 "G = G_{\infty} \left( \frac{T}{T + 1} \right) + G_0 \left( \frac{1}{T + 1} \right) \ ," S143 Q328
	Q3258521 P2534 " S = \int d^dx \; \bar\psi (\partial\!\!\!/ + m) \psi \;." S143 Q328
	Q7236612 P2534 " a_2(z)f''(z)+a_1(z)f'(z)+a_0(z)f(z)=0.\;\!" S143 Q328
	Q7236166 P2534 "\|P\| = \|S\| \cos\theta" S143 Q328
	Q2122223 P2534 "\sum_{n=0}^{1 - a_{ij}} (-1)^n \frac{[1 - a_{ij}]_{q_i}!}{[1 - a_{ij} - n]_{q_i}! [n]_{q_i}!} e_i^n e_j e_i^{1 - a_{ij} - n} = 0," S143 Q328
	Q4723996 P2534 " f^*([Y']) = [f^{-1}(Y')]\,\!" S143 Q328
	Q614527 P2534 "\forall s, t \in \mathbb R C^{-1} \|s - t\| - K \le d(\phi(t), \phi(s)) \le C\|s - t\| + K" S143 Q328
	Q7915799 P2534 " \ln P(V) = \sum_H Q(H) \ln \frac{P(H,V)}{P(H\|V)} = \sum_{H} Q(H) \Bigg[ \ln \frac{P(H,V)}{Q(H)} - \ln \frac{P(H\|V)}{Q(H)} \Bigg] ." S143 Q328
	Q4582901 P2534 "O \left ( n^{\frac{2}{3}} m^{\frac{2}{3}} + n + m \right )," S143 Q328
	Q5365787 P2534 "-\sum_t\chi(t)\phi\left ( \frac{t}{\pi} \right )^{(p-1)/m}" S143 Q328
	Q3036629 P2534 "\uparrow\uparrow,\uparrow\downarrow,\downarrow\uparrow,\downarrow\downarrow" S143 Q328
	Q506346 P2534 "X_t = M_t + A_t" S143 Q328
	Q810255 P2534 "<math style="margin-bottom1em">E=CS^r" S143 Q328
	Q462188 P2534 " \frac{\mathrm{d}\varepsilon}{\mathrm{d}t} = \frac{C\sigma^m}{d^b} e^\frac{-Q}{kT}" S143 Q328
	Q1455597 P2534 "R_a=100-4.6 \Delta \bar{E}_{UVW}" S143 Q328
	Q178192 P2534 "\mathbf{a} \times \mathbf{b} = \left\\| \mathbf{a} \right\\| \left\\| \mathbf{b} \right\\| \sin (\theta) \ \mathbf{n}" S143 Q328
	Q5227367 P2534 "\sum_R\frac{1}{\dim(R)^s}" S143 Q328
	Q76787 P2534 "R = Y(p - c) - YFm \," S143 Q328
	Q5508977 P2534 "\varepsilon=\frac{a+b\sqrt{\Delta}}{2}" S143 Q328
	Q5254079 P2534 "DR_{T}^{V} = min(\frac{Delivered_{p,c} + Predelivery_{p-1,c}}{Demand_{p,c} + Backlog_{p-1,c}}, 1)" S143 Q328
	Q4751142 P2534 "\zeta_i(s) = \sum_{\lambda_j>0}\lambda_j^{-s}" S143 Q328
	Q7049462 P2534 " y_t = F(y_{t-1}, y_{t-2}, y_{t-3}, \ldots, u_{t}, u_{t-1}, u_{t-2}, u_{t-3}, \ldots) + \varepsilon_t " S143 Q328
	Q4059939 P2534 " ((a\|b)\,\|\,c) \;\|\; (a\,\|\,((a\|c)\,\|\,a)) = c" S143 Q328
	Q5014656 P2534 " \ln(\frac{N}{N_0})=\Lambda_{CW} C^n t \!" S143 Q328
	Q900996 P2534 "X = \frac{H_u^L - H_d^L}{H_d^V - H_d^L}<ref>{{cite book\|author1=Vic Marshall\|author2=Steve Ruhemann\|title=Fundamentals of Process Safety\|date=2001\|publisher=IChemE\|page=46\|url=https//books.google.co.uk/books?id=Sn4f_N_2rsMC&pg=PA45&lpg=PA45&dq=flashing+fraction&source=bl&ots=KXgd9kMtbF&sig=jXWpOpO449Dgwv2PaoXDKaIj0c8&hl=en&sa=X&ved=0ahUKEwikleTB7q3JAhXJuxQKHc6_ACcQ6AEILjAC#v=onepage&q=flashing%20fraction&f=false}}</ref>" S143 Q328
	Q854946 P2534 "XX^* = P_VT(\boldsymbol{1}_H-P_V)^2T^P_V= P_VT(\boldsymbol{1}_H-P_V)T^P_V = P_VTT^P_V - P_VTP_VT^P_V," S143 Q328
	Q6498784 P2534 "0+0" S143 Q328
	Q5442450 P2534 "\operatorname{Alph}(s)" S143 Q328
	Q2613048 P2534 " {1 \over \lambda} = Rz^2 \left( {1 \over {n'}^2} - {1 \over n^2} \right)" S143 Q328
	Q908748 P2534 "f(x_k+s_k)=f(x_k)+\nabla f(x_k)^T s_k+\frac{1}{2} s^T_k {B} s_k, " S143 Q328
	Q332407 P2534 " \hat{\mathbf{Z}} = \varprojlim \mathbf{Z}/n\mathbf{Z}. " S143 Q328
	Q189061 P2534 " P_x(1, 2) \ge \frac{0.67xC_x}{(\log x)^2}." S143 Q328
	Q7915722 P2534 "\ln(2) \approx 0.693\,147\,180\,56" S143 Q328
	Q5419309 P2534 "E = E_{ex} + E_D + E_{\lambda} + E_k + E_H\,&nbsp;&nbsp;&nbsp;&nbsp;" S143 Q328
	Q1653378 P2534 " H(S) = - \sum_{x \in X} p(x) \log_{2} p(x) " S143 Q328
	Q386292 P2534 " \lim_{x\to\infty}\frac{\pi(x)}{x/\log(x)}=1," S143 Q328
	Q200286 P2534 "\Delta p = p_{i,x} - p_{f,x} = p_{i,x} - (-p_{i,x}) = 2 p_{i,x} = 2 mv_x," S143 Q328
	Q206310 P2534 "(\nabla \times \mathbf{F}) \cdot \mathbf{\hat{n}} \ \overset{\underset{\mathrm{def}}{}}{=} \lim_{A \to 0}\left( \frac{1}{\|A\|}\oint_{C} \mathbf{F} \cdot d\mathbf{r}\right)" S143 Q328
	Q3272901 P2534 "v_\mathrm{rms} = \sqrt {{3RT}\over{M_m}}" S143 Q328
	Q2946193 P2534 " r(\theta) = \frac{a(1-e^2)}{1+e\cos(\theta)} " S143 Q328
	Q62932 P2534 "F=k x," S143 Q328
	Q4118065 P2534 "\displaystyle x_0+x_1+x_2+x_3+x_4+x_5= 0" S143 Q328
	Q7116921 P2534 "\gamma(z) = \frac{1}{\pi}\,\frac{z^q-z}{(z^q-z)^2-1}" S143 Q328
	Q19577 P2534 " <math chem>\ce{{^{238}_{92}U} + ^{1}_{0}n -> ^{239}_{92}U ->[\beta^-][23.5\ \ce{min}] ^{239}_{93}Np ->[\beta^-][2.3\ \ce{days}] ^{239}_{94}Pu} \left( \ce{->[\alpha][2.4\cdot 10^4\ \ce{years}]} \right)" S143 Q328
	Q5625933 P2534 "(L u)(x) = \sum_{0 \leq \| \alpha \|, \| \beta \| \leq k} (-1)^{\| \alpha \|} \mathrm{D}^{\alpha} \left( A_{\alpha \beta} (x) \mathrm{D}^{\beta} u(x) \right)," S143 Q328
	Q3305965 P2534 " \hom(A \times B, C) \cong \hom(B, C^A)" S143 Q328
	Q201132 P2534 "R = (N_1 + 2 N_2 + 3N_3 + 4N_4 + 5N_5 + 6N_6) \mod 11" S143 Q328
	Q5113729 P2534 "c'=D_1\,S^T\,f_1 = D_2\,S^T\,f_2" S143 Q328Q4284947 P2534 "N_{t+1}=N_{t}+B-D+I-E," S143 Q328
	Q313906 P2534 "\theta = \tan \theta - (1/3) \tan^3 \theta + (1/5) \tan^5 \theta - \ldots," S143 Q328
	Q5332893 P2534 " p(x+0)=(x+0)^3 -7(x+0) + 7\Rightarrow p(x+0)=x^3 -7x + 7 , v_0=2" S143 Q328
	Q5867823 P2534 " \frac {Q}{T}" S143 Q328
	Q6731660 P2534 "E/V = K_1 \left(\alpha^2+\beta^2\right) = K_1\left(1-\gamma^2\right). <ref>The lowest-order term in the energy can be written in more than one way because, by definition, {{math\| <var>&alpha;<sup>2</sup>+&beta;<sup>2</sup>+&gamma;<sup>2</sup><var> {{=}} 1}}.</ref>" S143 Q328
	Q17014083 P2534 " \sum_{j} q_{j} x_{j} = \sum_{j} (x_{j} + t_{j} (x_{j} ) ) = wL - T(wL) \; , " S143 Q328
	Q25303776 P2534 "{\Delta}S_{mix}=-R\sum_{i=1}^N c_i \ln{c_i}" S143 Q328
	Q5563749 P2534 "\int_{\Gamma_1} \mathrm{F}(\mathrm{X}) \mathrm{d}\mathrm{X}=0" S143 Q328
	Q1021159 P2534 " X^\flat = g_{ij} X^i \, dx^j=X_j \, dx^j." S143 Q328
	Q219079 P2534 "\land = [[logical conjunction\|AND]] (logical conjunction)" S143 Q328
	Q7316307 P2534 "\mathbf{f} \,\colon \,f_1\ge f_2\ge \cdots \ge f_N" S143 Q328
	Q4868731 P2534 " \frac{t_e * 100}{h_b * 2} " S143 Q328
	Q4579763 P2534 "\beta = \frac{\partial f}{\partial y} = \frac{1}{a} \frac{d}{d\phi} (2 \omega sin\phi) = \frac{2\omega cos\phi}{a} " S143 Q328
	Q6783511 P2534 " H(s) = H_{\infty}(s) \frac{1 + \frac{Z_n(s)}{Z(s)}}{1 + \frac{Z_d(s)}{Z(s)}} " S143 Q328
	Q17107808 P2534 "x+y = 2 \pi - \alpha - \beta - C" S143 Q328
	Q7572178 P2534 "r_u = a\frac{\sqrt{3}}{4} \left(1 + \sqrt{5}\right) \approx 1.401\,258\,538 \cdot a {{OEIS2C\|A179296}}" S143 Q328
	Q5535493 P2534 "r(x)+r(y)\ge r(x\wedge y)+r(x\vee y). \, " S143 Q328
	Q3755543 P2534 "(x,g) \mapsto (x,x\cdot g)" S143 Q328
	Q3064613 P2534 "U \subset V \subset X " S143 Q328
	Q5157268 P2534 "\cdot Every directed X \subseteqD has a [[supremum]], and" S143 Q328
	Q373499 P2534 "\theta = \frac{V_w}{V_\text{wet}}" S143 Q328
	Q5979196 P2534 " C_L = {[C_1 + C_i] \times [C_2 + C_o] \over [C_1 + C_i + C_2 + C_o]} + C_\mathrm{S} " S143 Q328
	Q3113838 P2534 " (x-3) (x-2)^4 (x-1)^5 (x+1)^5 (x+2)^4 (x+3). \, " S143 Q328
	Q390314 P2534 " {\mathbf{A}}({\mathbf{r}})=\frac{\mu_{0}}{4\pi r^{2}}\frac{{\mathbf{m}}\times{\mathbf{r}}}{r}=\frac{\mu_{0}}{4\pi}\frac{{\mathbf{m}}\times{\mathbf{r}}}{r^{3}}," S143 Q328
	Q216861 P2534 " J[y] = \int_{x_1}^{x_2} L(x,y(x),y'(x))\, dx \, ." S143 Q328
	Q7623989 P2534 "\operatorname{Alph}(s)" S143 Q328
	Q177897 P2534 "\displaystyle v(t) = L\,\frac{di}{dt}." S143 Q328
	Q17104798 P2534 "ds^2 =-(1+2\Psi)dt^2+a^2(t)(1-2\Phi)\delta_{ab}dx^adx^b," S143 Q328
	Q627620 P2534 " f(x) = x^e \mod n" S143 Q328
	Q1136880 P2534 " H_3(2,n)" S143 Q328
	Q7125133 P2534 "\frac {\alpha_c} {\nu} = - \left(\frac {RT} {nF} \right) \left( \frac {\partial ln(\|I_{red}\|)} {\partial E}\right)_{T,p,c_{i,interface}}" S143 Q328
	Q2607202 P2534 "I = the (Air Quality) index," S143 Q328
	Q208391 P2534 "\frac{\sin\theta_1}{\sin\theta_2} = \frac{v_1}{v_2} = \frac{\lambda_1}{\lambda_2} = \frac{n_2}{n_1}" S143 Q328
	Q1044340 P2534 "WCI=(10\sqrt{V}-V+10.5) \cdot (33-T_{\rm a})<ref>*Woodson, Wesley E. (1981). ''Human Factors Design Handbook'',page 815. McGraw-Hill. ISBN 0-07-071765-6</ref><ref>http//ntrs.nasa.gov/archive/nasa/casi.ntrs.nasa.gov/19690003109_1969003109.pdf</ref>" S143 Q328
	Q204884 P2534 "\mathrm{if}\ PA \vdash (Bew(\# P) \rightarrow P)\mathrm{, then}\ PA \vdash P," S143 Q328
	Q3850844 P2534 "g_J= g_L\frac{J(J+1)-S(S+1)+L(L+1)}{2J(J+1)}+g_S\frac{J(J+1)+S(S+1)-L(L+1)}{2J(J+1)}." S143 Q328
	Q6483801 P2534 "\Gamma(z+1) = \sqrt{2\pi} {\left( z + g + \frac{1}{2} \right)}^{z + \frac{1}{2} } e^{-\left(z+g+\frac{1}{2}\right)} A_g(z)" S143 Q328
	Q5533985 P2534 "\gammaI\to M" S143 Q328
	Q19323571 P2534 "f = f(x) = \sum_{k=0}^\infty a_k x^k = a_0 + a_1 x^1 + a_2 x^2 + a_3 x^3 + \cdots" S143 Q328
	Q31387 P2534 "V \approx g\bar\psi \phi \psi (scalar) or g \bar \psi i\gamma^5 \phi \psi ([[pseudoscalar]])." S143 Q328
	Q18389869 P2534 " S(\xi)=\frac{9\sqrt{3}}{8\pi}\xi\int_0^\infty K_{5/3}(\bar \xi) d\bar \xi " S143 Q328
	Q7269025 P2534 " y^2 = x^3 + a_2 x^2 +a_4 x + a_6. \, " S143 Q328
	Q1995444 P2534 "CC = \frac {SG(heavy\ mineral) - SG(fluid)}{SG(light\ mineral) - SG(fluid)}" S143 Q328
	Q5761240 P2534 " 0 \rightarrow R^m\rightarrow R^n \rightarrow R \rightarrow R/I\rightarrow 0 " S143 Q328
	Q7194929 P2534 "\displaystyle \sum_n \frac{a_n^{(\beta)}(x)}{n!}t^n = \exp(\beta t +x(1-e^t))" S143 Q328
	Q722507 P2534 " \int_{a}^{b} f(x) \, dx \approx \tfrac{b-a}{6}\left[f(a) + 4f\left(\tfrac{a+b}{2}\right)+f(b)\right]." S143 Q328
	Q15284583 P2534 "\displaystyle \sum_n \frac{a_n^{(\beta)}(x)}{n!}t^n = \exp(\beta t +x(1-e^t))" S143 Q328
	Q5139454 P2534 "y_t = \alpha + X_t \beta+\varepsilon_t,\," S143 Q328
	Q5165487 P2534 "\sum_i x_i\le W" S143 Q328
	Q1568814 P2534 "Q_n(x;\alpha,\beta,N)= {}_3F_2(-n,-x,n+\alpha+\beta+1;\alpha+1,-N+1;1).\ " S143 Q328
	Q1791280 P2534 " \|H(f)\|^2 = {{1 + (f/f_z)^2} \over {1 + (f/f_p)^2}}" S143 Q328
	Q582007 P2534 " t_1 = \frac {2 \pi R + \Delta L}{c} " S143 Q328
	Q17014996 P2534 " \dot{\mathbf{x}}(t) = A(t) \mathbf{x}(t) " S143 Q328
	Q7207863 P2534 "\rho H^k(C)\otimes H_n(C) \to H_{n-k}(C), \ \text{where} \ \ \rho(x\otimes y) = x \frown y ," S143 Q328
	Q7575180 P2534 "\eta(A) = \max_i\{ {\rm Re}(\lambda_i) \} \, " S143 Q328
	Q1295998 P2534 "N(T)=\frac{T}{2\pi}\log{\frac{T}{2\pi}}-\frac{T}{2\pi}+O(\log{T})." S143 Q328
	Q6786867 P2534 "b(t) = b1 \times e ^ {\frac{-t}{\tau}}" S143 Q328
	Q1824450 P2534 " H(x) \ \stackrel{\mathrm{def}}{=} \begin{cases} 0, & x < 0; \\ 1, & x \geq 0; \end{cases}" S143 Q328
	Q5277275 P2534 "\int\frac{d^dp}{(2\pi)^d}\frac{1}{\left(p^2+m^2\right)^2}," S143 Q328
	Q165638 P2534 "\sum_{n=1}^\infty a_n," S143 Q328
	Q5121443 P2534 " \dot{\mathbf{x}} = \mathbf{Ax} + \mathbf{Bw}," S143 Q328
	Q1081248 P2534 "5n^2 - 4n; n > 0" S143 Q328
	Q8048682 P2534 "D_A*F_A+[\Phi,D_A\Phi]=0," S143 Q328
	Q5312038 P2534 " 1 + (98/100)x = x " S143 Q328
	Q25080698 P2534 " " S143 Q328
	Q1499566 P2534 "m=\frac{1}{RR}" S143 Q328
	Q7643987 P2534 "E = E_0 \oplus E_1" S143 Q328
	Q2608535 P2534 "\phi_a(z) =\frac{z-a}{1 - \bar{a}z}, " S143 Q328
	Q2020318 P2534 "\text{Cl}^-\big(4M\big) \big\| \text{Hg}_2\text{Cl}_2 \big(\text{s}\big) \big\| \text{Hg}\big(\text{l}\big) \big\| \text{Pt}" S143 Q328
	Q8083981 P2534 "0 \to Q^\epsilon(M) \to B(M) \stackrel{1-\epsilon T}{\longrightarrow} B(M) \to Q_\epsilon(M) \to 0 " S143 Q328
	Q294643 P2534 "a = 2 \arctan \left( \frac {D/2} {f} \right) = 2 \arctan \left( \frac {D} {2f} \right)" S143 Q328
	Q7935676 P2534 " F(x,u,Du,D^2 u) = 0 " S143 Q328
	Q5018293 P2534 "\omega+dd'\phi" S143 Q328
	Q7905872 P2534 " \operatorname{chord} \theta = 120 \, \sin\left(\frac{\theta^\circ}{2}\right) = 60 \cdot \left( 2 \, \sin\left(\frac{\pi\theta}{360} \text{ radians} \right) \right)." S143 Q328
	Q1965585 P2534 "S_{2m+1}=\frac{\left(1 + \sqrt{2}\right)^{2m+1} + \left(1 - \sqrt{2}\right)^{2m+1}}{2}." S143 Q328
	Q17008552 P2534 "G = \oplus_i C_{p^{e_i}} \ " S143 Q328
	Q1088747 P2534 " \mu_n = \operatorname{E} \left[ ( X - \operatorname{E}[X] )^n \right] = \int_{-\infty}^{+\infty} (x - \mu)^n f(x)\,\mathrm{d} x. <ref name="ProbRand">{{cite book \| title=Probability and Random Processes \| publisher=Oxford University Press \|author1=Grimmett, Geoffrey \|author2=Stirzaker, David \| year=2009 \| location=Oxford, England \| isbn=978 0 19 857222 0}}</ref>" S143 Q328
	Q4350572 P2534 "\alpha(s) \equiv \sup \left\{\,\|P(A \cap B) - P(A)P(B)\| -\infty < t < \infty, A\in X_{-\infty}^{t}, B\in X_{t+s}^\infty \,\right\}. " S143 Q328
	Q1816932 P2534 "C_R = \{R e^{i \theta} \mid \theta \in [0, \pi]\}" S143 Q328
	Q7662148 P2534 " x^{\prime} = F(x) + \alpha(y-x)" S143 Q328
	Q4923900 P2534 "p_{t+1}(\hat{x}) = \sum_{x} p(x)p_t(\hat{x}\|x)" S143 Q328
	Q2572354 P2534 " \frac{dS}{dt} = - \frac{\beta I S}{N} ," S143 Q328
	Q6142056 P2534 "H_N = \frac{1}{\sqrt 2} \begin{pmatrix} H_{N-1} & H_{N-1} \\ H_{N-1} & -H_{N-1} \end{pmatrix}. " S143 Q328Q7632041 P2534 "\|L_1(x)\cdots L_n(x)\|<\|x\|^{-\epsilon}" S143 Q328
	Q646427 P2534 "<math style="margin-bottom1em">E=CS^r" S143 Q328
	Q1570576 P2534 "\mathrm{^{238}_{\ 92}U + \,^{1}_{0}n \;\rightarrow\; ^{239}_{\ 92}U \;\rightarrow\; ^{239}_{\ 93}Np + \beta \;\rightarrow\; ^{239}_{\ 94}Pu + \beta}" S143 Q328
	Q3825524 P2534 "\pi\int_a^b [R(x)]^2\ \mathrm{d}x" S143 Q328
	Q25210932 P2534 " (2x+y)(x+y)^{n-1}" S143 Q328
	Q5502874 P2534 "f_{os} = f_{ch} + \frac{f_L\cdot p}{12}" S143 Q328
	Q6888417 P2534 " P(t) = \big(P_{ij}(t)\big) where each individual entry, P_{ij}(t)\ refers to the probability that state E_i\ will change to state E_j\ in time t\ ." S143 Q328
	Q80793 P2534 "\omega=360\sin\varphi\ ^\circ/\mathrm{day}" S143 Q328
	Q17104971 P2534 "I_N=(I-\text{Min})\frac{\text{newMax}-\text{newMin}}{\text{Max}-\text{Min}}+\text{newMin}" S143 Q328
	Q3711848 P2534 "\frac{1}{q} = \frac{1}{p}-\frac{k-\ell}{n}," S143 Q328
	Q6897882 P2534 " (\forall x\,D(x)\Rightarrow M(x))\land \neg(\exists y\,M(y)\land B(y)) \Rightarrow \neg(\exists z\,D(z)\land B(z))" S143 Q328Q4352773 P2534 "P[M=m] = \binom{N+m}{m}\left(\frac{1}{2}\right)^{N+1+m}." S143 Q328
	Q1225894 P2534 "\frac{2 f_H}{n} \le f_s \le \frac{2 f_L}{n - 1}, for any integer ''n'' satisfying 1 \le n \le \left\lfloor \frac{f_H}{f_H-f_L} \right\rfloor" S143 Q328
	Q677568 P2534 "\ln(1+x)=x-\frac{x^2}{2}+\frac{x^3}{3}-\frac{x^4}{4}+\cdots" S143 Q328
	Q193147 P2534 "\tau_c \Delta f \lesssim 1." S143 Q328
	Q8058560 P2534 "P_\lambda=\{ g\in S_n g \text{ preserves each row of } \lambda \}" S143 Q328
	Q6578855 P2534 "P_i=\sum \alpha_{ij}H_j + \sum \beta_{ijk}H_jH_k+\ldots" S143 Q328
	Q367866 P2534 "\operatorname{Var}(X) = \operatorname{E}(X^2) - [\operatorname{E}(X)]^2 ." S143 Q328
	Q714750 P2534 "\operatorname{BHN}=\frac{2P}{\pi D \left(D-\sqrt{D^2-d^2}\right)}" S143 Q328
	Q903835 P2534 " \langle x \rangle = \int_{-\infty}^{+\infty} x \|\psi\|^2 dx = \int_{-\infty}^{+\infty} \psi^* x \psi dx " S143 Q328
	Q6484331 P2534 "2r(X)+r^\prime(\sqrt{X})" S143 Q328
	Q6543926 P2534 " r^2 = \ell^2 + (r-s)^2." S143 Q328
	Q4810025 P2534 "f(z) = \frac{1}{\Gamma(z)}," S143 Q328
	Q17133279 P2534 " T_n= (n-1)!. \," S143 Q328
	Q7606740 P2534 " x \cdot y = L_1(x)y + L_2(y)x - L_1(x) L_2(y) e. " S143 Q328
	Q2132775 P2534 "R_n(\xi,x)\equiv \mathrm{cd}\left(n\frac{K(1/L_n)}{K(1/\xi)}\,\mathrm{cd}^{-1}(x,1/\xi),1/L_n\right)" S143 Q328
	Q898426 P2534 "A=\log_{10}(I_0/I)=\varepsilon c L," S143 Q328
	Q6716996 P2534 "\frac{\partial}{\partial x} \left[ K_{xx} \frac{\partial h}{\partial x} \right] + \frac{\partial}{\partial y} \left[ K_{yy} \frac{\partial h}{\partial y} \right] + \frac{\partial}{\partial z} \left[ K_{zz} \frac{\partial h}{\partial z} \right] + W = S_{S} \frac{\partial h}{\partial t}" S143 Q328
	Q307557 P2534 " F/E,F^{\#}/E \in H_2(\mathbb{C}^+)" S143 Q328
	Q7208505 P2534 " \pi_{ij} = \pi_{i} \times \pi_{j}.\, " S143 Q328
	Q3258358 P2534 " P( X \le \omega ) = \Phi\left( \frac{ \omega - n \mu }{ \sigma \sqrt{ n } } \right)" S143 Q328
	Q5349904 P2534 " X = f_1({\bold x})\,\frac{\partial}{\partial x_1} + \cdots + f_n({\bold x})\,\frac{\partial}{\partial x_n} . " S143 Q328
	Q845671 P2534 "l = \sqrt{ d^2 + {r_1}^2 + {r_2}^2 - 2 \, r_1 r_2 \cos(a)} - r_3" S143 Q328
	Q172623 P2534 "b = \frac{n_\mathrm{solute}}{m_\mathrm{solvent}}" S143 Q328
	Q6343309 P2534 "\mathrm{\ 2 NbF_4 \rightarrow NbF_5 + NbF_3}(at 350 °C)<ref>{{Cite book \| author = 张青莲 \| title = 无机化学丛书 \| location =Beijing \| publisher =Science Press \| year =1981 \| pages = 323 \|ISBN = 7-03-002238-6}}</ref>" S143 Q328
	Q1012683 P2534 "e^+ e^- \rightarrow e^+ e^-" S143 Q328
	Q2919401 P2534 "\|x\|_{\ast} = \|x\|^{c} \text{ for all } x \in \mathbf{K}." S143 Q328
	Q3235963 P2534 "\frac{\mbox{total} \; \mbox{votes}}{\mbox{total} \; \mbox{seats}+2}" S143 Q328
	Q4677851 P2534 "\,v = {(1+i)}^{-1}\approx 1-i+i^2" S143 Q328
	Q641661 P2534 "x\frac{\partial f}{\partial x}(p, q, r)+y\frac{\partial f}{\partial y}(p, q, r)+z\frac{\partial f}{\partial z}(p, q, r)=0." S143 Q328
	Q1375989 P2534 "\Lambda(x)=\frac{ L(x \mid \theta _0)}{ L (x\mid\theta _1)} \leq \eta" S143 Q328
	Q6060383 P2534 " V_R^\circ = \frac{j}{m} F(t_R - t_o) \frac{T}{273.15} " S143 Q328
	Q7913434 P2534 " \delta_p(ab) = \delta_p (a)b^p + a^p\delta_p (b) + p\delta_p (a)\delta_p (b) " S143 Q328
	Q647547 P2534 " S_k = \frac{\displaystyle \sum_{ 1\leq i_1 < \cdots < i_k \leq n}a_{i_1} a_{i_2} \cdots a_{i_k}}{\displaystyle {n \choose k}}." S143 Q328
	Q5535480 P2534 "(\exists x)\mathcal{F}x \mathcal{F}a ," S143 Q328
	Q996437 P2534 " P( \mathrm{unknot} ) = 1,\," S143 Q328
	Q5141397 P2534 "(n,q,\pi,G)\," S143 Q328
	Q17004137 P2534 " (1) \ \Delta B_i = p_{ij} a_j, \," S143 Q328
	Q3492011 P2534 "\operatorname{Fit}(G) = \bigcap \{ C_G(H/K) H/K \text{ a chief factor of } G \}." S143 Q328
	Q795838 P2534 " \frac{1}{v \left [ \left ( {p_0}/{p} \right ) -1 \right ]} = \frac{c-1}{v_\mathrm{m} c} \left ( \frac{p}{p_0} \right ) + \frac{1}{v_m c}, \qquad (1)" S143 Q328
	Q247276 P2534 " \nu_1 = \nu_2 \left(1+\frac{GM}{r c^2}\right). " S143 Q328
	Q831390 P2534 "\psi(t)=2\,\operatorname{sinc}(2t)-\,\operatorname{sinc}(t)=\frac{\sin(2\pi t)-\sin(\pi t)}{\pi t}" S143 Q328
	Q1197114 P2534 "x_{n+1}=x_n-\frac{f(x_n)}{f'(x_n)}=x_n-\frac{x_n^2-S}{2x_n}=\frac{1}{2}\left(x_n+\frac{S}{x_n}\right)" S143 Q328
	Q1972504 P2534 " \frac{\partial \rho \mathbf{U}}{\partial t} + \nabla \cdot\phi\mathbf{U} - \nabla \cdot\mu\nabla\mathbf{U} = - \nabla p " S143 Q328
	Q2797953 P2534 "\vec{x}(i)\approx \vec{x}(j),\," S143 Q328
	Q7371608 P2534 "L(q_1,q_2,\ldots,\dot{q}_1,\dot{q}_2,\ldots,t)\,, \quad \dot{q}_i = \frac{d q_i}{dt} \,, " S143 Q328
	Q6721779 P2534 "\frac{\cos x + 1 + \sin x}{\cos x + 1 - \sin x}= \frac{1+\sin x}{\cos x} —[[UserKeenan Pepper\|Keenan Pepper]] 0604, 6 February 2008 (UTC)" S143 Q328
	Q206816 P2534 "a_0 + \cfrac{b_1}{a_1 + \cfrac{b_2}{a_2 + \cfrac{b_3}{a_3 + {_\ddots} }}}" S143 Q328
	Q172937 P2534 "\chi=V-E+F.\ " S143 Q328
	Q7443885 P2534 " +_T(E\times E)\to TE, \qquad \lambda_TE\to TE " S143 Q328
	Q134574 P2534 " P = \frac{\Delta p Q}{\eta}" S143 Q328
	Q917713 P2534 " \operatorname{CNOT} = \begin{bmatrix} 1 & 0 & 0 & 0 \\ 0 & 1 & 0 & 0 \\ 0 & 0 & 0 & 1 \\ 0 & 0 & 1 & 0 \end{bmatrix}." S143 Q328
	Q5511111 P2534 "\underset{C} {\operatorname{arg\,min}} \sum_{i=1}^{n} \sum_{j=1}^{c} w_{ij}^m \left\\|\mathbf{x}_i - \mathbf{c}_j \right\\|^2," S143 Q328
	Q848955 P2534 "W_{v}(s + 1) = W_{v}(s) + \theta(u, v, s) \cdot \alpha(s) \cdot (D(t) - W_{v}(s))," S143 Q328
	Q6822560 P2534 " E_B = \frac{1}{2}[\bar{E_V} + \bar{E_C}] " S143 Q328
	Q182333 P2534 "PV = nRT = m R_{\rm specific} T \,\!" S143 Q328
	Q6579646 P2534 "\mathrm{Problem/Theme \longrightarrow Complication \longrightarrow Resolution}" S143 Q328
	Q3258320 P2534 " p(k) = - \log_2 \left( 1 - \frac{1}{(1+k)^2}\right)~." S143 Q328
	Q1771501 P2534 "\beth_{0} = \aleph_0," S143 Q328
	Q786970 P2534 "Z^{m}_n(\rho,\phi) = R^m_n(\rho)\,\cos(m\,\phi) \!" S143 Q328
	Q207476 P2534 "f'(z_0) = \lim_{z \to z_0} {f(z) - f(z_0) \over z - z_0 }. " S143 Q328
	Q5268149 P2534 "S\ = \gamma_\text{gw} - \gamma_\text{go} - \gamma_\text{ow}" S143 Q328
	Q1244426 P2534 " \psi_1(z) = \frac{d^2}{dz^2} \ln\Gamma(z)." S143 Q328
	Q1756942 P2534 "g\colon \mathbb{Z} \to \mathbb{Z}" S143 Q328
	Q2466686 P2534 " I_i = \partial{S}/\partial{E_i}." S143 Q328
	Q1699996 P2534 " L_\Delta = \frac{\text{d}E_\Delta} {\text{d}x}," S143 Q328
	Q610286 P2534 "FV = PV(1+rt)" S143 Q328
	Q3093305 P2534 "\Delta P = \frac {8} {\pi^2} \rho fL \frac {Q^2} {d^5} \,," S143 Q328
	Q225888 P2534 " E = \lambda h " S143 Q328
	Q766522 P2534 "f\left((a+b\sqrt{2})+(c+d\sqrt{2})\sqrt{3}\right)=(a-b\sqrt{2})+(c-d\sqrt{2})\sqrt{3}=a-b\sqrt{2}+c\sqrt{3}-d\sqrt{6}," S143 Q328
	Q2651 P2534 " \sum -\log_2(p_i) = -\log_2(0.6) - \log_2(0.1) - \log_2(0.1) = 7.381 \text{ bits}" S143 Q328
	Q7496257 P2534 " f(x;b,\eta) = b e^{-bx} e^{-\eta e^{-bx}}\left[1 + \eta\left(1 - e^{-bx}\right)\right] \text{ for }x \geq 0. \," S143 Q328
	Q2499617 P2534 " \phi = {p_{H_2O} \over p^*_{H_2O}} " S143 Q328
	Q7683664 P2534 " R \geq 1 - (1 - r)m \, " S143 Q328
	Q17104460 P2534 "\tau_\text{N} = \tau_0 \exp \left(\frac{K V}{k_\text{B} T}\right)," S143 Q328
	Q4999467 P2534 "\mathbf{W}^i = [T_i]\mathbf{w} = [A_i]\mathbf{w}+\mathbf{d}_i,\quad i=1,\ldots, 5." S143 Q328
	Q6401692 P2534 "f(x) = \int_a^x g(t)\,dt" S143 Q328
	Q5695167 P2534 " \mu = {m_1m_2 \over m_1+m_2} " S143 Q328
	Q6860230 P2534 "X^\alpha _0 = \{0\};\ \ X^\alpha_{n+1} = \bigcup_\gamma X^{\beta_{\gamma+1}}_n\setminus \beta_\gamma" S143 Q328
	Q74304 P2534 "S=\sum_{i=1}^{n}{r_i}^2" S143 Q328
	Q1153441 P2534 "\lambda(\phi^*\phi - v^2)^2 ~, " S143 Q328
	Q28784 P2534 "p = p^{\star}_{\rm A} x_{\rm A} + p^{\star}_{\rm B} x_{\rm B} + \cdots, where" S143 Q328
	Q7918050 P2534 "\sum_{j=1}^m d_j = 2g - 2." S143 Q328
	Q3924936 P2534 "\Pr(X = x) = \prod_i \Pr(X_i = x_i\|X_j = x_j\ \mathrm{for\ all\ } j\ \mathrm{for\ which}\ \lbrace X_i,X_j \rbrace \in E)." S143 Q328
	Q7322957 P2534 "l_a l^a = n_a n^a = m_a m^a = \bar{m}_a \bar{m}^a=0\,," S143 Q328
	Q2497134 P2534 "P(S \rightarrow S'\|E)>P(S \rightarrow S') " S143 Q328
	Q184207 P2534 "\frac{c}{a} - 1 = -(120 \pm 5) \times 10^{-4}" S143 Q328
	Q853067 P2534 "x^2-ny^2=1\," S143 Q328
	Q7140385 P2534 " X_0 \cap X_1" S143 Q328
	Q674202 P2534 "\boldsymbol{\nabla} \cdot \mathbb{P} + \mathbf{f} = 0" S143 Q328
	Q3932934 P2534 " \eta = \frac{ work\ done } {heat\ absorbed} = \frac{ Q1-Q2 }{ Q1}" S143 Q328
	Q2943151 P2534 "\scriptstyle{\scriptstyle{\rm cost}}\approx \Big(\big(\frac{r}{1-(1+r)^{-N}} +r_{\rm PT}\big)" S143 Q328
	Q891058 P2534 "(3^k + 1)/(2^k - 1)\le [1.5^k] + 1" S143 Q328
	Q2596534 P2534 "P_r(\theta) = \sum_{n=-\infty}^\infty r^{\|n\|}e^{in\theta} = \frac{1-r^2}{1-2r\cos\theta +r^2} = \operatorname{Re}\left(\frac{1+re^{i\theta}}{1-re^{i\theta}}\right), \ \ \ 0 \le r < 1." S143 Q328
	Q7289549 P2534 "G_{-1} = G \supset G_0 \supset G_1 \supset \dots \{*\}." S143 Q328
	Q2713824 P2534 " d_{Y}(f(x),f(y)) \leq d_{X}(x,y) . \! " S143 Q328Q2945388 P2534 "F=M\frac{dV}{dt}," S143 Q328
	Q1455602 P2534 "V_\lambda(x,y,z) be the elliptic curve x^3+y^3+z^3 - \lambda xyz=0 \;." S143 Q328
	Q794269 P2534 " \text{Fold Equity}\, = \text{likelihood that opponent folds } * \text{ gain in equity if opponent(s) fold}" S143 Q328
	Q4923690 P2534 "\operatorname{gr}_I R = \oplus_{n=0}^\infty I^n/I^{n+1}." S143 Q328
	Q11425899 P2534 " \oplus _k M_{n_k}," S143 Q328
	Q7553296 P2534 " \text{S.A.R.} = \frac{{Na^{+}}}{\sqrt{\tfrac{1}{2}({Ca^{2+}+Mg^{2+}})}} " S143 Q328
	Q1462550 P2534 " N_\mathrm{p} = \frac{P}{\rho n^{3} D^{5}} " S143 Q328
	Q37312 P2534 "W = \frac{Rv + Cm}{v+m} " S143 Q328
	Q7443864 P2534 " \lambda_j = -\frac{j^2 \pi^2}{L^2}" S143 Q328
	Q1135984 P2534 " \mathrm{octaves} = \log_2\left(\frac{f_2}{f_1}\right)" S143 Q328
	Q1373849 P2534 "A_{n}(t) = \sum_{m=0}^{n} A(n,m)\ t^{m}." S143 Q328
	Q7378606 P2534 "f_{\text{r}} = A_{\text{r}}/A_{\text{g}}" S143 Q328
	Q16978097 P2534 "E =- \frac{N_AMz^+z^- e^2 }{4 \pi \epsilon_0 r_0}\left(1-\frac{\rho}{r_0}\right)" S143 Q328
	Q3690029 P2534 "ds^2=-dt^2+\delta_{ij}dx^i dx^j," S143 Q328
	Q4771253 P2534 " AF = \frac EV" S143 Q328
	Q878825 P2534 " \mathbf{C}_n^\left [ \frac{n}{2} \right ] \equiv \frac{n!}{\left(n-\left [ \frac{n}{2} \right ]\right)! \left [ \frac{n}{2} \right ]!}.<ref>{{cite web\|author=Alex Bolenok\|date=2009-05-09\|title=Creating indexes\|url=http//explainextended.com/2009/05/09/creating-indexes/}}</ref><ref>{{cite web\|author=Egor Timoshenko\|title=On minimal collections of indexes\|url=http//explainextended.com/files/index-en.pdf }}</ref>" S143 Q328
	Q580101 P2534 " f(x) = \int_a^b K(x,t)\,\varphi(t)\,dt. " S143 Q328Q1060530 P2534 "C_P = C_{P, el}+C_{P, ph} = \gamma T + \beta T^3 \ " S143 Q328
	Q17078689 P2534 "\mathbf{i} = (1,0,0)," S143 Q328
	Q3554820 P2534 "\phi_{\alpha\beta} = \phi_\alpha \circ \phi_\beta^{-1}\|_{\phi_\beta(U_\beta\cap U_\alpha)} is smooth for all pairs of indices &alpha;, &beta;." S143 Q328
	Q5572140 P2534 " \min\left(\lceil M/2\rceil+N, M+\lceil N/2\rceil\right) " S143 Q328
	Q13634063 P2534 " \frac{4^n}{2n} \le \binom{2n}{n}.\ " S143 Q328
	Q6268406 P2534 " z=\gamma+\delta \sinh^{-1} \left(\frac{x-\xi}{\lambda}\right)" S143 Q328
	Q77313 P2534 " \frac{1}{1-x} = 1 + x + x^2 + \cdots " S143 Q328
	Q190899 P2534 "n^3 - (n-1)^3 = 3n(n-1)+1.\," S143 Q328
	Q4455091 P2534 "i\frac{\partial}{\partial t} \rho (x, p) = \hat{L} \rho(x, p)" S143 Q328
	Q7269450 P2534 " \phi \hat{\mathbf Z} \to \operatorname{Gal}(K_s/K)," S143 Q328
	Q1003225 P2534 "(X, \mathcal{B}, \mu, T)" S143 Q328
	Q1364899 P2534 "{\color{Blue}BCT} = 5.876 \times {\color{Red}ECT} \times \sqrt{U \times d}" S143 Q328
	Q7140510 P2534 "c = \frac{r P}{1-(1+r)^{-N}} = \frac {rP(1+r)^N}{(1+r)^N-1}." S143 Q328
	Q2835831 P2534 "h[m] \rightarrow [0,2^{L}-1]" S143 Q328
	Q6852339 P2534 "A^A=AA^" S143 Q328
	Q33680 P2534 " \text{angle in degrees} = \text{angle in radians} \cdot \frac {180^\circ} {\pi}" S143 Q328
	Q7556707 P2534 "C=h \, " S143 Q328
	Q3058244 P2534 " G^\sigma=\{ g\in G \sigma(g) = g\}." S143 Q328
	Q5156510 P2534 "\gamma V^{2/3} = k(T_c - T)\," S143 Q328
	Q2396808 P2534 "x^2+y^2+z^2=4a^2 \, " S143 Q328
	Q1051979 P2534 "\rho(x,y) = \tfrac{m}{2\pi ab}\, e^{-((x/a)^2+(y/b)^2)/2}\,," S143 Q328
	Q1095795 P2534 "353^4=30^4+120^4+272^4+315^4." S143 Q328
	Q6792079 P2534 "V = \frac {\pi h}{6} (3r_1^2 + 3r_2^2 + h^2) \," S143 Q328
	Q2623611 P2534 "m(f) = \sum_{\Lambda}{1\over\|\operatorname{Aut}(\Lambda)\|}" S143 Q328
	Q7269103 P2534 " Q = \oint\limits_{\text{cycle}} I \, dt = -\oint (G^{31} \, dX_1 + G^{32} \, dX_2)" S143 Q328
	Q175376 P2534 "d_{abs} = d \cdot \tau" S143 Q328
	Q6825699 P2534 "\mbox{mex}(\emptyset) = 0" S143 Q328
	Q5156567 P2534 " \frac{1}{q(z)} = \frac{1}{R(z)} - \frac{i\lambda_0}{\pi n w(z)^2} ." S143 Q328
	Q3859850 P2534 "\frac {B^{1/3} \cdot \textrm{Size}}{ \textrm{Productivity} } = \textrm{Effort}^{1/3} \cdot \textrm{Time}^{4/3}" S143 Q328
	Q7877856 P2534 "j=\frac{g_2^3}{g_2^3-27g_3^2}" S143 Q328
	Q25220260 P2534 " \omega \to \tan (k \omega) " S143 Q328
	Q1970240 P2534 "\ p_x(i) = p(x=i) = \frac{n_i}{n},\quad 0 \le i < L " S143 Q328
	Q115089 P2534 " \lim_{x \to c} \frac{f(x)}{g(x)}. \! " S143 Q328
	Q5018296 P2534 " t\in {\Bbb C}, \ (x,y)\in {\Bbb C}^n\backslash 0 \times {\Bbb C}^m\backslash 0\ \ \|\ \ t(x,y)= (e^tx, e^{\alpha t}y)" S143 Q328
	Q7135015 P2534 " p = \min \left( 1, \frac{ \exp \left( -\frac{E_j}{kT_i} - \frac{E_i}{kT_j} \right) }{ \exp \left( -\frac{E_i}{kT_i} - \frac{E_j}{kT_j} \right) } \right) = \min \left( 1, e^{(E_i - E_j) \left( \frac{1}{kT_i} - \frac{1}{kT_j} \right)} \right) ," S143 Q328
	Q338047 P2534 "L(G) = \{ w\in\Sigma^{} S\stackrel{}{\Rightarrow} w\}" S143 Q328
	Q11432 P2534 "PV=nRT," S143 Q328
	Q1445544 P2534 "F = \int_{0}^\infty \frac{1}{\Gamma(x)}\, \mathrm{d}x." S143 Q328
	Q202805 P2534 " \binom nk = \frac{n(n-1)\dotsb(n-k+1)}{k(k-1)\dotsb1}," S143 Q328
	Q159375 P2534 " 2,\ 4,\ 4,\ 4,\ 5,\ 5,\ 7,\ 9." S143 Q328
	Q843812 P2534 " (\vdash p)\rightarrow(x \pmod 2 \equiv 0)" S143 Q328
	Q1539564 P2534 "E(x)=E_0 \exp{(-\frac{x}{R_0})}" S143 Q328
	Q3853702 P2534 "f^* = \sup_{N\geq 1} \frac{1}{N} \sum_{i=0}^{N-1} f \circ T^i. " S143 Q328
	Q586686 P2534 "\text{base} \times \text{height} = \pi r^2 \cdot r = \pi r^3" S143 Q328
	Q1763371 P2534 "n=4.661792232d_n^{-3}" S143 Q328
	Q866818 P2534 " \frac{ r }{ m } - \ln( m ) - 1.24 = 0 ." S143 Q328Q7999144 P2534 "\int_0^\infty A(x) e^{-xs}\,dx" S143 Q328
	Q3267775 P2534 "\tan(x) = \cfrac{x}{1 - \cfrac{x^2}{3 - \cfrac{x^2}{5 - \cfrac{x^2}{7 - {}\ddots}}}}." S143 Q328
	Q5156571 P2534 "E^(\mathbf{CP}^\infty) = E^(\text{point})[[x]]" S143 Q328
	Q1126412 P2534 " f(\lambda x + (1 - \lambda)y)\leq\max\big\{f(x),f(y)\big\}." S143 Q328
	Q587607 P2534 "H^{HO} \psi_{n}(x) = \bigg(\frac{-\hbar^{2}}{2m}\frac{d^{2}}{dx^{2}}+\frac{m \omega^{2}}{2}x^{2}\bigg) \psi_{n}(x) = E_{n}^{HO} \psi_{n}(x)," S143 Q328
	Q1211071 P2534 "\{ x \in S \mid x \sim a \}" S143 Q328
	Q16246307 P2534 "\frac{dU}{dt}=-U-u+2\,,\quad \frac{du}{dt}=100(U^3-u)." S143 Q328
	Q6672024 P2534 "\rho(k) \sim k^{-\alpha}" S143 Q328
	Q7524277 P2534 "w=-3N\langle x-0 \rangle^{-1}\ +\ 6Nm^{-1}\langle x-2m \rangle^0\ -\ 9N\langle x-4m\rangle^{-1}\," S143 Q328
	Q6901742 P2534 "1,x,x^2,x^3, \ldots" S143 Q328
	Q576722 P2534 "\mathbb{P}(y \mbox{ sent} \mid x \mbox{ received})" S143 Q328
	Q7066659 P2534 "\sum_{e \in \delta^+(v)} \varphi(e) = \sum_{e \in \delta^-(v)} \varphi(e)," S143 Q328
	Q6095356 P2534 "\mathbb{E} \left[ \left( \int_0^T X_t \, \mathrm{d} W_t \right)^2 \right] = \mathbb{E} \left[ \int_0^T X_t^2 \, \mathrm{d} t \right]," S143 Q328
	Q1188332 P2534 "\psi_{\bold{k}}(\bold{r}) = \frac{1}{\sqrt{\Omega_r}} e^{i\bold{k}\cdot\bold{r}}" S143 Q328
	Q5157054 P2534 "\mathrm{C}(f)= \{\varphi_i \in \mathbf{R}^{(1)} \| (\forall^\infty x) \, \Phi_i (x) \leq f(x) \}." S143 Q328
	Q5419724 P2534 "\mathbb P \left\{ \sup_{t \in T} f(t) \geq u \right\}." S143 Q328
	Q5583136 P2534 "O\sum_k c_k(0) \exp(-i e_k t/\hbar)\,\|e_k\rangle=q_j\sum_k c_k(0) \exp(-i e_k t/\hbar)\,\|e_k\rangle" S143 Q328
	Q188804 P2534 "6x^3y^2 + 8x^4y^3 - 10x^5y^3 = (2x^3y^2)(3) + (2x^3y^2)(4xy) + (2x^3y^2)(-5x^2y) = (2x^3y^2)(3 + 4xy -5x^2y)." S143 Q328
	Q7071295 P2534 "\int_a^b h (x) \;\mathrm d x \approx \sum_{k=1}^n w_k h (x_k)" S143 Q328
	Q849425 P2534 " A_y = 2 \pi \int_a^b x(t) \, \sqrt{\left({dx \over dt}\right)^2 + \left({dy \over dt}\right)^2} \, dt, " S143 Q328
	Q5477526 P2534 "v =\sqrt{1-\cos^2(\alpha)-\cos^2(\beta)-\cos^2(\gamma)+2\cos(\alpha)\cos(\beta)\cos(\gamma)}" S143 Q328
	Q5157574 P2534 "\mathbf{x} = \mathbf{x} (u, v)," S143 Q328
	Q4846249 P2534 "O\left(\exp\sqrt[3]{\frac{64}{9} b (\log b)^2}\right)." S143 Q328
	Q7259688 P2534 " \omega_{L} = -\gamma B_{0} " S143 Q328
	Q4952021 P2534 " E = E^0 + s \log \{H^+\}" S143 Q328
	Q1056998 P2534 " \|I(t) - I(0)\| < \varepsilon^{1/(2n)} " S143 Q328
	Q7233208 P2534 "AB + BC \bumpeq AC ." S143 Q328
	Q860615 P2534 "\nabla^2 A + k^2 A = 0" S143 Q328
	Q7250023 P2534 " R_{abmn;l} + R_{ablm;n} + R_{abnl;m} = 0\,\!.<!-- The symbols \,\! exist to force PNG rendering; do not remove them. -->" S143 Q328
	Q1321084 P2534 "\mathbf{E}(\mathbf{r}, t) = \frac{1}{4 \pi \epsilon_0} \int \left[ \left(\frac{\rho(\mathbf{r}', t_r)}{\|\mathbf{r}-\mathbf{r}'\|^3} + \frac{1}{\|\mathbf{r}-\mathbf{r}'\|^2 c}\frac{\partial \rho(\mathbf{r}', t_r)}{\partial t}\right)(\mathbf{r}-\mathbf{r}') - \frac{1}{\|\mathbf{r}-\mathbf{r}'\| c^2}\frac{\partial \mathbf{J}(\mathbf{r}', t_r)}{\partial t} \right] \mathrm{d}^3 \mathbf{r}'" S143 Q328
	Q1209546 P2534 "\lim f(a_{\alpha}) = f (\lim a_{\alpha})" S143 Q328
	Q165618 P2534 "I = \frac{L}{ \omega}." S143 Q328
	Q18350298 P2534 " [T_i , T_j] = i f^{ijk} T^k" S143 Q328
	Q1966978 P2534 " \varphi_n(t) = \operatorname{E}\, e^{itX_n} \quad \forall t\in\mathbb{R},\ \forall n\in\mathbb{N}," S143 Q328
	Q250913 P2534 "V=(\frac{\sqrt{3}}{2})a^3\approx0.866025...a^3" S143 Q328
	Q466758 P2534 "\beth_0=\aleph_0" S143 Q328
	Q124255 P2534 "Ax^2 + Bxy + Cy^2 +Dx + Ey + F = 0, " S143 Q328
	Q1048447 P2534 "\varphi(144)=\varphi(2<sup>4</sup>)\varphi(3<sup>2</sup>) = 8 · 6 = 48" S143 Q328
	Q819137 P2534 "\sum_{i \ne n + 2}^{2n} 2^{i - 1}." S143 Q328
	Q1518456 P2534 "F(x,y) = \min(x,y) + 2\cdot\sgn(y-x)" S143 Q328
	Q6964725 P2534 "f_{a}(x) = g^{a_{1}^{x_{1}} a_{2}^{x_{2}}...a_{n}^{x_{n}}} \in \mathbb F_p " S143 Q328
	Q6418927 P2534 "\mathbf{u}\left(\mathbf{x}, t\right)" S143 Q328
	Q777879 P2534 " v = \sum_{n=0}^\infty \alpha_n b_n," S143 Q328
	Q466686 P2534 "P(\Omega_i) = \int_{\Omega_v}\gamma(\Omega_i, \Omega_v)\hat{n}\cdot d\hat{\Omega_v}" S143 Q328
	Q3045751 P2534 "r_s = \frac{2Gm}{c^2}" S143 Q328
	Q5695308 P2534 " H(S)=\left\lfloor\frac{7+\sqrt{49-24 e(S)}}{2}\right\rfloor " S143 Q328
	Q7300284 P2534 "r=-\frac {dC_\mathrm{A}}{dt}=k_2 C_\mathrm{AS}=k_2 \theta C_\mathrm{S} " S143 Q328
	Q11348 P2534 "f\colon X \rightarrow Y" S143 Q328
	Q7860911 P2534 "\frac{\mbox{total} \; \mbox{votes}}{\mbox{total} \; \mbox{seats}}" S143 Q328
	Q3866303 P2534 "\alpha=\frac{1}{\left(1-u^2/c^2\right)^{3/2}}\frac{du}{dt}," S143 Q328
	Q216715 P2534 "n=\frac{2\pi}{T} \quad \mbox{or} \quad n=\frac{360^\circ}{T}, " S143 Q328
	Q5637922 P2534 "\int_0^1\int_0^1 \frac{1-x}{1-xy}(-\log(xy))^s\,dx\,dy=\Gamma(s+2)\left(\zeta(s+2)-\frac{1}{s+1}\right)." S143 Q328
	Q1201087 P2534 "<math chem>\sum_i \alpha_i \ce A_i \ce{->} \sum_j \beta_j \ce B_j transforms into <math chem>\sum_j \beta_j \ce B_j \ce{->} \sum_i \alpha_i \ce A_i" S143 Q328
	Q6897111 P2534 "\left( x, x^2, x^3, \dots, x^d \right).<ref>{{harvtxt\|Matoušek\|2002}}, Definition 5.4.1, p. 97; {{harvtxt\|Matoušek\|2003}}, Definition 1.6.3, p. 17.</ref>" S143 Q328
	Q444931 P2534 "A_1 B_1 A_1^{-1} B_1^{-1}A_2 B_2 A_2^{-1} B_2^{-1}\cdots A_n B_n A_n^{-1} B_n^{-1} = 1" S143 Q328
	Q166211 P2534 " \{ F_t t \in T \}" S143 Q328
	Q3454804 P2534 " \epsilon_r\|\mu\|+ \mu_r \|\epsilon\| < 0," S143 Q328
	Q1527834 P2534 "H(\mathbf{R}_{ij}) = \frac{\mathbf{I}_i \cdot \mathbf{I}_j}{4} \frac{\left\| \Delta k_m k_m \right\|^2 m^*}{(2 \pi )^3 R_{ij}^4 \hbar^2} \left[ 2 k_m R_{ij} \cos( 2 k_m R_{ij} ) - \sin( 2 k_m R_{ij} ) \right], " S143 Q328
	Q1817177 P2534 "\mu(T)\,=\,\mu_0 \exp(-bT) " S143 Q328
	Q783800 P2534 "W = -e\phi - E_{\rm F}, " S143 Q328
	Q375175 P2534 "Z(V, s) = \exp\left(\sum_{m = 1}^\infty \frac{N_m}{m} (q^{-s})^m\right)" S143 Q328
	Q1345213 P2534 "H(X) = \lim_{n \to \infty} \frac{1}{n} H(X_1, X_2, \dots X_n)" S143 Q328
	Q1936199 P2534 "\sigma_y = \sigma_0 + {k_y \over \sqrt {d}}" S143 Q328
	Q644302 P2534 "\mathrm{Motivation} = \frac{\mbox{Expectancy × Value}}{\mbox{1 + Impulsiveness × Delay}}" S143 Q328
	Q3020291 P2534 "{n \choose r} = {n-1\choose r} + {n-1\choose r-1}" S143 Q328
	Q3299258 P2534 "X(t) = \left[ x^1(t),\ldots,x^n(t) \right].\," S143 Q328
	Q1928854 P2534 "T = 2 \pi \sqrt{ \frac {I}{\kappa} } \," S143 Q328
	Q3855654 P2534 " \phi(x) = B(x) + \eta (x)." S143 Q328
	Q7209101 P2534 " \operatorname{psin}(\bold{v}_1,\dots,\bold{v}_n) = \frac{\Omega}{\Pi}, " S143 Q328
	Q1783105 P2534 "\text{PT}^M = \text{T}^M /\! \sim \ \text{ where, for } \omega_i \in \text{T}^*_pM, \ \ \omega_1 \sim \omega_2 \ \iff \ \exists \ \lambda \neq 0 \ \ \omega_1 = \lambda\omega_2." S143 Q328
	Q7778426 P2534 "P(t) = e^{-t/(\gamma \tau)} \," S143 Q328
	Q1424533 P2534 "z = \frac{ U - m_U }{ \sigma_U }, \, " S143 Q328
	Q6033855 P2534 "\varepsilon_0\mu_0 = \dfrac{1}{c^2}\,." S143 Q328Q1266851 P2534 " d = {\sum_{t=2}^T (e_t - e_{t-1})^2 \over {\sum_{t=1}^T e_t^2}}," S143 Q328
	Q1587280 P2534 " \mathrm{Ha} = B L\sqrt{\frac{\sigma} {\mu}}" S143 Q328
	Q7918408 P2534 "VSP = v \times (a + g \times \sin{\phi} + \psi) + \zeta \times v^3{{sfn\|Zhai\|2007\|p=56–57}}" S143 Q328
	Q7631847 P2534 "\psi\circ\phi\colon G\to J, g \mapsto (\psi\circ\phi)(g)=\psi(\phi(g))" S143 Q328
	Q186819 P2534 "\mathrm{dB (SPL)}/\mathrm{V} = \mathrm{dB (SPL)}/\mathrm{mW} - 10 \cdot \log10{\frac{\mathrm{Impedance}}{1000}}" S143 Q328
	Q588247 P2534 "f(z)=(z-a)g(z)\," S143 Q328
	Q16928432 P2534 "e_A = i_A r_A + { {d \varphi_A} \over {dt}}" S143 Q328
	Q1474108 P2534 "U = \left\{ z \in H \left\| z \right\| > 1,\, \left\| \,\mbox{Re}(z) \,\right\| < \frac{1}{2} \right\}." S143 Q328
	Q5350507 P2534 "f\hat{\boldsymbol{z}}\times \boldsymbol{u}=-\nabla\phi+\frac{\partial \boldsymbol{\tau}}{\partial z}, (1)" S143 Q328
	Q5380924 P2534 " \Phi \pi_U(A)'' \rightarrow \pi(A)'' " S143 Q328
	Q546984 P2534 "g \, =\eta+h" S143 Q328
	Q6510488 P2534 "\frac{\partial u}{\partial t} -\alpha\left(\frac{\partial^2u}{\partial x^2}+\frac{\partial^2u}{\partial y^2}+\frac{\partial^2u}{\partial z^2}\right)=0" S143 Q328
	Q5968758 P2534 "\frac{(\mathrm{plyr\ PTS}-\mathrm{plyr\ FGA}+\mathrm{plyr\ REB}+\mathrm{ plyr\ AST}+\mathrm{plyr\ STL}+\mathrm{plyr\ BLK}-\mathrm{plyr\ PF}-\mathrm{plyr\ TO}+(\mathrm{team\ wins}\times10))\times250}{\mathrm{team\ PTS}-\mathrm{team\ FGA}+\mathrm{team\ REB}+\mathrm{team\ AST}+\mathrm{team\ STL}+\mathrm{team\ BLK}-\mathrm{team\ PF}-\mathrm{team\ TO}}" S143 Q328
	Q2088417 P2534 "v\otimes w - w\otimes v." S143 Q328
	Q17007293 P2534 "G_X(t)=M_X(\log(1+t))" S143 Q328
	Q200694 P2534 "P \to Q, P \vdash Q" S143 Q328
	Q490183 P2534 "E_\mathrm{sig} \cos(\omega_\mathrm{sig}t+\varphi)\," S143 Q328
	Q7631728 P2534 "N = \begin{bmatrix} A & B\\ 0 & C\end{bmatrix}" S143 Q328
	Q904453 P2534 "P(r,n)dr = 4 \pi r^2\left( \frac{2 n b^2 \pi}{3}\right)^{-\frac{3}{2}} \exp \left( \frac{-3r^2}{2nb^2} \right) dr \," S143 Q328
	Q7251495 P2534 " \Delta G = \Delta H - T \Delta S." S143 Q328
	Q424183 P2534 "A = \left(D_1 - D_2\right) \frac{1}{N}\sum_{n=1}^{N} G_n^2" S143 Q328
	Q485520 P2534 "\sum_{m=3}^{n/2} \frac{1}{\ln m} {1 \over \ln (n-m)} \approx \frac{n}{2 \ln^2 n}." S143 Q328
	Q432581 P2534 " z_i = \Phi^{-1}\left( \frac{i-a}{n+1-2a} \right), " S143 Q328
	Q3808900 P2534 "\mathit{TPR} = \mathit{TP} / P = \mathit{TP} / (\mathit{TP}+\mathit{FN})" S143 Q328
	Q516369 P2534 " m(A,Z) = Z m_p + N m_n - a_{V} A + a_{S} A^{2/3} + a_{C} \frac{Z^2}{A^{1/3}} + a_{A} \frac{(N - Z)^{2}}{A} - \delta(A,Z)" S143 Q328
	Q1460626 P2534 "\mbox{RAROC} = {\mbox{Expected return} \over \mbox{Economic capital}} <ref name="pstat.ucsb.edu">[http//www.pstat.ucsb.edu/research/papers/report10_2004%5B1%5D.pdf Quantifying Risk in the Electricity Business A RAROC-based Approach]</ref> or \mbox{RAROC} = {\mbox{Expected return} \over \mbox{Value at risk}}<ref name="pstat.ucsb.edu"/> " S143 Q328
	Q6803609 P2534 "\mathrm{MAE} = \frac{1}{n}\sum_{i=1}^n \left\| f_i-y_i\right\| =\frac{1}{n}\sum_{i=1}^n \left\| e_i \right\|." S143 Q328
	Q158688 P2534 "T=\tfrac{1}{2}ab" S143 Q328
	Q5610731 P2534 " \left\| \sum_{i,j} a_{ij} s_i t_j \right\|\le 1" S143 Q328
	Q6488254 P2534 "\Delta P = \alpha\left(\frac{1}{r_t}+\frac{1}{r_b}\right)" S143 Q328
	Q6667307 P2534 "1+\frac{1}{2}+\frac{1}{3}+\frac{1}{4}+\frac{1}{5}+\cdots" S143 Q328
	Q1280083 P2534 " \frac{1}{K} \, d_T(g,h) \le d_S(g,h) \le K \, d_T(g,h) ." S143 Q328
	Q2699958 P2534 "f(x) = f(0) + f'(0)\cdot x + f''(0)\cdot \frac{x^2}{2!} + \cdots" S143 Q328
	Q4901411 P2534 " \text{variance} \le (M - \mu)(\mu - m). \, " S143 Q328
	Q5281745 P2534 "\beta ^t u(x_t)." S143 Q328
	Q898774 P2534 "\rho = \frac{r_p}{r_s} = \tan ( \Psi ) e^{i \Delta}" S143 Q328
	Q1783557 P2534 "V(r) = D_e ( 1-e^{-a(r-r_e)} )^2" S143 Q328
	Q7226634 P2534 " \rho_k = rank(A - \lambda_i I)^{k-1} - rank(A - \lambda_i I)^k \qquad (k = 1, 2, \ldots , m_i)." S143 Q328
	Q4150823 P2534 "\langle A,B \mid\ [AB^{-1},A^{-1}BA] = [AB^{-1},A^{-2}BA^{2}] = \mathrm{id} \rangle" S143 Q328
	Q6521045 P2534 " \mathrm{d}s^{2} = \mathrm{d}t^2 - \frac{(R')^2}{1 + 2 E} \mathrm{d}r^2 - R^2 \, \mathrm{d}\Omega^2" S143 Q328
	Q6125706 P2534 "[0, 1), [\frac{3}{2}, \frac{7}{4}), [\frac{15}{8}, \frac{31}{16}), \cdots" S143 Q328
	Q1622794 P2534 "\mathbb{P}( H(n) \leq k)= \sum_{i=0}^{k} \binom{n}{i} p^i (1-p)^{n-i}," S143 Q328
	Q5420801 P2534 "\varepsilon_0>0," S143 Q328
	Q4391173 P2534 "\lambda g(x)(y) = g(x,y).\," S143 Q328
	Q7664533 P2534 "f\mapsto Pf(z)" S143 Q328
	Q5251838 P2534 "dim(V) + dim(L) = n." S143 Q328
	Q1290 P2534 "t_{mn} = \frac{(m+n)(m+n-1)\cdots(m+1)}{n(n-1)\cdots 1}.\ " S143 Q328
	Q681101 P2534 "x^{16} + x^{14} + x^{13} + x^{11} + 1." S143 Q328
	Q6692743 P2534 " \int_0^1 f(u)\,du \approx \frac{1}{N}\,\sum_{i=1}^N f(x_i). " S143 Q328
	Q788096 P2534 "C = c_0 + c_1 Y_d" S143 Q328
	Q6860251 P2534 " f (\mathbb{C}^n,0) \to (\mathbb{C},0) \ . " S143 Q328Q381060 P2534 " B_{n+1}=\sum_{k=0}^n {n\choose k} B_k" S143 Q328
	Q5160994 P2534 "y'=f_3(x)y^3+f_2(x)y^2+f_1(x)y+f_0(x) \, " S143 Q328
	Q131313 P2534 "S(n) \ge \Sigma(n) \,\!" S143 Q328
	Q1967096 P2534 "\operatorname{pos}(U) = \max_{\omega \in U} \operatorname{pos}(\{\omega\})" S143 Q328
	Q2079672 P2534 " \Phi_+(\alpha) = \frac{1}{2\pi i} \int_{C_1} \Phi(z) \frac{dz}{z-\alpha}" S143 Q328
	Q3427504 P2534 " \lambda_0 v_0 + \lambda_1 v_1 + \cdots +\lambda_n v_n + \lambda_{n+1} v_{n+1} = 0. " S143 Q328
	Q5159376 P2534 "\varphi(S) = \frac{\sum_{i \in S, j \in \bar S}a_{ij}}{\min(a(S),a(\bar S))}" S143 Q328
	Q180191 P2534 "{1 \over 2} (2A) + {1 \over 2} \left({A \over 2}\right) = {5 \over 4}A" S143 Q328
	Q7180962 P2534 "F(k) = \|F(k)\|e^{i \psi(k)} =\int_{-\infty}^{\infty} f(x)\ e^{- 2\pi i k \cdot x}\,dx" S143 Q328
	Q6722024 P2534 "S^7 = \left\{ x \in \mathbb{R}^8 \\|x\\| = r\right\}." S143 Q328
	Q5535485 P2534 " f U \rightarrow V\qquad with U,V \subset \mathbb{C}^n" S143 Q328
	Q7413036 P2534 " \overline{x} = \frac{x_1+\cdots+x_n}{n} " S143 Q328
	Q6424284 P2534 "d(f(x),f(y)) \le \rho(x,y)," S143 Q328
	Q4162531 P2534 "f'(x) = \lim_{h \to 0} \frac{f(x+h)-f(x)}{h}" S143 Q328
	Q7558271 P2534 "k\cdot (X\cdot v)=(\operatorname{Ad}(k)X)\cdot (k\cdot v)" S143 Q328
	Q6803646 P2534 "\overline{x} = \frac{\sum_{i=1}^N x_i}{N}" S143 Q328
	Q188889 P2534 "C = \{\, a\mapsto 0, b\mapsto 01, c\mapsto 011\,\}" S143 Q328
	Q1066449 P2534 "\mathbf{R}^{1,3} \rtimes \mathrm{SO}(1,3) \,." S143 Q328
	Q849591 P2534 "f_\beta (t) = e^{ -t^\beta }" S143 Q328
	Q7617806 P2534 "FMV\,=\,{VBAB * TAB_{factor}}" S143 Q328
	Q11306265 P2534 "Q(z; x) = x^2 - 2\operatorname{Re}(z)x + \|z\|^2 = (x-z)(x-\overline{z}) \in \mathbf{R}[x]." S143 Q328
	Q18350559 P2534 "\cosh(\zeta d_{ij})=\cosh(\zeta r_i)\cosh(\zeta r_j)-\sinh(\zeta r_i)\sinh(\zeta r_j)\cos\bigg(\underbrace{\pi\!-\!\bigg\|\pi-\|\theta_i\!-\!\theta_j\|\bigg\|}_{\Delta}\bigg)." S143 Q328
	Q24737403 P2534 " \mathbb{P}(\xi_n = 1) = 1 - \varepsilon" S143 Q328
	Q5262967 P2534 "\sum_i{\left(\frac{1}{r} \frac{d \psi}{dr}\frac{\partial x_i}{\partial x_i}+x_i\frac{d \psi}{dr}\frac{\partial}{\partial x_i}\frac{1}{r}+\frac{x_i}{r}\frac{\partial}{\partial x_i}\frac{d\psi}{dr}\right)}" S143 Q328
	Q1262415 P2534 "\xi_k = \frac{1}{\\|\mathbf{X}_{k-row}\\| \\|\mathbf{X}^{+}_{k-col}\\|}" S143 Q328
	Q1195250 P2534 "\mathbf{B} = \nabla\times\mathbf{A}." S143 Q328
	Q2466486 P2534 "0+a=a" S143 Q328
	Q5500196 P2534 " \frac{\partial T}{\partial t} = \nabla\cdot(\alpha_1 \nabla T) + Q" S143 Q328
	Q2296951 P2534 "f(x)=a + b x+ c x^2+d x^3+\cdots" S143 Q328
	Q1052692 P2534 "\mathbf{B} \ = \ \mu_0\mathbf{H}, " S143 Q328
	Q3855650 P2534 "\mathrm{distance} = \mathrm{tan}(\theta) \frac {\mathrm{v}} {\mathrm{u}}" S143 Q328
	Q1044361 P2534 "L_{i+1} = R_i\," S143 Q328
	Q11418 P2534 "\qquad Y_W = 2(Q - T_3)" S143 Q328
	Q141001 P2534 "O\left( 2^{n_1} \sum_{i>1} n_i\right)." S143 Q328
	Q1171303 P2534 "G = G_0^{} + G_0 \Sigma G." S143 Q328
	Q7899042 P2534 "n_e (\phi_2) = n_e(\phi_1) e^{e (\phi_2-\phi_1)/k_B T_e}" S143 Q328
	Q5310237 P2534 " i^2 = j^2 = k^2 = ijk = -1.\!" S143 Q328
	Q7048497 P2534 " f(z) = z^T(Mz+q)" S143 Q328
	Q627111 P2534 "P_m is the mechanics input power required (W)" S143 Q328
	Q17157024 P2534 "\hat{T}(\mathbf{x})\|\mathbf{r}\rangle = \|\mathbf{r}+\mathbf{x}\rangle" S143 Q328
	Q7370968 P2534 "~g=\int G(x(a),y(a),z(a))~{\rm d}a~," S143 Q328
	Q4913919 P2534 "\{\pm 1,\pm i,\pm j,\pm k,\tfrac{1}{2}(\pm 1 \pm i \pm j \pm k)\}" S143 Q328
	Q2594959 P2534 " J_x = -D_x \frac{\Delta C}{\Delta x} " S143 Q328
	Q3067856 P2534 "w = 500 \left ( \frac{\ell n}{n-1} + 12n + 36 \right ) " S143 Q328
	Q187142 P2534 " PV = \frac{FV}{(1+r)}" S143 Q328
	Q944228 P2534 "\sum_{n=1}^\infty \left (\frac{a_1+a_2+\cdots +a_n}{n}\right )^p<\left (\frac{p}{p-1}\right )^p\sum_{n=1}^\infty a_n^p. " S143 Q328
	Q7269473 P2534 " \operatorname{qri}(A) = \left\{x \in A \operatorname{\overline{cone}}(A - x) \text{ is a linear subspace}\right\} \," S143 Q328
	Q1754547 P2534 "\varphi = g \mathrm{d} x^I = g \mathrm{d}x^{i_1}\wedge \mathrm{d}x^{i_2}\wedge\cdots\wedge \mathrm{d}x^{i_k}" S143 Q328
	Q869108 P2534 "\|R\|^2 = \|C\|^2 + \left\|\frac{1}{n-2}\left(\mathrm{Ric} - \frac{s}{n}g\right) \wedge\!\!\!\!\!\!\bigcirc g\right\|^2 + \left\|\frac{s}{2n(n-1)}g \wedge\!\!\!\!\!\!\bigcirc g\right\|^2." S143 Q328
	Q36255 P2534 "<math alt= "u-hat equals the vector u divided by its length">\mathbf{\hat{u}} = \frac{\mathbf{u}}{\\|\mathbf{u}\\|}" S143 Q328
	Q2088159 P2534 "I_{diode} = \dfrac{U_{IN} - U_{OUT}}{R_\Omega}" S143 Q328
	Q7106417 P2534 "\begin{pmatrix}\alpha & \beta \\ \overline{\beta} & \overline{\alpha}\end{pmatrix}" S143 Q328
	Q1096450 P2534 "\sum_{i=1}^{n} a_i^k = b^k" S143 Q328
	Q3848436 P2534 " \mu = \left\langle (l,s),j,m_j = j \| \mu_z \| (l,s),j,m_j = j \right\rangle ." S143 Q328
	Q2602832 P2534 "\mathrm{FillRad}(C\subset \mathbb{R}^2) = R." S143 Q328
	Q7885144 P2534 "d_{u} (f, g) = \sup_{x \in S} d (f(x), g(x))." S143 Q328
	Q6420192 P2534 "V^2W+W^2X+X^2Y+Y^2Z+Z^2V =0 \, " S143 Q328
	Q240046 P2534 "(\text{number of }CpGs)" S143 Q328
	Q1090860 P2534 "a= d\,(\mu^2\nu)^{\frac{1}{3}}\,\!" S143 Q328
	Q1096709 P2534 " \forall patients Stroke(patient) \rightarrow Confused(patient) \land Unequal(Pupils(patient))" S143 Q328
	Q1048949 P2534 "i\colon A \to X, " S143 Q328
	Q933491 P2534 "\cfrac{G+C}{A+T+G+C}" S143 Q328
	Q530152 P2534 "y'(t)=f(t,y(t)),\qquad y(t_0)=y_0." S143 Q328
	Q386320 P2534 "u = \Phi_A(\mathrm{id}_A).\," S143 Q328
	Q214336 P2534 "\lambda_\text{max} = \frac{b}{T}" S143 Q328
	Q215193 P2534 "\{x\} = x -\lfloor x\rfloor." S143 Q328
	Q3888063 P2534 " \textbf{G}(s) = \frac{\textbf{N}(s)}{\textbf{D}(s)} = \frac{s^{4} + n_{1}s^{3} + n_{2}s^{2} + n_{3}s + n_{4}}{s^{4} + d_{1}s^{3} + d_{2}s^{2} + d_{3}s + d_{4}}" S143 Q328
	Q4944911 P2534 "E[X_i^2]=E[Y_i^2], i=1,\dots,n, \text{ and } \ E[X_iX_j] \le E[Y_i Y_j] for i \neq j," S143 Q328
	Q938102 P2534 " \wp\left(z\right)=\frac{1}{z^{2}}+\sum_{\omega\in\Lambda\smallsetminus\left\{ 0\right\} }\left(\frac{1}{\left(z-\omega\right)^{2}}-\frac{1}{\omega^{2}}\right)" S143 Q328
	Q865821 P2534 "A \equiv U-TS\," S143 Q328
	Q3527017 P2534 " \theta H^2(\mathbb{D},\mathbb{C}), " S143 Q328
	Q189962 P2534 "n = 1200 \cdot \log_2 \left( \frac{f_2}{f_1} \right)." S143 Q328
	Q389844 P2534 " E_{eq,K^+} = \frac{RT}{zF} \ln \frac{[K^+]_{o}}{[K^+]_{i}} , " S143 Q328
	Q6035663 P2534 "L = \langle \in \rangle" S143 Q328
	Q7849770 P2534 " \langle A_0 B_0 \rangle + \langle A_0 B_1 \rangle + \langle A_1 B_0 \rangle - \langle A_1 B_1 \rangle \le 2\sqrt{2} " S143 Q328
	Q17105368 P2534 " \xi=x \, " S143 Q328
	Q27123 P2534 "\Pr\left(\bigcap_{i=1}^n A_i\right)=\prod_{i=1}^n \Pr(A_i)={1\over2^n}." S143 Q328
	Q771008 P2534 "\omega\colon V\times V \to \mathbb F" S143 Q328
	Q7853325 P2534 "\omega_{1} \approx \sqrt{\frac {g \sum_ {i = 1}^n {w_ {i} y_ {i}}} {\sum_ {i = 1}^n {w_ {i} y_ {i}^2}}}" S143 Q328
	Q895499 P2534 "\begin{matrix} \frac{1}{2} \end{matrix} MV_e^2" S143 Q328
	Q4067113 P2534 "X[x,y]=\frac{(x^2-y^2)y'-2xyx'}{xy'-yx'}" S143 Q328
	Q3699705 P2534 "\mathrm{pH} = \mathrm pK_{\mathrm a} + \log \left( \frac{[\mbox{base}]}{[\mbox{acid}]} \right)" S143 Q328
	Q2343723 P2534 "\nabla f \cdot \nabla g = 0" S143 Q328
	Q7187853 P2534 "\left\|\Psi\right\rang = \left\|2,V\right\rang \left\|1,H\right\rang " S143 Q328
	Q2406217 P2534 "P + \tfrac12 \rho v^2 = P_0," S143 Q328
	Q7644094 P2534 " \frac{n + a}{n}\, , " S143 Q328
	Q231917 P2534 "I(x) = I_0 e^{-\alpha\,c\,x} \," S143 Q328
	Q1554293 P2534 "V = \begin{pmatrix}1 & -1 \\ 0 & 1\end{pmatrix}." S143 Q328
	Q205231 P2534 "(1 + i_\$) = \frac {E_tS_{t + k}} {S_t} (1 + i_c)" S143 Q328
	Q134164 P2534 "\mathbf{c^T} \cdot \mathbf{x}" S143 Q328
	Q3150667 P2534 "f(x)=2+3x, g(x)=5+2x" S143 Q328
	Q6722750 P2534 "\frac{y'}{y} = \ln 3" S143 Q328
	Q7269499 P2534 " u \left ( x \right ) = x_1 + \theta \left (x_2, ..., x_L \right )" S143 Q328
	Q1033906 P2534 "\pi\mathbb{N} \times \mathbb{N} \to \mathbb{N}." S143 Q328
	Q3325046 P2534 "w_n = \lfloor n\theta + x\rfloor - \lfloor (n-1)\theta + x \rfloor " S143 Q328
	Q2421730 P2534 "g = (d-1)(d-2)/2." S143 Q328
	Q5384722 P2534 "q_1=1+m_1+m_2\,\! ," S143 Q328
	Q2303607 P2534 "\textit{dog} \subseteq \textit{carnivore}," S143 Q328
	Q16937163 P2534 " M=(D+L) D^{-1} (D+L)^T" S143 Q328
	Q1430845 P2534 "f^n - g^n = d_B^{n - 1} h^n + h^{n + 1} d_A^n, or simply f - g = d_B h + h d_A." S143 Q328
	Q7756337 P2534 "\partialR \to R\," S143 Q328
	Q3427418 P2534 "r_KC_K\tilde{\rightarrow}W_K^{\text{ab}}" S143 Q328
	Q18387741 P2534 " J(V) = {J_t}(V) + {J_e}(V) - {J_p} " S143 Q328
	Q4394061 P2534 "G_{ab} \, = \kappa T_{ab}" S143 Q328
	Q7134455 P2534 " s_\lambda= \sum_\mu K_{\lambda\mu}m_\mu.\ " S143 Q328
	Q1146298 P2534 "r_1^2=x^2+y^2+z^2 \, " S143 Q328
	Q5204385 P2534 "\bar{\partial} f (z,\bar{z}) = g(z)" S143 Q328
	Q1072885 P2534 " \operatorname{E}(R_p) = \sum_i w_i \operatorname{E}(R_i) \quad " S143 Q328
	Q17002161 P2534 "\partial^\alpha f = \frac{\partial^{\|\alpha\|} f}{\partial z_1^{\alpha_1} \cdots \partial z_n^{\alpha_n}}." S143 Q328
	Q94702 P2534 "r_{u,i} = \operatorname{aggr}_{u^\prime \in U} r_{u^\prime, i}" S143 Q328
	Q583147 P2534 "f\colon \mathbb{R}^n \rightarrow \mathbb{R}^m" S143 Q328Q3180597 P2534 "\oint_{\part V}\mathbf{g}\cdot d \mathbf{A} = \int_V\nabla\cdot\mathbf{g}\ dV" S143 Q328
	Q1306092 P2534 "g(v,w)=\langle df_\epsilon(v),df_\epsilon(w)\rangle," S143 Q328
	Q5262636 P2534 " F(h) = 2 \pi R_{\rm eff} W(h)," S143 Q328
	Q5290286 P2534 " g = s_1^{k_1} \cdots s_m^{k_m}, where s_i \in S and k_i are integers." S143 Q328
	Q806050 P2534 " \delta(X, Y) = \log \Bigl( \inf \{ \\|T\\| \\|T^{-1}\\| T \in \operatorname{GL}(X, Y) \} \Bigr)." S143 Q328
	Q907280 P2534 "AN=(V_{eq}-b_{eq})N\frac{56.1}{W_{oil}}" S143 Q328
	Q7513012 P2534 "W(\boldsymbol{\varepsilon})=a_{ikjh}(\boldsymbol{x})\varepsilon_{ik}\varepsilon_{ik}" S143 Q328
	Q452412 P2534 " v = r_A \omega_A = r_B \omega_B, \!" S143 Q328
	Q1122670 P2534 "4^n + 2^{n + 1} - 1." S143 Q328
	Q584910 P2534 " \sum_{k=0}^\infty T^k " S143 Q328
	Q199 P2534 "(\left\{x\|x<1\right\},\left\{x\|x\geq 1\right\})." S143 Q328Q5593671 P2534 " \mathbb{L_A}=\{(f^mt^nf^r)^+1\leq m\leq k; 1\leq n\leq \ell;1\leq r\leq k\}," S143 Q328
	Q17157202 P2534 "x \geq \lfloor x \rfloor ," S143 Q328
	Q5277345 P2534 "\theta = \frac{2}{3}\sum_{i=1}^3 \frac{\theta_i}2" S143 Q328
	Q4168282 P2534 "\mathbb{D}^qf" S143 Q328
	Q1421622 P2534 "R(t)={\frac{k_T D} {\int_{0}^{t} I(t) \, dt}}" S143 Q328
	Q6925496 P2534 "\Gamma=\{\mathbf{g}\in C([0,1];H)\,\vert\,\mathbf{g}(0)=0,\mathbf{g}(1)=v\}" S143 Q328
	Q2681145 P2534 "P_{cr}= \alpha \frac{\lambda^2}{4 \pi n_0 n_2}," S143 Q328
	Q6559131 P2534 "x = \cos(n_x t + \phi_x),\qquad y = \cos(n_y t + \phi_y), \qquad z = \cos(n_z t + \phi_z)," S143 Q328
	Q7269172 P2534 " \theta_{12}^{PMNS}+\theta_{12}^{CKM}\simeq 45^\circ \ ," S143 Q328
	Q1365335 P2534 "x'_{i}(0)=x'_{i0} i=1,...,J" S143 Q328
	Q23092029 P2534 "C = \text{charge in pounds} = 0.038L^3;" S143 Q328Q7606741 P2534 "E\bigl(g(X)(X-\mu)\bigr)=\sigma^2 E\bigl(g'(X)\bigr)." S143 Q328
	Q3333611 P2534 "\int_{0}^{\Delta t} Q_k(t') dt' = \ln(1/u^\prime)." S143 Q328
	Q305032 P2534 "\vec F = -\frac{c}{12\pi\sigma}\vec \nabla U," S143 Q328
	Q568491 P2534 "D = \frac{1}{2}W H F \rho v^2" S143 Q328
	Q1107064 P2534 "\left(1 - \frac{X}{2}\right)^A\,Q_A(X) + \left(\frac{X}{2}\right)^A\,Q_A(2 - X) = 1." S143 Q328
	Q122392 P2534 " y' = p(x)y + q(x)y^n. " S143 Q328
	Q5333342 P2534 "C_t = a + bY_{t-1} + e_t," S143 Q328
	Q17098315 P2534 "W = \mathbf R \times (\mathbf R^)^k \times S^2( (\mathbf R^)^k) \times \cdots \times S^{m} ( (\mathbf R^*)^k)." S143 Q328Q210857 P2534 "\rho_i = \frac {m_i}{V}." S143 Q328
	Q1265637 P2534 "\langle e_n, e_n\rangle = 1." S143 Q328
	Q5693275 P2534 "\nabla\left(\kappa\nabla T\right)+g=\rho C\frac{\partial T}{\partial t}" S143 Q328
	Q223404 P2534 " A = \frac{d^2}{2 \sin(136^\circ/2)}," S143 Q328
	Q25351861 P2534 " \frac{1}{N}\sum_t \mathbf{1}_{sign(A_t - A_{t-1}) == sign(F_t - F_{t-1})} " S143 Q328
	Q1412452 P2534 "D_0 = \lim_{\epsilon \rightarrow 0} \frac{\log N(\epsilon)}{\log\frac{1}{\epsilon}}." S143 Q328
	Q18386456 P2534 "X^k_\mu(\sigma,\theta) = x^k_\mu + O(\sigma,\theta)" S143 Q328
	Q2034862 P2534 "\text{Factor of Safety}=\frac{\text{ultimate stress}}{\text{working stress}}" S143 Q328
	Q16999450 P2534 "K_n (X) \rightarrow \oplus_{p \geq 0} H_D^{2p-n} (X, \mathbf Q(p))." S143 Q328
	Q769374 P2534 "\lim_{\varepsilon\rightarrow 0^+} \left[\int_a^{b-\varepsilon} f(x)\,\mathrm{d}x+\int_{b+\varepsilon}^c f(x)\,\mathrm{d}x\right]" S143 Q328
	Q7783161 P2534 "U(\lambda) = U_A + \lambda(U_B - U_A)" S143 Q328
	Q853831 P2534 "\mu \left (\{x\mid f(x)>t\} \right ) \,dt." S143 Q328
	Q6985582 P2534 "\alpha^n = \sum_{d\,\|\,n} d \, M(\alpha, d)." S143 Q328
	Q3258520 P2534 "\Delta H=-\boldsymbol{\mu}\cdot\boldsymbol{B}," S143 Q328
	Q1135224 P2534 "\underline{\Psi} = \{e^{i\alpha}\Psi\|\alpha \in \mathbb{R}\}, \emptyset \ne \Psi \in \mathcal{H}, " S143 Q328
	Q7254447 P2534 "i \frac{\partial}{\partial t} \psi(x, t) = \Bigl[-\frac{\partial^2}{\partial x^2} + V(x) \Bigr] \psi(x,t), \qquad\qquad \psi(t_0) = \psi_0" S143 Q328
	Q2328549 P2534 "x = \lambda" S143 Q328
	Q7448041 P2534 " k = \frac12 \left( \overline{(u'_1)^2} + \overline{(u'_2)^2} + \overline{(u'_3)^2} \right). " S143 Q328
	Q18354077 P2534 "\mathcal E(h) =\mathbb E_\rho[Loss(h(x),y)]=\int_{X\times Y} Loss(h(x),y)\,d\rho(x,y)" S143 Q328
	Q7408338 P2534 "U(P) = -\frac {1}{4 \pi} \int_{S} \left[ U \frac {\partial}{\partial n} \left( \frac {e^{iks}}{s} \right) - \frac {e^{iks}}{s} \frac {\partial U}{\partial n} \right]dS " S143 Q328
	Q371064 P2534 "\pi = \frac{NS - NF}{S} = N\left(1-\frac{F}{S}\right)" S143 Q328
	Q5464282 P2534 "P = I ^2 R " S143 Q328
	Q185098 P2534 " F_{tot} = 0 = F_{el} + F_{f} + F_{ret}" S143 Q328
	Q618079 P2534 "R_a = \frac{R_\mathrm{ac}R_\mathrm{ab}}{R_\mathrm{ac} + R_\mathrm{ab} + R_\mathrm{bc}} " S143 Q328
	Q131408 P2534 " P = F_A v_A = F_B v_B, \!" S143 Q328
	Q913327 P2534 " \sum_{k=1}^{b} W_{k} F_{k} = 0." S143 Q328
	Q7800788 P2534 "q_{tid} = 63 \rho n^5 r^4 e^2 / (38 \mu Q)" S143 Q328
	Q1361393 P2534 "f[a,b]\rightarrow \mathbb{C}" S143 Q328
	Q310401 P2534 "S_i^{(t)} = \big \{ x_p \big \\| x_p - m^{(t)}_i \big \\|^2 \le \big \\| x_p - m^{(t)}_j \big \\|^2 \ \forall j, 1 \le j \le k \big\}," S143 Q328
	Q161519 P2534 "\frac{V_x}{V_{tot}} = \frac{p_x}{p_{tot}} = \frac{n_x}{n_{tot}}" S143 Q328
	Q936434 P2534 "S \in \operatorname{Sp}(2n,F) \quad \text{iff} \quad S^\text{T}\Omega S = \Omega" S143 Q328
	Q24572916 P2534 "(n_{Cl^-})_u = {t_u \over t_s } \times (n_{Cl^-})_s" S143 Q328
	Q3997740 P2534 " \langle u,v \rangle = \langle Tu,Tv \rangle \, ." S143 Q328
	Q6500960 P2534 "\frac{\partial \mathbf{B}}{\partial t} = \eta \nabla^2 \mathbf{B} + \nabla \times (\mathbf{u} \times \mathbf{B}) " S143 Q328Q908584 P2534 "\sum_ {} \vec{F} = 0 <ref name="Physics"/>" S143 Q328
	Q233415 P2534 " C_x(t_1, t_2) = \left\langle \left(x[t_1] - \mu[t_1]\right) \left(x[t_2] - \mu[t_2]\right)^* \right\rangle ," S143 Q328
	Q194706 P2534 "E = -\left(\sum_{i,j} w_{ij} \, s_i \, s_j + \sum_i \theta_i \, s_i \right)" S143 Q328
	Q5358583 P2534 " I = \star ( F \wedge \star F ) = F_{ab} \, F^{ab} = -2 \, \left ( \\| \vec{E} \\|^2 - \\|\vec{B} \\|^2 \right) " S143 Q328
	Q18354167 P2534 "k \langle x, y \rangle / (yx - q xy)" S143 Q328
	Q45867 P2534 "K = bh." S143 Q328
	Q1182714 P2534 "\tau_d \simeq \delta^2 / \kappa," S143 Q328
	Q1739928 P2534 "\sqrt{kn},\qquad k\in\mathbb{Z^+}." S143 Q328
	Q17010049 P2534 " \mathcal {H}_\Psi (t)= -\operatorname{Tr} \left ( \rho_\Psi(t) \log \rho_\Psi(t) \right ) " S143 Q328
	Q310395 P2534 "x+(-1)\cdot x=1\cdot x+(-1)\cdot x=(1+(-1))\cdot x=0 \cdot x=0" S143 Q328
	Q7979825 P2534 "L(0), \ L(P), \ L(2P), \ L(3P), \ldots " S143 Q328
	Q902587 P2534 " \text{DWF} = \left\langle \exp\left(i \mathbf{q}\cdot \mathbf{u}\right) \right\rangle^2" S143 Q328
	Q4455302 P2534 "E_\mathrm{st}= \sigma \int dx\, dy\, \left[\sqrt{1+\left( \frac{dh}{dx}\right)^2+\left(\frac{dh}{dy}\right)^2}-1\right]\approx \frac{\sigma}{2} \int dx\, dy\, \left[ \left( \frac{dh}{dx}\right)^2+\left(\frac{dh}{dy}\right)^2 \right], " S143 Q328
	Q1866689 P2534 "p\gamma = \ell\pi\," S143 Q328
	Q217195 P2534 "\textrm{Ratio}_1 = \frac{2 \cdot \text{Uploaded Total}}{\text{Downloaded Total}}" S143 Q328
	Q1061524 P2534 "P = \int \bold I\, \cdot \mathrm{d}\bold A," S143 Q328
	Q7187841 P2534 "E_{ij} = \sum_{a=1}^n x_{ia}\frac{\partial}{\partial x_{ja}}." S143 Q328
	Q3966092 P2534 " d(x, z)+d(z, y)=d(x, y),\," S143 Q328
	Q2627315 P2534 "\alpha_1x_1+\alpha_2x_2+\cdots+\alpha_nx_n" S143 Q328
	Q82580 P2534 "F_\mathrm{f} \leq \mu F_\mathrm{n}," S143 Q328
	Q905990 P2534 " \mathbf{x}_{k} \propto \mathbf{A} \, \mathbf{y}_{k} &nbsp; for \, k = 1, \ldots, N " S143 Q328
	Q10972285 P2534 " SG_\text{true} = \frac {\rho_\text{sample}}{\rho_{\rm H_2O}}" S143 Q328
	Q16739181 P2534 "m = -2.5 \log_{10}(f)" S143 Q328
	Q1474123 P2534 " L=\frac{d^2}{d x^2} ." S143 Q328
	Q381448 P2534 " GJ \frac{d^2 \theta}{dy^2} = -M'" S143 Q328
	Q5505104 P2534 "\int_{g\in G}\chi(g^2)\,d\mu" S143 Q328
	Q2945123 P2534 " \sum_{i=1}^n m_i(\mathbf{r}_i - \mathbf{R}) = 0." S143 Q328
	Q5299992 P2534 "H \backslash G / K." S143 Q328
	Q5051208 P2534 "C(n,k) = \frac{(n+k)!(n-k+1)}{k!(n+1)!}," S143 Q328
	Q5249552 P2534 "\hat{H} = \hat{H}_{S}\otimes\hat{I}_{B} + \hat{I}_{S}\otimes\hat{H}_{B} + \hat{H}_{I} ," S143 Q328
	Q1357187 P2534 "I=I_\mathrm{S} \left( e^{qV_\mathrm{D} \over nkT}-1 \right)" S143 Q328
	Q693784 P2534 "OB\% = \frac{-1600}{Mol. wt. of compound} \times (2X + (Y/2) + M - Z)" S143 Q328
	Q5282059 P2534 "\langle \rho(g)\cdot v, w \rangle \," S143 Q328
	Q13635346 P2534 "\operatorname{Hom}_D (F(X), Y) \simeq \operatorname{Hom}_C (X, G(Y));" S143 Q328
	Q7574796 P2534 "\vec{S}_t=\vec{S}\wedge (\vec{S}_{xx}+\alpha^2\vec{S}_{yy})+u_{y}\vec{S}_x+u_x\vec{S}_{y}, \qquad (1a)" S143 Q328
	Q110346 P2534 "B = \frac{1}{3}\left(n_\text{q} - n_\bar{\text{q}}\right), " S143 Q328
	Q102296 P2534 "\frac{1}{\sqrt{2}}\Big( \|\uparrow \downarrow \rangle - \|\downarrow \uparrow \rangle\Big)." S143 Q328
	Q985009 P2534 " \Gamma = \int_{A} \vec{\omega} \cdot \vec{n} dA = \oint_{c} \vec{u} \cdot d\vec{s} " S143 Q328
	Q735135 P2534 "p = qd " S143 Q328
	Q160003 P2534 "(\pm 1, 0, -\frac{1}{\sqrt{2}})" S143 Q328
	Q1169848 P2534 " \frac{d^2y}{dt^2} + f(t) y = 0, " S143 Q328
	Q7243159 P2534 "\sum_{p\|N}\frac1p + \frac1N = 1," S143 Q328
	Q676835 P2534 "p(x) = \prod\limits_{t \in K} (x-t).\," S143 Q328
	Q2666979 P2534 "\nabla = \mathbf{\hat{x}}{\partial \over \partial x} + \mathbf{\hat{y}}{\partial \over \partial y} + \mathbf{\hat{z}}{\partial \over \partial z}" S143 Q328
	Q3151497 P2534 " C(s + \epsilon\,) = C(s) + \epsilon\,C'(s) + {1/2}\,\epsilon^2\, C''(s) + ..." S143 Q328
	Q850922 P2534 "\eta = \frac{P}{P_0} \ ." S143 Q328
	Q7408853 P2534 " \varepsilon_{Nd(t)} = \left[\frac{\left(\frac{^{143}Nd}{^{144}Nd}\right)_{sample(t)}}{\left(\frac{^{143}Nd}{^{144}Nd}\right)_{CHUR(t)}}-1\right]* 10000 " S143 Q328
	Q673253 P2534 "y = \sum_{i = 1}^3 c_i x^i = c_1 x^1 + c_2 x^2 + c_3 x^3" S143 Q328
	Q6984448 P2534 "\left\|\log {zf^\prime(z)\over f(z)}\right\|\le \log {1+\|z\|\over 1-\|z\|}." S143 Q328
	Q3853443 P2534 " \text{MRR} = \frac{1}{\|Q\|} \sum_{i=1}^{\|Q\|} \frac{1}{\text{rank}_i}. \!" S143 Q328
	Q208920 P2534 "L = 2r" S143 Q328
	Q3554851 P2534 "L(G)=MG^{1-D}" S143 Q328
	Q1224829 P2534 "s=k^{-1}(H(m)+xr)\bmod\,q" S143 Q328
	Q385737 P2534 "SFP ={{\sum P} \over q_v}" S143 Q328
	Q3984015 P2534 "\Phi X \rarr C_b(X)" S143 Q328
	Q15700 P2534 "(d + 1)(r - 1) + 1\ " S143 Q328
	Q6517889 P2534 " \int_{a}^{b} L(t,x,x')\, dt . \," S143 Q328
	Q1092926 P2534 "\vec s = \frac{d \,\vec \jmath}{dt} = \frac{d^2 \vec a}{dt^2} = \frac{d^3 \vec v}{dt^3} = \frac{d^4 \vec r}{dt^4}." S143 Q328
	Q1336748 P2534 "L _ {0, 1} = S _ 0 e ^ {r (n/365)} - D e ^ {r(n-y)/365} - X" S143 Q328
	Q3799160 P2534 "\bigcup_{n=1}^\infty A_n" S143 Q328
	Q654081 P2534 "M_\odot = \frac{4 \pi^2 \times (1\,\mathrm{AU})^3}{G \times (1\,\mathrm{yr})^2}" S143 Q328
	Q5532436 P2534 "\Phi = \{\varphi_n[a,b]\rightarrow \mathbb{F}\}_{n=0}^\infty," S143 Q328
	Q3879445 P2534 " \Vert \mathbf{s} \Vert = \sqrt{s \, (s+1)} \, \hbar" S143 Q328
	Q246574 P2534 " \omega =2 \pi f where f is frequency of strain oscillation," S143 Q328
	Q7622671 P2534 "E = K A^m S^n" S143 Q328
	Q2393733 P2534 "V = \frac{1}{3} h(x_1^2 + x_1 x_2 +x_2^2)." S143 Q328
	Q4439344 P2534 " w_\ell=1 - \frac{\ell}{L+1}<!-- no definition for w, l or L -->" S143 Q328
	Q1806878 P2534 " p_{ij} \approx \sum_t^T p_t \, p_{it} \, p_{jt}." S143 Q328
	Q62527 P2534 "\mathrm{MV(t)}=K_p\left(\,{e(t)} + \frac{1}{T_i}\int_{0}^{t}{e(\tau)}\,{d\tau} + T_d\frac{d}{dt}e(t)\right)" S143 Q328Q5141359 P2534 "\frac{f_{in}}{f_{s}} = \frac{M_{cycles}}{N_{samples}}." S143 Q328
	Q8348314 P2534 "f_{k-1} \le \sum_{i=0}^{d/2} {}^* \left( \binom{d-i}{k-i}+\binom{i}{k-d+i} \right) \binom{n-d-1+i}{i}," S143 Q328
	Q1707838 P2534 "k=\frac{2\pi}{\lambda}=n\frac{2\pi}{L}" S143 Q328
	Q25106218 P2534 " \sin 15^\circ = \cos75^\circ = \frac{\sqrt3 - 1}{2\sqrt2} = \frac{\sqrt6 - \sqrt2} 4 " S143 Q328
	Q2634828 P2534 "A = \varprojlim_{i\in I} A_i = \Big\{\vec a \in \prod_{i\in I}A_i \;\Big\|\; a_i = f_{ij}(a_j) \text{ for all } i \leq j \text{ in } I\Big\}." S143 Q328
	Q11926170 P2534 "O(0)+O(-n).\ " S143 Q328
	Q2246283 P2534 "\int \mathcal{D}\bold{g}\, \mathcal{D}\phi\, \exp\left(\int d^4x \sqrt{\|\bold{g}\|}(R+\mathcal{L}_\mathrm{matter})\right)" S143 Q328
	Q1141155 P2534 " R_i = \sum_{j \neq i} \; p_{ij} \cdot (u_i - u_j)\," S143 Q328
	Q1055222 P2534 " \ ST=\frac{k(\mathrm{Span})}{RBW^2}" S143 Q328
	Q748993 P2534 "a u + b \frac{\partial u}{\partial n} =g \qquad \text{on} ~ \partial \Omega\," S143 Q328
	Q1057919 P2534 "(p-1)!\ \equiv\ -1 \pmod p" S143 Q328
	Q784909 P2534 "f(z + u) = f(z + v) = f(z)\, " S143 Q328
	Q5444417 P2534 " S = \int d^dx \; \bar\psi (\partial\!\!\!/ + m) \psi \;." S143 Q328
	Q318761 P2534 "\int_{z_0}^z R\left(x,w\right)dx," S143 Q328
	Q4830450 P2534 " C(E) \leftrightarrow \forall x C(x) " S143 Q328
	Q242657 P2534 " \boldsymbol{\tau} = \boldsymbol{\mu} \times\mathbf{B}" S143 Q328
	Q3318095 P2534 " Q(x_0, x_1, \ldots, x_n) = x_0^2 - x_1^2 - \ldots - x_n^2." S143 Q328
	Q4724022 P2534 " \left\{ \begin{pmatrix} t & du \\ u & t \end{pmatrix} t,u \in \mathbb F_q, t^2 - du^2=1 \right\} \subset \mathrm{SL}_2(\mathbb F_q) ." S143 Q328
	Q1392130 P2534 "\{0\} = V_0 \sub V_1 \sub V_2 \sub \cdots \sub V_k = V." S143 Q328
	Q5876058 P2534 "H \cdot H = d\ " S143 Q328
	Q3754610 P2534 "D_n(x) = \frac{n}{x^n} \int_0^x \frac{t^n}{e^t - 1}\,dt." S143 Q328
	Q1744628 P2534 "\operatorname{score}(\mathbf{X}_i,k) = \boldsymbol\beta_k \cdot \mathbf{X}_i," S143 Q328
	Q17027759 P2534 "(L u)(x) = \sum_{0 \leq \| \alpha \|, \| \beta \| \leq k} (-1)^{\| \alpha \|} \mathrm{D}^{\alpha} \left( A_{\alpha \beta} (x) \mathrm{D}^{\beta} u(x) \right)," S143 Q328
	Q257 P2534 "z_{n+1} = z_n^2 + c" S143 Q328
	Q1649160 P2534 " \sin^2 2 \theta_{13} = 0.113 \pm 0.013({\rm stat.}) \pm 0.019({\rm syst.}) <ref>{{cite journal\|author=RENO Collaboration\|journal=Physical Review Letters\|volume=108\|issue=18\|pages=191802\|doi=10.1103/PhysRevLett.108.191802\|arxiv=1204.0626\|title=Observation of electron-antineutrino disappearance at RENO\|date=2012-04-03\|bibcode = 2012PhRvL.108s1802A }}</ref><ref>{{cite web\|author=RENO Collaboration\|url=http//www.interactions.org/cms/?pid=1031612\|title=Announcement of the First Results from RENO Observation of the Weakest Neutrino Transformation\|publisher=Interactions NewsWire\|date=2012-04-04}}</ref>" S143 Q328
	Q298439 P2534 " \sin(\alpha \pm \beta) = \sin \alpha \cos \beta \pm \cos \alpha \sin \beta" S143 Q328
	Q1740343 P2534 "\frac{\cos\left(\varepsilon - \frac{\alpha}{2}\right)}{\cos\left(\varepsilon + \frac{\alpha}{2}\right)}" S143 Q328
	Q7980190 P2534 "\mathrm{Res}_{L/k}X(S) = X(S \times_k L)" S143 Q328
	Q1440048 P2534 "G(s) = \frac{S_{x,s}(s)}{S_x(s)}e^{\alpha s}," S143 Q328
	Q134237 P2534 " g = -G \cdot M/r^2 + \omega^2 \cdot r" S143 Q328
	Q901483 P2534 "dU=T\,dS-P\,dV+\mu\,dM" S143 Q328
	Q577211 P2534 "2n\leq1+\sum_{i=1}^j d_i." S143 Q328
	Q754333 P2534 " \dot{V} = V_T \times f " S143 Q328
	Q651593 P2534 "\vec{x}(t) = \begin{bmatrix} x^1(t) \\ x^2(t) \\ x^3(t) \end{bmatrix} \,." S143 Q328
	Q3044802 P2534 " \pi(x) - \pi(x/2) \ge 1,2,3,4,5,\ldots \text{ for all } x \ge 2, 11, 17, 29, 41, \ldots \text{ respectively}{{OEIS2C\|id=A104272}}" S143 Q328
	Q6675607 P2534 "\pi_{j} \mathbb{R}^{d} \to \mathbb{R}^{d - 1}," S143 Q328
	Q2109761 P2534 " ds^2 = E \, dx^2 + 2F \, dx \, dy + G \, dy^2," S143 Q328
	Q25340379 P2534 " v_i X \longrightarrow R_+" S143 Q328
	Q3238797 P2534 "E = nhf,\quad \text{where}\quad n = 1,2,3,\ldots<ref>{{cite book" S143 Q328
	Q5507301 P2534 " \lim_{n\longrightarrow\infty}\alpha\left(G_n,\varepsilon\right) =0" S143 Q328
	Q677197 P2534 "v_2 = R i_1" S143 Q328
	Q661063 P2534 "\Delta x \Delta p = \frac{\hbar}2" S143 Q328
	Q193657 P2534 "\sum_{k=1}^r\lambda_k u_k \in S." S143 Q328
	Q185789 P2534 " \,F_{\gamma} = \pi d \gamma" S143 Q328
	Q1196038 P2534 "G(xx^{-1}, yy^{-1})" S143 Q328
	Q746550 P2534 " X = \{X_1, \ldots,X_n\} is a set of variables, " S143 Q328
	Q2033185 P2534 "\cdots K_nG^{m+1}\to K_nG^{m}\to \cdots \to K_n" S143 Q328
	Q1626899 P2534 " \hat{a}^{\dagger} \hat{b}^{\dagger} \|0, 0\rangle_{ab} = \| 1, 1\rangle_{ab}, \, " S143 Q328
	Q1545546 P2534 "\mathrm{Stk} = \frac{t_0 \,u_0}{l_0}" S143 Q328Q194277 P2534 "d = \sqrt{a^2+b^2+c^2}.\ " S143 Q328
	Q1430701 P2534 "u(\mathbf{x}) = \begin{cases} \frac{\displaystyle \sum_{i = 1}^{N}{ w_i(\mathbf{x}) u_i } } { \displaystyle \sum_{i = 1}^{N}{ w_i(\mathbf{x}) } }, & \text{if } d(\mathbf{x},\mathbf{x}_i) \neq 0 \text{ for all } i \\ u_i, & \text{if } d(\mathbf{x},\mathbf{x}_i) = 0 \text{ for some } i \end{cases} " S143 Q328
	Q17007827 P2534 "\dot{\mathbf{x}}(t) = \mathbf A \mathbf{x}(t) + \mathbf B \mathbf{u}(t) + \mathbf{w}(t)" S143 Q328
	Q574780 P2534 "ds^2 = \sum_{i=1}^p dx_i^2 - \sum_{j=1}^{q+1} dt_j^2" S143 Q328
	Q171293 P2534 "r_i = \frac{n_i}{n_\mathrm{tot}-n_i}" S143 Q328
	Q20278711 P2534 "x^4+c_1x^3y+c_2x^2y^2+ c_3xy^3+c_4y^4+c_5x^3+c_6x^2y+c_7xy^2+c_8y^3+c_9x^2+c_{10}xy+c_{11}y^2+c_{12}x+c_{13}y+c_{14}=0," S143 Q328
	Q2372257 P2534 "Z_{V,Q}(s)" S143 Q328
	Q2348724 P2534 "x=2a\cos(t)+a\cos(2t) \," S143 Q328
	Q209306 P2534 "2\pi R \sinh \frac{r}{R} \,." S143 Q328
	Q2267362 P2534 "\|f(x)\|\le M" S143 Q328
	Q855622 P2534 "K(u,v)={\langle R(u,v)v,u\rangle\over \langle u,u\rangle\langle v,v\rangle-\langle u,v\rangle^2}" S143 Q328
	Q10862968 P2534 "\tau = \tau_{0} + k \dot{\gamma} ^ {n}" S143 Q328
	Q190009 P2534 " \mathbf{\tau} = \mathbf{\Omega} \times \mathbf{L}," S143 Q328
	Q1146253 P2534 "\text{CLV} = \text{GC} \cdot \sum_{i=1}^n \frac{r^i}{(1+d)^i} - \text{M} \cdot \sum_{i=1}^n \frac{r^{i-1}}{(1+d)^{i-0.5}}," S143 Q328
	Q781415 P2534 "\omega(X_1,X_2,\dots,X_n) > 0." S143 Q328
	Q1276901 P2534 "G = 1" S143 Q328
	Q935944 P2534 "\sum_{k=1}^{10} f(k,n)," S143 Q328
	Q238517 P2534 "\mathrm{4\ NH_4^+\ +\ 6\ HCHO\ +\ 4\ H_2O\longrightarrow\ (CH_2)_6N_4 +\ 6\ H_2O\ +\ 4\ H_3O^+}" S143 Q328
	Q17103104 P2534 " Q=\frac{\left \langle (\Delta \hat{n})^2 \right \rangle - \langle \hat{n} \rangle}{\langle \hat{n} \rangle} = \frac{\langle \hat{n}^{(2)} \rangle - \langle \hat{n} \rangle^2}{\langle \hat{n} \rangle} -1 = \langle \hat{n} \rangle \left(g^{(2)}(0)-1 \right)" S143 Q328
	Q4316440 P2534 "x_{ij} \in \left\{ -1,0,+1 \right\}" S143 Q328
	Q7250015 P2534 " PK\{(x) y_1= g_1^{x} \land y_2={(g_2^a)}^{x} g_2^b \}," S143 Q328
	Q7917833 P2534 "C\operatorname{-}\min_{x \in S} f(x)" S143 Q328
	Q8062835 P2534 "G(m,n,r) = \langle a,b \| a^n = b^m = 1, a^b = a^r \rangle , where ''mn'' is the order of ''G''(''m'',''n'',''r''), the [[greatest common divisor]], gcd((''r''-1)''n'', ''m'') = 1, and ''r''<sup>''n''</sup> ≡ 1 (mod ''m'')." S143 Q328
	Q211459 P2534 "\left( \frac{\partial ( \Delta G^\ominus/T ) } {\partial T} \right)_p = - \frac {\Delta H} {T^2}" S143 Q328
	Q7575213 P2534 "\mathbf{C}^n = \bigoplus _{i = 1}^k Y_i." S143 Q328
	Q904513 P2534 "q = f(\varepsilon) q^*." S143 Q328
	Q1066266 P2534 "\operatorname{grad}(\mathbf{A}) = \nabla \mathbf{A} " S143 Q328
	Q371133 P2534 "(f*g)(a, b)=\sum_{a\leq x\leq b}f(a, x)g(x, b)." S143 Q328
	Q6675823 P2534 "\Delta= \begin{pmatrix}I&B_2+z_2&B_1+z_1\\J^\dagger&-B_1^\dagger-\bar{z_1}&B_2^\dagger+\bar{z_2}\end{pmatrix}." S143 Q328
	Q2605695 P2534 "\left[\hat{b}^\dagger, \hat{b}^\dagger \right]_- = 0" S143 Q328
	Q17100601 P2534 " \frac{dy}{dx}+p(x)y=q(x)" S143 Q328
	Q633815 P2534 " X(u,v) = r \, (1 + \cos v) \, \cos u, " S143 Q328
	Q6087008 P2534 "M(n) = \min_{A,B} \max_k M_k. \,\!" S143 Q328
	Q13577951 P2534 "F(x) =\int_0^\infty P_{it-1/2}(x)f(t) dt,\quad (1 \leq x \leq \infty)," S143 Q328
	Q7782365 P2534 " \frac{dN(t)}{dt}=rN(t) " S143 Q328
	Q17005838 P2534 "G(\chi)=\sum \chi(a) \zeta^a" S143 Q328
	Q819095 P2534 "Qf = \int f dQ " S143 Q328
	Q1690440 P2534 " F_{P}=\frac{3}{4\pi^2}\left(\frac{\lambda_{c}}{n}\right)^3\left(\frac{Q}{V}\right)\,," S143 Q328
	Q5531551 P2534 "\sqrt{(a-b)(c+d)} \, " S143 Q328
	Q5128446 P2534 "EU(n)=\left \{e_1,\ldots,e_n \ \ (e_i,e_j)=\delta_{ij}, e_i\in \mathcal{H} \right \}." S143 Q328
	Q5969533 P2534 "<math chem>K_a = \frac\ce{[H^+][A^-]}\ce{[HA]}" S143 Q328
	Q558339 P2534 "\mathrm{r}_i\,\mathrm{r}_j = \mathrm{r}_{i+j}, \quad \mathrm{r}_i\,\mathrm{s}_j = \mathrm{s}_{i+j}, \quad \mathrm{s}_i\,\mathrm{r}_j = \mathrm{s}_{i-j}, \quad \mathrm{s}_i\,\mathrm{s}_j = \mathrm{r}_{i-j}." S143 Q328
	Q1780355 P2534 "x \bullet y = \mbox {round} (x \circ y)" S143 Q328
	Q906456 P2534 "\tau_1 \subseteq \tau_2." S143 Q328
	Q17285 P2534 "\mathbf{n} \cdot (\mathbf{r}-\mathbf{r}_0)=0." S143 Q328
	Q181710 P2534 "\int \frac{x+A}{\sqrt{x^4+ax^3+bx^2+cx+d}}\, dx" S143 Q328
	Q1225362 P2534 "\frac{d}{dt}\frac{\partial L}{\partial \dot{q}_i} = \frac{\partial L}{\partial q_i} \,,\quad \dot{q}_i \equiv \frac{dq_i}{dt}\,. " S143 Q328
	Q740207 P2534 "d_Y\left(f(a),f(b)\right)=d_X(a,b).<ref>{{cite journal\|" S143 Q328
	Q7512855 P2534 " d \Omega^p(M)\rightarrow \Omega^{p+1}(M) " S143 Q328Q5058371 P2534 "\mathrm{efficiency}=\frac{N_\mathrm{c}}{\mathrm{BW}\cdot A_\mathrm{c}}," S143 Q328
	Q4949986 P2534 "\exists n < t\, \phi \Leftrightarrow \exists n ( n < t \land \phi)" S143 Q328
	Q17152628 P2534 " A(\tau) = \int_{-\infty}^{+\infty}E(t)E^*(t-\tau)dt" S143 Q328
	Q274502 P2534 "3N = 6 = 3 + 2 + 1." S143 Q328
	Q580078 P2534 " E_{in}-E_{out}= \Delta E_{system}" S143 Q328
	Q1378504 P2534 " s \xrightarrow[R]{} t if and only if there exist x, y, u, v \in \Sigma^* such that s = xuy, t = xvy, and u \rightarrow v." S143 Q328
	Q1737729 P2534 "F(a,b,c,d,e) = d \oplus e \oplus ac \oplus ae \oplus bc \oplus be \oplus cd \oplus de \oplus ade \oplus ace \oplus abd \oplus abc" S143 Q328
	Q5700917 P2534 "H_x(A, B) = \frac{A^x B^{1-x} + A^{1-x} B^x}{2}." S143 Q328
	Q555066 P2534 "D \lessapprox \sqrt{\frac{S \cdot v}{\dot{\theta_{t}}}-\frac{S^2}{4}}," S143 Q328
	Q51501 P2534 " \frac{d}{dt} \iint_{\Sigma} \mathbf{B} \cdot \mathrm{d}\mathbf{S} = \iint_{\Sigma} \frac{\partial \mathbf{B}}{\partial t} \cdot \mathrm{d}\mathbf{S}\,," S143 Q328
	Q6472736 P2534 "\mathfrak{L} = (w^{1})^{2} D a_{11} + 2 w^{1}w^{2} D a_{12} + (w^{2})^{2} D a_{22}." S143 Q328
	Q5507425 P2534 "\int_M \omega^{{dim_{\Bbb C} M}}>0." S143 Q328
	Q5121280 P2534 "x^2\equiv n \pmod{p}," S143 Q328
	Q651480 P2534 "\\| \mathbf{x} \\| = \sqrt{ \mathbf{x} \cdot \mathbf{x}}" S143 Q328
	Q7682878 P2534 " \mathbf{v}=\mathbf{v}_{\parallel}+\mathbf{v}_\perp" S143 Q328
	Q341835 P2534 "p = mv," S143 Q328
	Q1187877 P2534 "\sin \left(angle \right) = {perpendicular \over hypotenuse}" S143 Q328
	Q7265303 P2534 " \int_a^b f'(x) \, dx = f(b) - f(a) " S143 Q328
	Q13206 P2534 " a = \frac{g-2}{2} " S143 Q328
	Q7858744 P2534 " \mathbf{Q} = Q_{pq}(\mathbf{e}_p\otimes \mathbf{e}_q)," S143 Q328
	Q505798 P2534 "\left\|G\right\| = \left[G H\right] \cdot \left\|H\right\|\mbox{,}" S143 Q328
	Q6839077 P2534 " \frac{10!}{2! 2! 3! 3!} \cdot 1! 1! 2! 2! \cdot \frac{1}{2 \cdot 2}" S143 Q328
	Q7253034 P2534 " T(n) = S(n) + T(n(1-p)). " S143 Q328
	Q7254653 P2534 "\left\{\{a,b,c,d\},\{a,b,c\},\{a,b,d\},\{a,b\},\{a\},\{b\},\emptyset\right\}. This topology corresponds to the partial order a<c,b<c,a<d,b<d where open sets are downward closed sets. ''X'' is highly [[pathological (mathematics)\|pathological]] from the usual viewpoint of [[general topology]] as it fails to satisfy any [[separation axiom]] besides [[Kolmogorov space\|T<sub>0</sub>]]. However, from the viewpoint of [[algebraic topology]] ''X'' has the remarkable property that it is indistinguishable from the [[circle]] ''S''<sup>1</sup>." S143 Q328
	Q7070100 P2534 "{dn \over dt} = an^2 - bn," S143 Q328
	Q217030 P2534 " X + Y + Z = 1.00 " S143 Q328
	Q7292693 P2534 " P \times \sum_{i=1}^{N} 1_{\text{index}(i) \in \text{Range}} \times \frac{1}{N}" S143 Q328
	Q46303 P2534 "\displaystyle \|d-c\| < \|b-a\| < d+c." S143 Q328
	Q1103484 P2534 "N \to \infty, V \to \infty , N/V =\text{const}" S143 Q328
	Q44535 P2534 "n\geq10^{m-1}>81m" S143 Q328
	Q1417868 P2534 " \varepsilon = \varepsilon' - j \varepsilon'' ." S143 Q328
	Q357858 P2534 "F \mathcal{D} \rightarrow \mathcal{C} &nbsp; and &nbsp; G \mathcal{C} \rightarrow \mathcal{D}" S143 Q328
	Q462144 P2534 "X_{n+1} = \sum_{j=1}^{X_n} \xi_j^{(n)}" S143 Q328
	Q3823543 P2534 "I_n =\int f(x,n) \,\text{d}x, " S143 Q328
	Q4480685 P2534 "\mathbf{p} = m \mathbf{v}," S143 Q328
	Q2353491 P2534 " F_{\text{centrifugal}} = m \Omega^2 \rho " S143 Q328
	Q16999595 P2534 " -\frac{\hbar^2}{2 m} \frac{d^2 R(r)}{dr^2} + [E-V_\textrm{eff}(r)] R(r) = 0 " S143 Q328
	Q4392123 P2534 " A = \bigcup_{r \in \mathbb{Q}} \{(ry,y) \mid y \in \mathbb{R}\}," S143 Q328
	Q5961252 P2534 " \{\mathbf{Shape}=square, \mathbf{Color}=blue, \mathbf{Size}=small\} \Longrightarrow \; \{\mathbf{Class}=good\} " S143 Q328
	Q16154730 P2534 "\Omega X \times \Omega X \to \Omega X " S143 Q328
	Q505579 P2534 "\mathrm{ENOB} = \frac{\mathrm{SINAD}-1.76}{6.02}," S143 Q328
	Q7140637 P2534 "Z[J] = \int \mathcal{D}\phi e^{i(S[\phi]+\int d^dx J(x)\phi(x))}" S143 Q328
	Q7631737 P2534 " \lim_{x \to c} \frac{f(x)}{g(x)}. \! " S143 Q328
	Q3267326 P2534 " G_{\alpha\beta} = \pm \frac{1}{g_s} [D_\alpha, D_\beta]\,," S143 Q328
	Q245133 P2534 " f(z)=e^{1/z}.\," S143 Q328
	Q7333652 P2534 "L_1 / L_2 = \{w \ \| \ \exists x ((x \in L_2) \land (wx \in L_1)) \}" S143 Q328
	Q1816316 P2534 "\zeta(s)=\frac{1}{s-1}+\sum_{n=0}^\infty \frac{(-1)^n}{n!} \gamma_n \; (s-1)^n." S143 Q328
	Q1050404 P2534 "\Delta U = \sum_i E_i\," S143 Q328
	Q6575377 P2534 " A = QR, \, " S143 Q328
	Q1552291 P2534 "L[u] = A(u_{xx}u_{yy} - u_{xy}^2) + Bu_{xx} + 2Cu_{xy} + Du_{yy} + E = 0," S143 Q328
	Q17087340 P2534 "RR= \frac {p_\text{issue occurring}}{p_\text{issue not occurring}} " S143 Q328
	Q25111739 P2534 " (g \circ g^\prime) \cdot m = g \cdot (g^\prime \cdot m)\in \mathcal { M} ." S143 Q328
	Q855112 P2534 "R(u,v)w=\nabla_u\nabla_v w - \nabla_v \nabla_u w - \nabla_{[u,v]} w" S143 Q328
	Q2630107 P2534 " \frac{ r }{ m } - \ln( m ) - 1.24 = 0 ." S143 Q328
	Q7293283 P2534 " K_a = \frac{\cos \beta - \left(\cos ^2 \beta - \cos ^2 \phi \right)^{1/2}}{\cos \beta + \left(\cos ^2 \beta - \cos ^2 \phi \right)^{1/2}}*cos\beta" S143 Q328
	Q173853 P2534 "i^2=j^2=k^2=ijk=-1," S143 Q328
	Q898323 P2534 " \epsilon H = p(t)(q(t+\epsilon) - q(t)) - \epsilon L \," S143 Q328
	Q7784630 P2534 "C_1=\{(0,0),(-1,-1),(0,-1),(1,-1)\} and D_1=\{(-1,1),(0,1),(1,1)\}," S143 Q328
	Q1765138 P2534 " \frac{1}{1-x} = 1 + x + x^2 + x^3 + \cdots \text{ for } \|x\|<1 <ref name =singh>{{cite journal \| last1 = Singh \| first1 = A. N. \| date = 1936 \| title = On the Use of Series in Hindu Mathematics \| url = \| journal = Osiris \| volume = 1 \| issue = \| pages = 606–628 \|doi = 10.1086/368443 }}</ref>" S143 Q328
	Q5275358 P2534 " \Pr[\mathcal{A}(D_1) \in S] \leq e^{\epsilon} \times \Pr[\mathcal{A}(D_2) \in S]," S143 Q328
	Q1940696 P2534 "\operatorname{MSE}=\frac{1}{n}\sum_{i=1}^n(\hat{Y_i} - Y_i)^2" S143 Q328
	Q17104831 P2534 " \lim_{\Delta x \to 0}f'(x) = \frac {f(x+\Delta x)-f(x)}{\Delta x} " S143 Q328
	Q333464 P2534 "T_1 + T_2 + T_3 + T_7. \," S143 Q328
	Q1426292 P2534 "\sup\nolimits_{T \in F} \\|T(x)\\|_Y < \infty, " S143 Q328
	Q6321608 P2534 " \|\text{Tr}(A)^2 -4\| + \|\text{Tr}(ABA^{-1}B^{-1})-2\|\ge 1. \, " S143 Q328
	Q604572 P2534 "\mathrm {rad}(M) = \bigcap \{ N \mid N \mbox{ is a maximal submodule of M} \} \," S143 Q328
	Q1509342 P2534 "x = x_0 + u (x_1 - x_0) = x_0 + t \Delta x\,\!" S143 Q328
	Q7281576 P2534 "\langle x_{n} - x, x_{n} - x\rangle = \langle x_{n} , x_{n} \rangle - \langle x_{n} , x\rangle - \langle x, x_{n} \rangle + \langle x, x\rangle, " S143 Q328
	Q1324199 P2534 "P = \frac{2\gamma}{r}" S143 Q328
	Q4918129 P2534 " \mathrm{Ric} \geq (n-1) K \," S143 Q328
	Q17153670 P2534 "RfD (mg/kg/day) = {NOEL (mg/kg/day) \over Uf_{inter} * Uf_{intra} * Uf_{other}}" S143 Q328
	Q2918867 P2534 "V = {2 \pi a \over \lambda} \sqrt{{n_1}^2 - {n_2}^2}\quad = {2 \pi a \over \lambda} \mathrm{NA}," S143 Q328
	Q2671311 P2534 "\frac{\partial u}{\partial t} = F\left(u,\, x,\, t,\, \frac{\partial u}{\partial x},\, \frac{\partial^2 u}{\partial x^2}\right)" S143 Q328
	Q1134089 P2534 "\sqrt{A^2+D^2}" S143 Q328
	Q17165345 P2534 "i_{E3} = \frac{\beta + 1}{\beta}i_{C3} … (1)" S143 Q328
	Q2078326 P2534 "H^2 = \frac{8 \pi G}{3} \rho - \frac{kc^2}{a^2}" S143 Q328
	Q540129 P2534 "1^2 + 2^2 + 3^2 + \cdots + n^2 = {n(n + 1)(2n + 1)\over 3!}" S143 Q328
	Q5192379 P2534 " \mathbf{x}_{t+1}=\mathbf{x}_t + s E_t, " S143 Q328
	Q193068 P2534 "E = h f\," S143 Q328
	Q849512 P2534 " f = (1\ 3)(4\ 5)=\begin{pmatrix} 1 & 2 & 3 & 4 & 5 \\ 3 & 2 & 1 & 5 & 4\end{pmatrix} " S143 Q328
	Q3234036 P2534 "F = \frac{Q_1Q_2}{r^2}" S143 Q328
	Q1889114 P2534 "f = \frac{1}{2\pi\sqrt{LC}} \, " S143 Q328
	Q526938 P2534 "(x_1-\overline{x},\,\dots,\,x_n-\overline{x})," S143 Q328
	Q1675274 P2534 "(d)b + (d-1)b^{2} + \cdots + 3b^{d-2} + 2b^{d-1} + b^{d}" S143 Q328
	Q18217326 P2534 " d \log X_i(t) = \gamma_i(t) \, dt + \sum_{\nu=1}^d \xi_{i \nu}(t) \, dW_{\nu}(t)" S143 Q328
	Q17068651 P2534 " \operatorname{Rep}(Q,\mathbf{d})=\{V\in \operatorname{Rep}(Q) V_i = \mathbf{d}(i)\}" S143 Q328
	Q195076 P2534 "r= x\cos\theta + y\sin\theta ," S143 Q328
	Q4653691 P2534 "r = \frac{3GM}{c^{2}}" S143 Q328
	Q25098598 P2534 " \bar{x} = {Cm + \sum_{i=1}^n{x_i} \over C + n} " S143 Q328
	Q5532481 P2534 "\beta_0 + \beta_1 z + \beta_2 z^2 + \dots = \sum_{n \geqslant 0} \beta_n z^n" S143 Q328
	Q13264212 P2534 "\omega_{1} \approx \sqrt{\frac {g \sum_ {i = 1}^n {w_ {i} y_ {i}}} {\sum_ {i = 1}^n {w_ {i} y_ {i}^2}}}" S143 Q328
	Q2670060 P2534 " v_f^2 = v_i^2 + 2 a \Delta d \," S143 Q328
	Q5586634 P2534 "x^i(p,m^i)" S143 Q328
	Q898896 P2534 "\mathrm{NA} = n \sin \theta," S143 Q328
	Q15302927 P2534 "S=2\pi\sqrt{\tfrac{c}{6}\bigl(L_0-\tfrac{c}{24}\bigr)}," S143 Q328
	Q7261159 P2534 "\sum_{j=1}^n a_{ij}x_j = y_i \qquad\mbox{ for } i=1,\ldots,m" S143 Q328
	Q352374 P2534 "\mathrm{Rhodopsin \rightleftharpoons \ Retinal + Opsin}" S143 Q328
	Q186875 P2534 "\begin{align}2^{ab}-1&=(2^a-1)\cdot \left(1+2^a+2^{2a}+2^{3a}+\cdots+2^{(b-1)a}\right)\\&=(2^b-1)\cdot \left(1+2^b+2^{2b}+2^{3b}+\cdots+2^{(a-1)b}\right). \end{align}" S143 Q328
	Q7278838 P2534 "angle = 2\pi \frac{part}{total}, where ''angle'' is given in [[radian]]s (change 2&pi; to 360 for degrees), ''part'' is the partial amount represented by the slice and ''total'' is the total amount represented by all slices. &mdash; [[UserKieff\|Kieff]] 0219, 12 January 2007 (UTC)" S143 Q328
	Q7269444 P2534 " \|f(x) - f(y)\| < \epsilon \;\;\;\; \forall y \in G " S143 Q328
	Q797816 P2534 "\overline\partial + \overline\partial^*" S143 Q328
	Q7250457 P2534 " dW \ = \ dQ_c \ - \ (-dQ_h) " S143 Q328
	Q2735449 P2534 "E_K(P)=C," S143 Q328
	Q7228635 P2534 "s_p^2=\frac{\sum_{i=1}^k (n_i - 1)s_i^2}{\sum_{i=1}^k(n_i - 1)} = \frac{(n_1 - 1)s_1^2+(n_2 - 1)s_2^2+\cdots+(n_k - 1)s_k^2}{n_1+n_2+\cdots+n_k - k}" S143 Q328Q7543545 P2534 "\frac {1} {360 \times 60 \times 60} " S143 Q328
	Q3123369 P2534 "\bigcap_{n=1}^{\infty} A_n \in \mathcal{R} if A_{n} \in \mathcal{R} for all n \in \mathbb{N}" S143 Q328
	Q7576709 P2534 "\sigma^{n} = \frac{1}{H^{n}(\mathbf{S}^{n})} H^{n}." S143 Q328
	Q6002234 P2534 "Z_{i 1} = Z + \frac{1}{2Y+\frac{1}{Z+Z_{i 1}}}" S143 Q328
	Q1665305 P2534 " Y = X \beta + U " S143 Q328
	Q6658102 P2534 "\,x^2 = Ny^2 + 1," S143 Q328
	Q13534105 P2534 "\boldsymbol{\mu} = \frac{-e}{2m_\text{e}}\, \mathbf{L}." S143 Q328
	Q1530564 P2534 "p = \frac{x^3 - y^3}{x - y},\ x = y + 1,\ y>0<ref>Cunningham, On quasi-Mersennian numbers</ref>" S143 Q328
	Q41171 P2534 "\text{Unemployment rate}=\frac{\text{Unemployed workers}}{\text{Total labor force}} \times 100\%" S143 Q328
	Q2708903 P2534 "\frac{n^2(n+1)}{2}" S143 Q328
	Q1335086 P2534 "P \cong 0.35 \sqrt{L_\mathrm w}" S143 Q328
	Q115368 P2534 "\cos{\left(\frac{2\pi}{17}\right)} = -\frac{1}{16} \; + \; \frac{1}{16} \sqrt{17} \;+\; \frac{1}{16} \sqrt{34 - 2 \sqrt{17}} \;+\; \frac{1}{8} \sqrt{ 17 + 3 \sqrt{17} - \sqrt{34 - 2 \sqrt{17}} - 2 \sqrt{34 + 2 \sqrt{17}} }" S143 Q328
	Q7636889 P2534 "X \sim N(\mu_X, \sigma_X^2)" S143 Q328
	Q547823 P2534 "v-e+f=2." S143 Q328
	Q6663385 P2534 "\mbox{Loading dose} = \frac{C_p V_d}{F S}" S143 Q328
	Q4516348 P2534 " {n \choose k} = \frac{n!}{k! \, (n-k)!} , " S143 Q328
	Q2470767 P2534 "B_\nu \propto \sqrt{\frac{1+v}{1-v}\ }" S143 Q328
	Q1078003 P2534 " \frac{N!}{2(\ln 2)^{N+1}}.<ref>{{cite book \| last = Wilf \| first = Herbert S. \| authorlink = Herbert Wilf \| title = generatingfunctionology \| origyear = 1990 \| url = http//www.math.upenn.edu/~wilf/DownldGF.html \| accessdate = 2006-08-06 \| edition = Second \|date=January 1994 \| publisher = [[Academic Press]] \| isbn = 0-12-751956-4 \| pages = 175–176 \| chapter = Chapter 5 Analytic and asymptotic methods }}</ref>" S143 Q328
	Q1761108 P2534 " <math alt="the source impedance equals the complex conjugate of the load impedance">Z_\mathrm S = Z_\mathrm L^* \, " S143 Q328
	Q4654131 P2534 "out = (i \times s+o)^p\," S143 Q328
	Q263478 P2534 "f = 2^{n/12} \times 440 \,\text{Hz}\," S143 Q328
	Q6553487 P2534 " \Pr(Y=1 \| X=x) = x'\beta . " S143 Q328
	Q7884366 P2534 " y(2k)=ay(2k-9)+x(2k)" S143 Q328
	Q18351510 P2534 "x_t=a_1x_{t-1} +a_2x_{t-2}+\cdots +a_kx_{t-k}." S143 Q328
	Q5208527 P2534 "\sigma_{A, A^*} \circ\varepsilon^\dagger_A = \eta_A" S143 Q328
	Q4454980 P2534 " A_t = \#\{c \in C \mid w(c) = t \} " S143 Q328
	Q3395695 P2534 " q_n(x) = \int_\mathbb{R}\! \frac{p_n(t) - p_n(x)}{t - x} \rho(t)\,dt. " S143 Q328
	Q17101617 P2534 "F = {1 \over 4 N_e u + 1}" S143 Q328
	Q5532431 P2534 "e_j e_k = \omega_{jk} e_k e_j \," S143 Q328Q5446450 P2534 "+ 1.737 \times \log_{10} [18.126 (\mu mol/L)] - 1.184 \times [1.45 (g/L)] + 0.301 \times 1-5.54" S143 Q328
	Q2393193 P2534 "\mbox{QP} = \bigcup_{c \in \mathbb{N}} \mbox{DTIME}(2^{(\log n)^c})" S143 Q328
	Q3308477 P2534 " \left(\frac qp\right) = (-1)^{\sum_u \left \lfloor qu/p \right \rfloor}," S143 Q328
	Q6126499 P2534 "e^w = z\,\!" S143 Q328
	Q2919744 P2534 "\sigma(T) = \sigma_p (T) \cup \sigma_c (T) \cup \sigma_r (T)." S143 Q328
	Q2638 P2534 "q = \left \lfloor \frac{\left (x-1 \right )}{M} \right \rfloor " S143 Q328
	Q3153758 P2534 " W_n = \int_0^{\frac{\pi}{2}} \sin^n(x)\,dx, " S143 Q328
	Q2036580 P2534 " f(x) = \int e^{i \phi(x,\xi)}\, a(x,\xi) \, \mathrm{d} \xi " S143 Q328
	Q1193821 P2534 " \Delta E \Delta t \geq {h \over 4 \pi}" S143 Q328
	Q4733975 P2534 " [H^{\lambda,\alpha}_\omega u](n) = u(n+1) + u(n-1) + 2 \lambda \cos(2\pi (\omega + n\alpha)) u(n), \, " S143 Q328
	Q898575 P2534 "h = s^2 - r^2, " S143 Q328
	Q2376482 P2534 "Beam = LOA^{2/3} + 1" S143 Q328
	Q3403615 P2534 " M_N = \frac{1}{N}\sum_{i=1}^{N} X_i." S143 Q328
	Q2728886 P2534 " y^2 = x(x-a^n)(x+b^n). \, " S143 Q328
	Q4115331 P2534 " T(s)=\gamma'(s),\quad T'(s)=k(s)N(s),\quad R(s)=\frac{1}{\left\|k(s)\right\|}." S143 Q328
	Q71746 P2534 " a \text{ (digit at } i\text{ )} \times b \text{ (digit at } (n-i)\text{)}." S143 Q328
	Q1052034 P2534 " z^{\mathrm{T}}I z = \begin{bmatrix} a & b\end{bmatrix} \begin{bmatrix} 1 & 0 \\ 0 & 1\end{bmatrix} \begin{bmatrix} a \\ b\end{bmatrix}= a^2 + b^2." S143 Q328
	Q7446569 P2534 "D^A\phi=0" S143 Q328
	Q13048280 P2534 "H_o = \frac{\sum\limits_{i=1}^{n}{(1\ \textrm{if}\ a_{i1} \neq a_{i2})}}{n}" S143 Q328
	Q1244941 P2534 "V_{\mathrm{o}} = A_\mathrm{d} (V_+ - V_-) + \tfrac{1}{2} A_\mathrm{cm} (V_+ + V_-)," S143 Q328
	Q1241487 P2534 "\textrm{ZPP} = \textrm{RP} \cap \,\text{co}\,\textrm{-RP}, \,\!" S143 Q328
	Q41273 P2534 "\mathbf{p} = m \mathbf{v}," S143 Q328
	Q910404 P2534 "V_n^{(2)} = \left \{ij \ \ 1 \leq j \leq n, i \neq j \right \} \subset V^{(2)}, \qquad i=1, \cdots, n." S143 Q328
	Q1029234 P2534 "f_r = f_t \left( \frac{1+v/{c'}}{1-v/c'} \right)" S143 Q328
	Q3151 P2534 "\Gamma=\frac{G_F^2 m_\mu^5}{192\pi^3}I\left(\frac{m_e^2}{m_\mu^2}\right)," S143 Q328
	Q1632964 P2534 "g_m = \frac{\Delta I_\text{out}}{\Delta V_\text{in}}" S143 Q328
	Q147978 P2534 "V(S) = \{x \in \mathbb{A}^n \mid f(x) = 0, \forall f \in S\}" S143 Q328
	Q4046134 P2534 "V_0=2, V_1=A, V_j=AV_{j-1}-V_{j-2}" S143 Q328
	Q6734200 P2534 "\displaystyle \sum g_n(x)t^n/n! = \exp(x(1+t-e^t)) " S143 Q328
	Q590051 P2534 "v = v(\lambda).\," S143 Q328
	Q1434158 P2534 " D = {\mu \, k_B T} " S143 Q328
	Q4644246 P2534 "\Delta(t) = t^3 - t^2 + t - 1 + t^{-1} - t^{-2} + t^{-3}, \, " S143 Q328
	Q7208287 P2534 "\varrho \mapsto \varrho(B) \colon \mathfrak{N} \to \mathbb{Z}_{+} " S143 Q328
	Q1165639 P2534 "1~\text{F}^{-1} = \frac{1~\text{V}}{1~\text{C}}=\frac{1~\Omega}{1~\text{s}}" S143 Q328
	Q4835204 P2534 "L(s) = \frac{N(s)}{D(s)}." S143 Q328
	Q25304808 P2534 "\text{FWER}=1 - (1-\alpha)^m" S143 Q328
	Q1051982 P2534 "\mbox{child shoe size} = (3\times\mbox{last length in inches})-12" S143 Q328
	Q209 P2534 "\displaystyle (AP)^2 + (CP)^2 = (BP)^2 + (DP)^2." S143 Q328
	Q5141365 P2534 " \int_X \| x\rangle\langle x\|\; d\nu (x) = I_{\mathfrak H} " S143 Q328
	Q192276 P2534 "\mu\left(\bigcup_{k=1}^\infty E_k\right)=\sum_{k=1}^\infty \mu(E_k)" S143 Q328
	Q1091138 P2534 "\mathbf{v} = v\hat{\mathbf{u}}_t" S143 Q328
	Q2913431 P2534 "A = B \triangle N = \left( B \setminus N \right) \cup \left( N \setminus B \right)." S143 Q328
	Q7259625 P2534 "Threshold \ Criteria \begin{cases} \mathrm{ \begin{align} Cell(n) > [Cell(n-2) + \\ Cell(n-1) + \\ Cell(n+1) + \\ Cell(n+2)] \times \\ Constant \end{align} }\end{cases}" S143 Q328
	Q17103625 P2534 "C_n = \frac{1}{n+1}\binom{2n}{n}.<ref>{{harvtxt\|Knuth\|1968}}; {{harvtxt\|Rotem\|1981}}.</ref>" S143 Q328
	Q1656688 P2534 "f\left(\begin{pmatrix}1 & b \\ 0 & 1\end{pmatrix}g\right) = \tau(b)f(g). " S143 Q328
	Q4937705 P2534 " c_1^2 \le 3 c_2\ " S143 Q328
	Q17295 P2534 "\mathbf{x}\cdot\mathbf{y} = \sum_{i=1}^n x_iy_i = x_1y_1+x_2y_2+\cdots+x_ny_n," S143 Q328
	Q215108 P2534 "O(A_1A_2\|B) = \Lambda(A_1A_2\|B) \cdot O(A_1A_2) ," S143 Q328
	Q10265550 P2534 "\rm HCO_3^- + H^+ \leftrightarrow H_2CO_3 \leftrightarrow CO_2 + H_2O" S143 Q328
	Q6042592 P2534 " \sigma_g = \exp \left( \sqrt{ \sum_{i=1}^n ( \ln { A_i \over \mu_g } )^2 \over n } \right). \qquad \qquad (1) " S143 Q328
	Q6008560 P2534 "\phi_iU_i \to \mathbf{R}^n" S143 Q328
	Q1331104 P2534 " \dot{\mathbf{x}}(t) = A(t) \mathbf{x}(t) + B(t) \mathbf{u}(t)" S143 Q328
	Q936692 P2534 "\pi^- + C\to \bar\Sigma^- + K^0 + \bar K^0 + K^- + p^+ + \pi^+ + \pi^- + \hbox{nucleus recoil}" S143 Q328
	Q266736 P2534 "M=\chi \omega / \gamma \ , " S143 Q328
	Q1591270 P2534 "H=\frac{\rho_T}{\rho_B}" S143 Q328
	Q1062242 P2534 "F(X) \rightarrow \prod_{\alpha\in A} F(X_\alpha) {{{} \atop \longrightarrow}\atop{\longrightarrow \atop {}}} \prod_{\alpha,\beta \in A} F(X_\alpha\times_X X_\beta)" S143 Q328
	Q7209102 P2534 "u on \R^n " S143 Q328
	Q1067155 P2534 "S(x) = \sum_{k=0}^n a_k \phi_k(x)" S143 Q328
	Q10985745 P2534 "f(z)=\sum_{n=0}^\infty \left[ A_n(1-z) f^{(2n)}(0) + A_n(z) f^{(2n)}(1) \right] + \sum_{k=1}^N C_k \sin (k\pi z)." S143 Q328
	Q960836 P2534 "R_{\mathrm{T}} = \frac{k\sigma_{\mathrm{T}}(1-\nu)}{\alpha E}\,," S143 Q328
	Q431078 P2534 "a b^3 c^{-1} c a^{-1} c\," S143 Q328
	Q25250 P2534 "\Delta V_{BA} = V(x_B) - V(x_A) = - \int_{r_0}^{x_B} \vec{E} \cdot d\vec{l} - \left( - \int_{r_0}^{x_A} \vec{E} \cdot d\vec{l} \right) " S143 Q328
	Q6398156 P2534 " c \equiv m^e \pmod{n}." S143 Q328
	Q656595 P2534 "M=\chi \omega / \gamma \ , " S143 Q328
	Q767770 P2534 "\varphi = \frac{q}{\hbar} \int_P \mathbf{A} \cdot d\mathbf{x}," S143 Q328
	Q7269079 P2534 "\textstyle (AX, BY, ax, by) " S143 Q328
	Q2264419 P2534 "L(s,\chi) = \sum_{n=1}^\infty \frac{\chi(n)}{n^s}." S143 Q328
	Q3137239 P2534 "{\rm Force\,of\,gravity} \propto \frac{\rm mass\,of\,object\,1\,\times\,mass\,of\,object\,2}{\rm distance\,from\,centers^2}" S143 Q328
	Q2678309 P2534 " q = hA(T_{a}-T_{b})" S143 Q328
	Q1396217 P2534 "\mathrm{d} X_t = a(X_t) \, \mathrm{d} t + b(X_t) \, \mathrm{d} W_t," S143 Q328
	Q2366896 P2534 "x=s+n\ " S143 Q328
	Q212656 P2534 " d = 0.61 \frac{\lambda_0}{N\!A} \;\!" S143 Q328
	Q1096862 P2534 "F(x;\mu,\beta) = e^{-e^{-(x-\mu)/\beta}}.\," S143 Q328
	Q7379705 P2534 "\pm\left(\sqrt{\frac{5}{2}},\ \frac{1}{\sqrt{6}},\ \frac{1}{\sqrt{3}},\ \pm1\right)" S143 Q328
	Q3757134 P2534 " a_{ij} = a_{n-j+1,n-i+1} for all ''i'', ''j''.<ref>{{citation \| first1=Gene H. \| last1=Golub \| author1-link=Gene H. Golub \| first2=Charles F. \| last2=Van Loan \| author2-link=Charles F. Van Loan \| year=1996 \| title=Matrix Computations \| edition=3rd \| publisher=Johns Hopkins \| place=Baltimore \| isbn=978-0-8018-5414-9}}. See page 193.</ref>" S143 Q328
	Q903447 P2534 "\ v = \frac{[M]_0-[M]}{[I]_0}<ref name=Principles />" S143 Q328
	Q861800 P2534 "t\mapsto f(t)+(p-r(t)){f'(t)\over r'(t)}." S143 Q328
	Q5168561 P2534 "[\phi, [\chi, \psi]] = [[\phi, \chi], \psi] + [\chi, [\phi, \psi]]" S143 Q328
	Q289500 P2534 "f(x)-f(x_0)\ge c(x-x_0)" S143 Q328
	Q1902055 P2534 "\mathop{\darr}x = \{y\in X y\leq x\} = \textrm{cl}\{x\}" S143 Q328
	Q2101025 P2534 "A^\circ = \{y \in Y \sup_{x \in A} \|\langle x,y \rangle \| \le 1\}" S143 Q328
	Q7575204 P2534 "M_{\phi}(X) = -\int_0^1 \phi(p) F_X^{-1}(p) dp" S143 Q328
	Q5254536 P2534 "0\rightarrow M^\prime\rightarrow M\rightarrow M^{\prime\prime}\rightarrow0" S143 Q328
	Q7575807 P2534 " 1 \lor 2 \iff \| 0 \rangle " S143 Q328
	Q3134666 P2534 " \Pi_{a_1, ...,a_n}( R ) = \{ \ t[a_1,...,a_n] \ t \in R \ \}" S143 Q328
	Q3333764 P2534 "\mathbf{CP}^n = \left\{ \mathbf{Z} = [Z_0,Z_1,\ldots,Z_n] \in {\mathbf C}^{n+1}\setminus\{0\}\, \right\} / \{ \mathbf{Z} \sim c\mathbf{Z}, c \in \mathbf{C}^* \}." S143 Q328
	Q7646006 P2534 "\frac{1}{\tau_\mathrm{eff}} = \frac{1}{\tau_\mathrm{bulk}} + \frac{2s}{d}" S143 Q328
	Q7617811 P2534 "\text{E}_1\sum_{t=1}^S [y_t^T Qy_t + u_t^T Ru_t]" S143 Q328
	Q220409 P2534 "B_n= \left \langle \sigma_1,\ldots,\sigma_{n-1}\| \sigma_i\sigma_{i+1}\sigma_i=\sigma_{i+1}\sigma_i\sigma_{i+1}, \sigma_i\sigma_j=\sigma_j\sigma_i \right \rangle, " S143 Q328
	Q1683292 P2534 "{f(x+h)-f(x)\over h}." S143 Q328
	Q7604161 P2534 " A = \{-V_T (V_t)_{t=0}^T \text{ is the price of a self-financing portfolio at each time}\}." S143 Q328
	Q277111 P2534 "\frac{\ln(1+0.026\times 418)}{0.026} \approx \text{95 years}" S143 Q328
	Q2226682 P2534 " \pi(x) [\bigoplus_{f} \xi_f] = \bigoplus_{f} \pi_f(x)\xi_f." S143 Q328
	Q938614 P2534 " \sum_{i=1}^{n}{\alpha_{i} \cdot x_{i}} = \alpha_{1} x_{1} + \alpha_{2} x_{2} + \cdots +\alpha_{n} x_{n}, " S143 Q328
	Q2008549 P2534 "\varphi = \psi \circ \exp_p S' \longrightarrow \mathbb{R}^{3} " S143 Q328
	Q2849637 P2534 "\Psi[U\mathbf{A}U^{-1}-(dU)U^{-1},U\phi]=\Psi[\mathbf{A},\phi]" S143 Q328
	Q956534 P2534 "f(j) = \frac{n(j)}{N}" S143 Q328
	Q1806883 P2534 "\psi(x,t) = A \cos (k x - \omega t+\varphi)" S143 Q328
	Q7359997 P2534 "Q_M H^2(M,\mathbb{Z})\times H^2(M,\mathbb{Z})\rightarrow \mathbb{Z}" S143 Q328
	Q749753 P2534 "n'_i=\sum_j w_{ij}n_j\," S143 Q328
	Q6420057 P2534 " \tau = \frac { n_{ corr } - \sum_{ i = 1 }^T p_i n_i } { N - \sum_{ i = 1 }^T p_i n_i } " S143 Q328
	Q2260434 P2534 "\mathcal{O}=\begin{bmatrix} C \\ CA \\ CA^2 \\ \vdots \\ CA^{n-1} \end{bmatrix}" S143 Q328
	Q5259284 P2534 "\mathbf{Denote}_{\mathtt{S}} \equiv \lim_{i \to \infty} \mathbf{progression}_{\mathtt{S}^i}(\bot_\mathtt{S})" S143 Q328
	Q1136782 P2534 "\rho\colon \mathfrak g \to \mathfrak{gl}(V)" S143 Q328
	Q3527233 P2534 " \sum_{n=1}^\infty \pm \frac{1}{n}." S143 Q328
	Q7092319 P2534 "\Gamma[\phi]=S[\phi]+\frac{1}{2} \mathop{\mathrm{Tr}}{\left[\ln {S^{(2)}[\phi]}\right]+\dots}" S143 Q328
	Q3001220 P2534 "\langle\omega, [M]\rangle = \int_M \omega\ ," S143 Q328
	Q7564875 P2534 " \Pr[(\perp,(\text{accept}))\gets (\tilde{\mathcal{P}})(y) \leftrightarrow (\mathcal{V})(y)] < 2^{-80}." S143 Q328
	Q7644153 P2534 "\{1\} = H_0 \triangleleft H_1 \triangleleft \cdots \triangleleft H_{s-1} \triangleleft H_s = G" S143 Q328
	Q1409400 P2534 " G_{ij}=\int_{t_0}^{t_f} \ell_i(\tau)\bar{\ell_j}(\tau)\, d\tau. " S143 Q328
	Q3489511 P2534 " i \frac{\partial \psi}{\partial \tau} + \frac{1}{2} \frac{\partial^2 \psi}{\partial \xi^2} + \|\psi\|^2 \psi = 0" S143 Q328
	Q1130160 P2534 "e(x)=\widehat{\theta}(x) - \theta," S143 Q328
	Q7049471 P2534 "A(\lambda) \mathbf{x} = 0 , \," S143 Q328
	Q7576693 P2534 "x^2 + y^2 = r^2." S143 Q328
	Q24963868 P2534 "u_A(x,y)=2x+y," S143 Q328
	Q792548 P2534 "T = \frac{\ln(2)}{\ln(1+r)}," S143 Q328
	Q1155211 P2534 "\!\,r=\cos(k\theta)<ref>''Mathematical Models'' by [[Martyn Cundy\|H. Martyn Cundy]] and A.P. Rollett, second edition, 1961 (Oxford University Press), p. 73.</ref>" S143 Q328
	Q5353576 P2534 "U=\sum_{t=0}^{T}\beta^{t}u(c_t)" S143 Q328
	Q3695508 P2534 "\mathrm{e}^x = \sum_{n=0}^{\infty} \frac{x^n}{n!}" S143 Q328
	Q17086437 P2534 "\operatorname*{arg\,min}_\mathbf{x} \\|\mathbf{Ax} - \mathbf{y}\\|_2 subject to {{math\|'''x''' ≥ 0}}." S143 Q328
	Q367134 P2534 "a = \sum_{i=0}^{n}d_{i}(-r)^{i}" S143 Q328
	Q4683187 P2534 "0 \to \mathcal{I}/\mathcal{I}^2 \to i^*\Omega_X \to \Omega_Y \to 0," S143 Q328
	Q1404167 P2534 "f(x) = a_0 + \operatorname{smoothstep}(x)\cdot(a_1-a_0) \ \ \text{for }0\leq x\leq 1" S143 Q328
	Q5459694 P2534 "\bar{5}_{-3}\to (\bar{3},1)_{-\frac{2}{3}}\oplus (1,2)_{-\frac{1}{2}} (u<sup>c</sup> and l)" S143 Q328
	Q5693286 P2534 "\left[-\frac{\hbar^2}{2m}\nabla^2 + V(r)\right]\Psi(\mathbf r) = E\Psi(\mathbf r)" S143 Q328
	Q235086 P2534 "f f(x) = x + 1" S143 Q328
	Q742982 P2534 "- c^2 \mathrm{d}\tau^2 = - c^2 \mathrm{d}t^2 + {a(t)}^2 \mathrm{d}\mathbf{\Sigma}^2" S143 Q328
	Q4942476 P2534 "<math chem> \text{rate}= -\frac{\text{d}[\ce{R1}]}{\text{d}t} = k\ce{[SH+] [R1] [R2]}" S143 Q328
	Q194919 P2534 " \mathbf{A} \mathbf{v} = \lambda \mathbf{v} " S143 Q328
	Q7269018 P2534 "U \|\psi\rangle_A \|e\rangle_B = \|\psi\rangle_A \|\psi\rangle_B," S143 Q328
	Q1778563 P2534 "d_t=\frac{\sqrt{3}a_{C-C}\sqrt{m^2+mn+n^2}}{\pi}" S143 Q328
	Q1548483 P2534 "K^{\times}/(K^{\times})^n,\,\!" S143 Q328
	Q510153 P2534 "(x-3)(x-1)^3(x+1)(x+2)(x^4+x^3-7x^2-5x+6)(x^4+x^3-5x^2-3x+4)^2\ " S143 Q328
	Q952898 P2534 "y = (-1)^s \cdot (16 \cdot \min \{ e, 1 \} + m + 0.5) \cdot 2^{\max \{ e, 1 \} }," S143 Q328
	Q391371 P2534 " \Pr(X=1) = 1 - \Pr(X=0) = 1 - q = p.\!" S143 Q328
	Q17093020 P2534 "\frac{1}{N}\sum_{i=1}^N \mathbf{x}_i = \mathbf{0}." S143 Q328
	Q13417187 P2534 "\forall x \in S, \quad \alpha(x,x) = 0." S143 Q328
	Q4795361 P2534 "\left \| L \cap \varphi_H (L) \right \| \geq \sum_{k=0}^n b_k \left (L; \mathbf{Z}_2 \right)" S143 Q328
	Q1309303 P2534 "\epsilon = \frac{h\nu}{4\pi}n_2 A_{21}\," S143 Q328
	Q2162701 P2534 "\mathcal{L}\{f\}(s) = \mathcal{L}\{f(t)\}(s) = F(s)," S143 Q328
	Q7812118 P2534 "W\stackrel{f}{\ \to\ } X\stackrel{g}{\ \to\ } Y\stackrel{h}{\ \to\ } Z" S143 Q328
	Q7784293 P2534 " N(H) = O\left({H^{n-1/2} \log H}\right) . " S143 Q328
	Q6989812 P2534 " \|I(t) - I(0)\| < \varepsilon^{1/(2n)} " S143 Q328
	Q2069105 P2534 "E = E_\text{m} + IE" S143 Q328
	Q4567087 P2534 " j = \frac{\hbar}{2mi}\left(\Psi^* \frac{\partial \Psi }{\partial x}- \Psi \frac{\partial \Psi^* }{\partial x} \right) ," S143 Q328
	Q2647 P2534 "h(a_i) = \log_2{1 \over w_i}. " S143 Q328
	Q135810 P2534 "X(z) = \mathcal{Z}\{x[n]\} = \sum_{n=-\infty}^{\infty} x[n] z^{-n} " S143 Q328
	Q748339 P2534 " TV\to W " S143 Q328
	Q5954419 P2534 "\sum F_x = \Delta (ma_x) {{Clarify\|date=October 2013}}" S143 Q328
	Q7515014 P2534 "U_i = \{[x_0\cdots x_n], x_i \neq 0\},\quad i=0, \dots,n." S143 Q328
	Q2151066 P2534 "r_u = a\frac{\sqrt{3}}{4} \left(1 + \sqrt{5}\right) \approx 1.401\,258\,538 \cdot a {{OEIS2C\|A179296}}" S143 Q328
	Q6549441 P2534 " - \varepsilon < \frac{a_n}{b_n} - c < \varepsilon " S143 Q328
	Q4683167 P2534 "(h^*)_k = \overline{h_{-k}}" S143 Q328
	Q908501 P2534 "\, \nu = \nu_{\mathrm{cont}} + \nu_{\mathrm{sing}} + \nu_{\mathrm{pp}}" S143 Q328
	Q869077 P2534 "\omega = \begin{bmatrix} 0 & I_n \\ -I_n & 0 \end{bmatrix}" S143 Q328
	Q738422 P2534 " ( a_1 + \cdots + a_n ) \mathbf{p} = a_1 \, \mathbf{x}_1 + \cdots + a_n \, \mathbf{x}_n " S143 Q328
	Q7832825 P2534 "\mbox{SAV} = \frac{6~\mbox{cm}^2}{1~\mbox{cm}^3} = 6~\mbox{cm}^{-1}." S143 Q328
	Q5155179 P2534 "\rho\colon M \to M \otimes C" S143 Q328
	Q3443987 P2534 "\Lambda_{\mathrm{m}} = \frac{\kappa}{c}" S143 Q328
	Q772067 P2534 " ds^2 = H(u,x,y) \, du^2 + 2 \, du \, dv + dx^2 + dy^2" S143 Q328
	Q208416 P2534 " \aleph_0 < \|S\| < 2^{\aleph_0}. \," S143 Q328
	Q388829 P2534 "f(x,y) = x^2 + y^2 " S143 Q328
	Q5150824 P2534 "f(x_1, \ldots, x_d)\ " S143 Q328
	Q3511204 P2534 "\gimel\colon\kappa\mapsto\kappa^{\mathrm{cf}(\kappa)}" S143 Q328
	Q192275 P2534 "S_0 + h\nu \to S_1 \to T_1 \to S_0 + h\nu^\prime\ " S143 Q328
	Q142663 P2534 "\eta_{th} is [[thermal efficiency]]" S143 Q328
	Q17122926 P2534 "I(f,g,h) = \iint_{\mathbb{R}^n\times \mathbb{R}^n} f(x) g(x-y) h(y) \, dxdy" S143 Q328
	Q311472 P2534 "\text{Quality} = \frac{\text{Results of work efforts}}{\text{Total costs}}" S143 Q328
	Q210028 P2534 "\alpha = \pi D_\text{p} / \lambda," S143 Q328
	Q843632 P2534 " A_1,\,\dots,A_m \,\vdash\, B_1,\,\dots,B_n." S143 Q328
	Q3044545 P2534 " P(t,T) = \mathbb{E}^Q\left[\left. \exp{\left(-\int_t^T r_s\, ds\right) } \right\| \mathcal{F}_t \right] " S143 Q328
	Q5283073 P2534 " \mathbb{Q}(A) = g(\mathbb{P}(X \in A)). <ref name="PropertiesDRM"/>" S143 Q328
	Q2310615 P2534 "\mathrm{CH_4 + \begin{matrix} \frac{1}{2} \end{matrix}O_2 \rarr 2 H_2 + CO}" S143 Q328
	Q652941 P2534 "a_{ij} = \overline{a_{ji}} or A = \overline {A^\text{T}}, in matrix form." S143 Q328
	Q5953190 P2534 "\frac{\partial}{\partial t}(\rho\phi)+\nabla (\rho \mathbf{u} \phi)\,= \nabla (\Gamma \cdot \operatorname{grad} \phi)+S_{\phi} \; ({{EquationRef\|1}})" S143 Q328
	Q16967115 P2534 " \frac{d^3y}{dx^3} = 2y\frac{d^2y}{dx^2} - 3 \left(\frac{dy}{dx}\right)^2." S143 Q328
	Q5500215 P2534 " s = 2 \sinh \left( \frac{1}{2} d \right) = \sqrt{2 (\cosh d -1) } where ''d'' is the distance between the two points, and sinh and cosh are [[hyperbolic functions]].<ref>{{cite book\|last1=Smogorzhevsky\|title=Lobachevskian Geometry\|date=1976\|publisher=Mir\|location=Moscow\|page=65}}</ref>" S143 Q328
	Q103246 P2534 "H_T = \sum_R W_R \cdot D_{T,R}\ " S143 Q328
	Q1138810 P2534 "S^1 \hookrightarrow S^3 \xrightarrow{\ p \, } S^2, " S143 Q328
	Q6707091 P2534 " f(x,\lambda)=0 \, " S143 Q328
	Q635384 P2534 "\theta \mapsto f(x \mid \theta) \!" S143 Q328
	Q4163318 P2534 " \hat{B}_{ij} = -\frac{1}{2r_{ij}} \left[ \mathbf{a}(i)\cdot\mathbf{a}(j) + \frac{ \left(\mathbf{a}(i)\cdot\mathbf{r}_{ij}\right) \left(\mathbf{a}(j)\cdot\mathbf{r}_{ij}\right) }{r_{ij}^{2}} \right] ," S143 Q328
	Q76250 P2534 "z \approx \frac{v}{c} &nbsp; &nbsp; (since \gamma \approx 1)" S143 Q328
	Q18393543 P2534 "p=\frac{p_1+p_2+1}{p_1}" S143 Q328
	Q1203075 P2534 "\mathrm{Ref}_\mathbf{p}(\mathbf{a}) = 2\mathbf{p} - \mathbf{a}." S143 Q328
	Q4243599 P2534 "r = a\sec^3(\theta/3)." S143 Q328
	Q1782332 P2534 "G = \mathrm{Tor}(G) \oplus G/\mathrm{Tor}(G)." S143 Q328
	Q6119658 P2534 " J_f = \left\langle \frac{\partial f}{\partial x_1}, \ldots, \frac{\partial f}{\partial x_n} \right\rangle. " S143 Q328
	Q3888807 P2534 "y = \int \frac{dy}{dx} dx." S143 Q328
	Q1566872 P2534 "\|c-a/q\|\le tq^{-2},\," S143 Q328
	Q3943308 P2534 " f = C (m + 2n)^p \ " S143 Q328
	Q7137494 P2534 "\binom{N}{n} = \|\mathcal{P}_n(S)\| \ge R(\,\underbrace{ m, m, \ldots , m }_k\,)." S143 Q328
	Q579486 P2534 " \int\log_a x\;dx = \frac{x\ln x - x}{\ln a}" S143 Q328
	Q7134450 P2534 "\frac{dx}{dt} = f(x, y) = x\left(1 - \frac{x}{K}\right) - y \frac{x}{1 + x}" S143 Q328
	Q4700514 P2534 "W \setminus \operatorname{int}\, K \cong \left(M \setminus \operatorname{int}\, A \right) \times \left[0,1\right]," S143 Q328
	Q1187724 P2534 "t_{1} \leq t_{2} \implies \mathcal{F}_{t_{1}} \subseteq \mathcal{F}_{t_{2}}." S143 Q328
	Q866099 P2534 "(X, Y) = \left(\frac{x}{1 - z}, \frac{y}{1 - z}\right)," S143 Q328
	Q426221 P2534 "\mathrm{Ref}_l(v) = 2\frac{v\cdot l}{l\cdot l}l - v," S143 Q328
	Q3508939 P2534 "y = f(a(t)x(t))" S143 Q328
	Q6839470 P2534 "\mathrm{We} = \frac{\rho v^2 D}{\sigma}" S143 Q328
	Q17104154 P2534 "ds^2 = -2 \, du \, dv + C^2\left(\frac{q^2}{\omega^2}, 2\frac{q^2}{\omega^2}, \omega u \right) \, \left( dx^2 + dy^2 \right), \qquad -\infty < v,x,y < \infty, \quad -u_0 < u < u_0. " S143 Q328
	Q3707396 P2534 "d=\frac{ \lambda}{2 n \sin \theta}<ref>{{cite book\|last=Lipson, Lipson and Tannhauser\|title=Optical Physics\|year=1998\|publisher=Cambridge\|location=United Kingdom\|isbn=978-0-521-43047-0\|pages=340}}</ref>" S143 Q328
	Q266775 P2534 "\textrm{cr}(K_{m,n}) \le \left\lfloor\frac{n}{2}\right\rfloor\left\lfloor\frac{n-1}{2}\right\rfloor\left\lfloor\frac{m}{2}\right\rfloor\left\lfloor\frac{m-1}{2}\right\rfloor" S143 Q328
	Q582271 P2534 "I_1\subseteq\cdots \subseteq I_{k-1}\subseteq I_{k}\subseteq I_{k+1}\subseteq\cdots" S143 Q328
	Q476167 P2534 " s^2 = 529^2 + 224^2 = 279,841 + 50,176 = 330,017" S143 Q328
	Q2646117 P2534 "A in \operatorname{Ob}(\mathcal{C}),\quad A\mapsto \|A\|= the underlying set of A," S143 Q328
	Q4781618 P2534 "\mbox{Apply}([Y\to Z]\times Y) \to Z," S143 Q328
	Q2914225 P2534 "A \approx B \, or A \sim B, or \|A\|=\|B\|." S143 Q328
	Q6883439 P2534 " \displaystyle (1+t)^z(1-t)^{-z}=\sum_n g_n(z)t^n. " S143 Q328
	Q5156587 P2534 "P(i,j,k,m) \equiv d(c_i,c_j) \leq \frac{m}{k+1}" S143 Q328
	Q3075219 P2534 "H_i = E_{m_i}{(H_{i-1})} \oplus {H_{i-1}}." S143 Q328
	Q2049540 P2534 " f_k = P[X_i = hk].\," S143 Q328
	Q24887196 P2534 "\forall k<n \varphi_0(a_k)" S143 Q328
	Q5680848 P2534 "\hat{\mathbf{y}} = H \mathbf{y}." S143 Q328
	Q162869 P2534 " g_{em} \ =\ 2\left ( {\theta_\mathrm{left} - \theta_\mathrm{right} \over \theta_\mathrm{left} + \theta_\mathrm{right} } \right ) " S143 Q328
	Q3413378 P2534 "H_n(A_\bullet) \to H_n(B_\bullet)\ (\text{respectively, } H^n(A^\bullet) \to H^n(B^\bullet))\ " S143 Q328
	Q1064181 P2534 "\sum_{k=0}^{n} (-2)^k" S143 Q328
	Q1150100 P2534 "z_{n+1} = \mathcal M z_n = \gamma z_n \left(1 - z_n\right)," S143 Q328
	Q199006 P2534 "f\colon \mathbb{R}\rightarrow\mathbb{R}" S143 Q328
	Q1192156 P2534 "L_{C}^2=4\pi A_{C}+8\pi\big\|\widetilde{A}_{0.5}\big\|," S143 Q328
	Q3403924 P2534 "\delta \approx (n - 1) \alpha\ ," S143 Q328
	Q7636571 P2534 "P \langle E_{1,j}^C \rangle \times P \langle E_{2,j}^C \rangle \times \cdots \times P \langle E_{m,j}^C \rangle = \left(1 - 2 t / G\right)^m." S143 Q328
	Q4212891 P2534 "p_c=p_{\text{non-wetting phase}}-p_{\text{wetting phase}}" S143 Q328
	Q774123 P2534 "\|Q(x_i)-f(x_i)\|<\|P(x_i)-f(x_i)\|." S143 Q328
	Q1434958 P2534 " \eta \,=\, 1 - \frac{T_c}{T_h} " S143 Q328
	Q1339847 P2534 " PB + D > C," S143 Q328
	Q1665869 P2534 "Y = c + ax_1 + bx_2 + \text{error}\," S143 Q328
	Q1037559 P2534 "\|Y^X/G\| = \frac{1}{\|G\|}\sum_{g \in G} m^{c(g)}" S143 Q328
	Q1077769 P2534 "P = 1/W," S143 Q328
	Q83327 P2534 "1\; \text{eV}/c^{2} = \frac{(1.60217646 \times 10^{-19} \; \text{C}) \cdot 1 \; \text{V}}{(2.99792458 \times 10^{8}\; \text{m}/\text{s})^2} = 1.783 \times 10^{-36}\; \text{kg}." S143 Q328
	Q17003600 P2534 "\displaystyle{\|X(a)-X(b)\|\le C\|a-b\|.}" S143 Q328
	Q1779707 P2534 "d(km) =130(\sqrt{hr(km)}+\sqrt{ht(km)})" S143 Q328
	Q4265022 P2534 "V_\text{out} = K \ln\left(\frac{V_\text{in}}{V_\text{ref}}\right)" S143 Q328
	Q4746948 P2534 "S_n(x_1,\ldots,x_n) = \sum_{\sigma\in S_{n}}\text{sgn}(\sigma)x_{\sigma(1)}\cdots x_{\sigma(n)} \ " S143 Q328
	Q5682821 P2534 "m_n = \int_0^1 x^n\,d\mu(x)\," S143 Q328
	Q5159240 P2534 "Payout = Claim \times \frac {Sum\ Insured} {Current\ Value} \!<ref name="NCA">{{cite web \|url=http//www.nca.ie/eng/Research_Zone/Reports/Home_Construction/NCA-Home-construction-Volume-4.pdf \|title=The Home Construction Industry and the Consumer in Ireland, Volume 4 \|author= Grant Thornton (Ireland) \|date=2008-11 \|page=27 \|work=Review of insurance issues \|publisher=National Consumer Agency \|accessdate=2010-02-23}}</ref>" S143 Q328
	Q5741908 P2534 "x=a_0.a_1a_2a_3\ldots\ " S143 Q328
	Q3588148 P2534 " \mathbf{V}_{grid} = \mathbf{I}_f \times \mathbf{Z}_{grid}" S143 Q328
	Q191632 P2534 "Q = \left ( \text{Kinetic energy} \right )_{\text{after}} - \left ( \text{Kinetic energy} \right )_{\text{before}}," S143 Q328
	Q370642 P2534 "\frac{a}{b+c}+\frac{b}{a+c}+\frac{c}{a+b}\geq\frac{3}{2}." S143 Q328
	Q1397059 P2534 "d(f,g) = \|f(x_0)-g(x_0)\|" S143 Q328
	Q919255 P2534 "P(Fa\|E) \ = \ \frac{n_F+\lambda P(Fa)}{n+\lambda}" S143 Q328
	Q662830 P2534 "\{f[0,1]\to X \ f(0)=x_0=f(1)\}" S143 Q328
	Q7611490 P2534 "SR=\frac{Compound ROR}{ABS(Avg.Annual DD -10\%)}" S143 Q328
	Q3527067 P2534 "\hat\mu_n=\int_0^{2\pi}{\rm e}^{-in\theta}\frac{d\mu(\theta)}{2\pi}=0,\ " S143 Q328
	Q1185775 P2534 "\neg \textit{open}(0)" S143 Q328
	Q3241735 P2534 " \frac{dQ}{dt}=P=KQ\left(1 - \frac{Q}{URR}\right) \qquad \mbox{(1)} \!" S143 Q328
	Q424460 P2534 "I_{n} = x(K^{d} - K_{-1})" S143 Q328
	Q4827427 P2534 " A_o = \frac {T_m}{T_m + T_d} \begin{cases}A_o = Operational \ Availability \\ T_m = Mission \ Duration \\ T_d = Observed \ Down \ Time \end{cases}" S143 Q328
	Q5051858 P2534 "P_n = W + X \cos\theta_n + Y \sin\theta_n" S143 Q328
	Q1545827 P2534 " \frac {\Delta Y} {\Delta L}." S143 Q328
	Q7303253 P2534 "\mathbf{X}_n=[x_n, x_{n+\tau}, x_{n+2\tau}, \ldots, x_{n+(M-1)\tau}]" S143 Q328
	Q6059479 P2534 "R = \|x-x'\|. \, " S143 Q328
	Q7643154 P2534 "{ }^\lambda M\subseteq M \,." S143 Q328
	Q16852176 P2534 "K = \sum_{j} \pi_j m_{ij}" S143 Q328
	Q1163016 P2534 "\begin{cases} \delta_s S \to K \\ \delta_s(t) = \begin{cases} 1 & t =s \\ 0 & t \neq s \end{cases} \end{cases} " S143 Q328
	Q3072268 P2534 " p(\mathbf{x})\propto\exp\left( -\frac{1}{2}(\mathbf{x}-\mathbf{\mu })^{\mathrm{T}}Q^{-1}(\mathbf{x}-\mathbf{\mu})\right) . " S143 Q328
	Q368967 P2534 "E_1 = k \cdot E_0, " S143 Q328
	Q7359379 P2534 "h_n(x;q) = \sum_{k=0}^n\frac{(q;q)_n}{(q;q)_k(q;q)_{n-k}}x^k" S143 Q328
	Q5156597 P2534 "c = c(\theta) = \frac {e^{2 \pi \theta i}}{2} \left(1 - \frac {e^{2 \pi \theta i}}{2}\right). " S143 Q328
	Q4681030 P2534 "\mathbf{F}=\frac{\rho_\mathrm{c}V_\mathrm{p}}{2}\left(\frac{\mathrm{D}\mathbf{u}}{\mathrm{D}t}-\frac{\mathrm{d}\mathbf{v}}{\mathrm{d}t}\right)," S143 Q328
	Q2022760 P2534 " \operatorname{LMI}(y)=A_0+y_1A_1+y_2A_2+\cdots+y_m A_m\geq0\," S143 Q328
	Q899249 P2534 "\rho_b = \frac{M_s}{V_t}" S143 Q328
	Q18354158 P2534 " B_n = \left\langle x_1, x_2, \ldots, x_{n-1} \big\| x_ix_j=x_jx_i \text{ if } \|i-j\| >1 \text{ and } x_ix_jx_i=x_jx_ix_j \text{ if } \|i-j\|=1 \right\rangle" S143 Q328
	Q124291 P2534 "R = \rho \frac{\ell}{A}," S143 Q328
	Q1735017 P2534 "g_m \ r_O = \begin{matrix} \frac {I_C} {V_T} \frac {V_A +V_{CE}} {I_C} \end{matrix} = \begin{matrix} \frac {V_A +V_{CE}}{V_T} \end{matrix} ." S143 Q328
	Q1848968 P2534 "\Delta t=-\frac{2GM}{c^3}\log(1-\mathbf{R}\cdot\mathbf{x})" S143 Q328
	Q29246 P2534 "\text{API gravity} = \frac{141.5}{\text{SG}} - 131.5" S143 Q328
	Q4025690 P2534 "\forall U \in T \mbox{ s.t. } U \neq \emptyset, \mu (U) > 0." S143 Q328
	Q1046711 P2534 "\vartheta(x)=\sum_{p\le x} \log p" S143 Q328
	Q5139990 P2534 "x \in H_{\aleph_1} \," S143 Q328
	Q7205923 P2534 " z=\frac{2xy}{x^2+y^2}." S143 Q328
	Q1482183 P2534 "T( \vec x ) = \mathbf{A} \vec x" S143 Q328
	Q4759501 P2534 " \dot{x} = v(x), " S143 Q328
	Q1535924 P2534 " \Delta f_{\mathrm{actual}} = f(x+\Delta x) - f(x)" S143 Q328
	Q4672384 P2534 " A = \{-V_T (V_t)_{t=0}^T \text{ is the price of a self-financing portfolio at each time}\}." S143 Q328
	Q640325 P2534 "\begin{smallmatrix} \frac{L}{L_{sun}} = \left ( \frac{R}{R_{sun}} \right )^2 \left ( \frac{T_{eff}}{T_{sun}} \right )^4 \end{smallmatrix}" S143 Q328
	Q2543359 P2534 "f(z)= \sum a_n z^n " S143 Q328
	Q5884297 P2534 " v^{i'} = \sigma {{\partial x^{i'}} \over {\partial x^{i}}} v^i," S143 Q328
	Q3554819 P2534 "\varphi_{j} \circ \varphi_{i}^{-1} \varphi_{i} (U_{i} \cap U_{j}) \to \varphi_{j} (U_{i} \cap U_{j})" S143 Q328
	Q550943 P2534 " \Delta P = \frac{8 \mu L Q}{ \pi r^4} " S143 Q328
	Q1332997 P2534 "d(t) = a(t)d_0,\," S143 Q328
	Q816063 P2534 "30\times 1=2\times 15=3\times 10=5\times 6=2\times 3\times 5" S143 Q328
	Q2306909 P2534 " \% \mbox{ difference} = \left ( \frac{r_{solute} - r_{solvent}}{r_{solvent}} \right ) \times 100\% \le 15\%." S143 Q328
	Q7577418 P2534 "\pi\circ F_{\mathbf P}=\pi_{\mathbf P} and ''F''<sub>'''P'''</sub>('''p''' ''q'') = ''F''<sub>'''P'''</sub>('''p''')ρ(''q'') for all '''p''' ∈ '''P''' and ''q'' ∈ Spin(''n'')." S143 Q328
	Q7001161 P2534 "t=s/c_m" S143 Q328
	Q5102699 P2534 " f = C (m + 2n)^p \ " S143 Q328
	Q1493952 P2534 " 0\to A\to B\to C\to 0" S143 Q328
	Q1386213 P2534 "H_\mathrm{eff} (E) = QHQ + \lim_{\varepsilon \to 0} QHP{1 \over E + i \varepsilon -PHP}PHQ = QHQ + \Delta(E) - i \Gamma(E)/2, \, " S143 Q328
	Q47528 P2534 "P_r = {{P_t G_t A_r \sigma F^4}\over{{(4\pi)}^2 R_t^2R_r^2}}" S143 Q328
	Q2003654 P2534 "\begin{smallmatrix}\frac{b}{a}\ =\ \sqrt{1\ -\ e^2}\end{smallmatrix}" S143 Q328
	Q7257100 P2534 " \operatorname{chord} \theta = 120 \, \sin\left(\frac{\theta^\circ}{2}\right) = 60 \cdot \left( 2 \, \sin\left(\frac{\pi\theta}{360} \text{ radians} \right) \right)." S143 Q328
	Q7705912 P2534 "bp={2 \pi N \tau \over 60}" S143 Q328
	Q1575536 P2534 "\max_{x_{1}^{1},x_{2}^{1},x_{1}^{2},x_{2}^{2}} u^1(x_{1}^{1},x_{2}^{1})" S143 Q328
	Q4298882 P2534 "(\underbrace{+,\cdots,+}_{k},\underbrace{-,\cdots,-}_{n}) (timelike [[sign convention]])" S143 Q328
	Q7269509 P2534 "\psi(t) \approx e^{-\omega^{\prime\prime}t}\cos\omega^{\prime}t" S143 Q328
	Q6664671 P2534 " I(z) = \{ y \in \mathbb{C} \mid \|\Im(y)\| \leq \|\Im(z)\| \} ," S143 Q328
	Q11249674 P2534 "E = \frac{1}{\sum\limits_{i<j}d^{}_{ij}}\sum_{i<j}\frac{(d^{}_{ij}-d_{ij})^2}{d^{*}_{ij}}." S143 Q328
	Q4809138 P2534 "x_k(\zeta) = \Re \left\{ \int_{0}^{\zeta} \varphi_{k}(z) \, dz \right\} + c_k , \qquad k=1,2,3" S143 Q328
	Q7094097 P2534 "I[f] = \mathbb{E}[V(f(x), y)] = \int V(f(x), y)\,dp(x, y) \ ." S143 Q328
	Q5532515 P2534 "C(x,y,z)=\int_{-\infty}^\infty \int_{-\infty}^\infty \ G( x-x',y-y',z)S(x',y')\, dx'\,dy'. \qquad(1) " S143 Q328
	Q10359539 P2534 " \pi G \rightarrow \operatorname{U}(H) " S143 Q328
	Q817168 P2534 " P(d)=\log_{10}(d+1)-\log_{10}(d)=\log_{10} \left(\frac{d+1}{d}\right)=\log_{10} \left(1+\frac{1}{d}\right)." S143 Q328
	Q3615000 P2534 "{\mbox{Rate}_1 \over \mbox{Rate}_2}=\sqrt{M_2 \over M_1}=\sqrt{352.041206 \over 349.034348}=1.004298..." S143 Q328
	Q4876189 P2534 " \gamma(G\,\Box\,H) \ge \gamma(G)\gamma(H). \, " S143 Q328
	Q5128402 P2534 " F^a{}_br^b = \lambda\, r^a . " S143 Q328
	Q651142 P2534 "C_p={p-p_\infty \over q_\infty}" S143 Q328
	Q2226807 P2534 " \prod_{1 \leq k \leq n-1} \left( 2^k - 1 \right) \equiv n \mod \left( 2^n - 1 \right). " S143 Q328
	Q2989763 P2534 " (xy)^2 = x^2y^2[y,x][[y,x],y].\," S143 Q328
	Q474129 P2534 "\kappa = \frac{v_p}{c}=\frac{1}{\sqrt{\epsilon_\text{r}}}." S143 Q328
	Q263400 P2534 "\nu\Gamma \times \mathbb{H} \to \mathbb{C}" S143 Q328
	Q204037 P2534 "e^{\ln(x)} = x \qquad \mbox{if }x > 0" S143 Q328
	Q6912366 P2534 "S\cong e\mathbb{M}_{n}(R)e " S143 Q328
	Q1868517 P2534 "\|a\|=\frac{\mu(aX)}{\mu(X)}" S143 Q328
	Q739962 P2534 " \forall x \forall y [\forall z (z \in x \Leftrightarrow z \in y) \Rightarrow x = y]." S143 Q328
	Q6680142 P2534 "\operatorname E (R_b) \leq \frac{\operatorname E (X^2)}{\operatorname E(X)}." S143 Q328
	Q58353 P2534 " \delta_H = \frac{R(H)-R(0)}{R(0)}" S143 Q328
	Q933121 P2534 "f_0 = {1 \over 2 \pi \sqrt {L \left ({ C_1 C_2 \over C_1 + C_2 }\right ) }}" S143 Q328
	Q3318070 P2534 "P(k) = \sum_{n=0}^{f\left(k,K\right)} C^n_{K/2} \left(1-\beta\right)^{n} \beta^{K/2-n} \frac{(\beta K/2)^{k-K/2-n}}{\left(k-K/2-n\right)!} e^{-\beta K/2}" S143 Q328
	Q25111116 P2534 "\Psi(H) = \|A\| (1 + \min\{\log \|B\| \log \log \|B\|, \log \|B\| \log \|A\|\}/f(H))" S143 Q328
	Q2090477 P2534 " y_k(x) = f(x_{k-1}) + (x-x_{k-1}) f[x_{k-1}, x_{k-2}] + (x-x_{k-1}) (x-x_{k-2}) f[x_{k-1}, x_{k-2}, x_{k-3}], \, " S143 Q328
	Q858325 P2534 "\ \cos (2j \pi x) \cos (2k \pi y)" S143 Q328
	Q15838971 P2534 " \frac{\partial u}{\partial t}-\frac{\partial^2 u}{\partial x^2}=\frac{\alpha}{k}u(1-u^q).\, " S143 Q328
	Q17128132 P2534 " f( x; a,b ) = \frac{ 1 }{ x [ \log_e( b ) - \log_e( a ) ]} \quad \text{ for } a \le x \le b \text{ and } a > 0." S143 Q328
	Q3058185 P2534 "\int_{\mathbb{R}^n} \|f(x)\|\log^+ \|f(x)\|\,dx < \infty. " S143 Q328
	Q1014878 P2534 "\theta = \sum_i p_i dq^i" S143 Q328
	Q6407805 P2534 "\nabla_X\psi=\lambda X\cdot\psi" S143 Q328
	Q2226640 P2534 "\left(\frac{\sum_{k=1}^n X_k}{n}\right)_{n\in \mathbb N}" S143 Q328
	Q3001919 P2534 " \sqrt[4]{\frac{2143}{22}} = 3.1415926525 \dots " S143 Q328
	Q3075329 P2534 "\sigma \propto gT^3," S143 Q328
	Q430039 P2534 "R_R = 80\pi^2 \left ( \frac {h}{\lambda} \right )^2 \," S143 Q328
	Q165848 P2534 "c=\sqrt{\frac{g \lambda}{2\pi} \tanh \left(\frac{2\pi d}{\lambda}\right)}" S143 Q328
	Q2028919 P2534 "m - M = 5 \left( \log_{10}d - 1 \right)." S143 Q328Q14249 P2534 " I(x, y)\, \mathrm{d}x + J(x, y)\, \mathrm{d}y = 0, \,\!" S143 Q328
	Q1807879 P2534 "ds^2 = -(dt^2) + dx^2 + dy^2 + dz^2" S143 Q328
	Q970767 P2534 "(A - \lambda I)^m \bold x_m = \bold 0" S143 Q328
	Q5041425 P2534 "[i] = T^{q^i} - T, \, " S143 Q328
	Q1175580 P2534 "[\alpha] = \frac{\alpha}{c \cdot l}," S143 Q328
	Q653850 P2534 " \int\limits_X \|\psi(x)\|^2\, \mathrm{d}\mu(x) < \infty ;" S143 Q328
	Q114856 P2534 " X_{k+1} = g \cdot X_k~~\bmod~~n" S143 Q328
	Q17125297 P2534 "I_\mu(f) = \int_X f\, d\mu." S143 Q328
	Q2027347 P2534 "\mathbb{E}[X_\tau]\ge\mathbb{E}[X_0]," S143 Q328
	Q256106 P2534 "H_T = \sum_R W_R \cdot D_{T,R}\ " S143 Q328
	Q5172856 P2534 "G (r) \approx \frac{1}{r^{d-2+\eta}}\exp{\left(\frac{-r}{\xi}\right)}\,," S143 Q328
	Q9021 P2534 "E = h\nu" S143 Q328
	Q7180943 P2534 "\ \mathbf{G}_a = \mathcal{F}\{g_a\}, \; \mathbf{G}_b = \mathcal{F}\{g_b\}" S143 Q328
	Q39599 P2534 "F_{c}=\frac{m\ v^2}{r}" S143 Q328
	Q636609 P2534 "\text{DC Fan-out} = \operatorname{min}\left ( \left\lfloor\frac{I_{\text{out high}}}{I_{\text{in high}}}\right\rfloor ,\left\lfloor\frac{I_{\text{out low}}}{I_{\text{in low}}}\right\rfloor \right ) " S143 Q328
	Q5963772 P2534 "\ln(2) \approx 0.693\,147\,180\,56" S143 Q328
	Q428265 P2534 " \frac{dO}{dt} = O\left(min \left( \frac{\mu_I I}{k_{I} + I}, \frac{\mu_N N}{k_{N} + N}, \frac{\mu_P P}{k_{P} + P} \right) -m\right) " S143 Q328
	Q1269129 P2534 "\frac{\partial \mathbf{B}}{\partial t} = \eta \nabla^2 \mathbf{B} + \nabla \times (\mathbf{u} \times \mathbf{B}) " S143 Q328Q757277 P2534 " \vec c =\frac {d^5 \vec r} {dt^5}," S143 Q328
	Q7661847 P2534 "\dot p = -\frac{\partial H}{\partial q} \quad\mbox{and}\quad \dot q = \frac{\partial H}{\partial p}," S143 Q328
	Q7114196 P2534 "\mathcal O=\{(x,y,z)\in K^3 \; \|\; z=xy+x^2x^\sigma+y^\sigma \} \; \cup \; \{\text{point of infinity of the } z\text{-axis}\} is an ovoid in the 3-dimensional projective space over {{mvar\|K}} (represented in inhomogeneous coordinates)." S143 Q328
	Q4751162 P2534 "f(z)=\sum_{n=0}^\infty c_n(z-a)^n" S143 Q328
	Q496939 P2534 "\mbox{QP} = \bigcup_{c \in \mathbb{N}} \mbox{DTIME}(2^{(\log n)^c})" S143 Q328
	Q338787 P2534 " \mu(\lambda A + (1-\lambda) B) \geq \mu(A)^\lambda \mu(B)^{1-\lambda}, " S143 Q328
	Q5533988 P2534 " {d^2 x^\mu \over ds^2} =- \Gamma^\mu {}_{\alpha \beta}{d x^\alpha \over ds}{d x^\beta \over ds}\ ." S143 Q328
	Q208359 P2534 " x^0 = 1 " S143 Q328
	Q5135364 P2534 "d(p,A) = 0," S143 Q328
	Q2357537 P2534 "\frac{8! \times 3^7 \times 24!^6}{4!^{24} \times 24} \approx 1.57 \times 10^{116}" S143 Q328
	Q1064500 P2534 " \mathcal{L}_{V_H}(\omega) = d\omega(V_H) = 0" S143 Q328
	Q5691503 P2534 " [[a,b,c],d,e] = [a,[d,c,b],e] = [a,b,[c,d,e]] \ \forall \ a,b,c,d,e \in H" S143 Q328
	Q4369853 P2534 "aaa = a, aab = b, aac = c, aba = c, abb = a, abc = b, aca = b, acb = c, acc = a, " S143 Q328
	Q2222575 P2534 "dF = \frac{Gm \;dM}{s^2}. " S143 Q328
	Q2563809 P2534 "H\cap N=\{0\}\, implies that H=\{0\}\," S143 Q328
	Q2064156 P2534 "r^n = a^n \cos(n \theta)\," S143 Q328
	Q2657556 P2534 " (\bullet\bullet)(\bullet\bullet)—2 orbits, each of size 2," S143 Q328
	Q5761142 P2534 " f_1(X_1,\ldots, X_r, Y_1,\ldots, Y_s), \ldots, f_n(X_1,\ldots, X_r, Y_1,\ldots, Y_s) \, " S143 Q328
	Q775837 P2534 "f(x)=\sum_{k=1}^n a_k {\mathbf 1}_{A_k}(x)," S143 Q328
	Q794042 P2534 "\sum_{k=1}^{\infty}\left\vert\left\langle x,e_k\right\rangle \right\vert^2 \le \left\Vert x\right\Vert^2 " S143 Q328
	Q2137729 P2534 "Q = \left(\frac{V \times I \times 60}{S \times 1000} \right) \times \mathrm{Efficiency}" S143 Q328
	Q1987722 P2534 "\forall A\, \exists B\, \forall c\, (c \in B \iff \exists D\, (c \in D \and D \in A)\,)" S143 Q328
	Q5035422 P2534 " \mathbf{V}_{grid} = \mathbf{I}_f \times \mathbf{Z}_{grid}" S143 Q328
	Q3117995 P2534 "\Phi(-1.96) = 0.025 = 1-\Phi(1.96).\,\!" S143 Q328
	Q17142223 P2534 "\mathfrak{d} < \mathfrak{a}," S143 Q328
	Q1211136 P2534 "\Delta v\ = V_e \ln \frac {m_0} {m_1}" S143 Q328
	Q2375077 P2534 "\frac{L_{vap}}{T_{boiling}} \approx 87-88 \frac{J}{K mol}." S143 Q328
	Q25358 P2534 "R = {V\over I}, \qquad G = {I\over V} = \frac{1}{R}" S143 Q328
	Q619449 P2534 "f(x)=+x^3 + x^2 - x - 1 \," S143 Q328
	Q6693025 P2534 " n=\Delta n+n_0" S143 Q328
	Q72755 P2534 "\frac{m v^2}{2} = \frac{G M m}{r}\quad\Rightarrow\quad v = \sqrt{2 G M/r}" S143 Q328
	Q7520902 P2534 "\sum_{i=1}^N c_i \sigma_i \,, " S143 Q328
	Q827629 P2534 "X = X_0 \frac{\ln(E_0/E_\mathrm{c})}{\ln2}," S143 Q328
	Q7259417 P2534 " f(y(x)) \equiv g(x) \, " S143 Q328
	Q7980184 P2534 "H_i (X) \otimes H_{\text{dR}}^{2n-i}(X) \rightarrow \mathbf{C}," S143 Q328
	Q1266982 P2534 " \mathcal{F} = \Phi \mathcal{R} ," S143 Q328
	Q5048668 P2534 "dy = iy\,dt + F\,dt" S143 Q328
	Q1142861 P2534 "V \oplus W" S143 Q328
	Q7429744 P2534 "X \sim \mbox{Scale-inv-}\chi^2(\nu, \tau^2) &nbsp;&nbsp;then&nbsp;&nbsp; \frac{X}{\tau^2 \nu} \sim \mbox{inv-}\chi^2(\nu)" S143 Q328
	Q11704319 P2534 "\int_M \mbox{Pf}(\Omega)=(2\pi)^n\chi(M)\ " S143 Q328
	Q5558978 P2534 "-\mathrm{d}\gamma\ = \Gamma_1\mathrm{d}\mu_1\, + \Gamma_2\mathrm{d}\mu_2\,," S143 Q328
	Q4740922 P2534 " dr_t = (\theta_t-\alpha_t)\,dt + \sqrt{r_t}\,\sigma_t\, dW_t," S143 Q328
	Q1128023 P2534 " K = {e^{-\Delta G/RT}}" S143 Q328
	Q4941317 P2534 " \mathbf{B} = \mathbf{P_\pm} \left( \begin{matrix} 2 \\ 0 \\ 0 \end{matrix} \right) \cup \!\ \mathbf{P_\pm} \left( \begin{matrix} 2 \\ 1 \\ 0 \end{matrix} \right) \cup \!\ \mathbf{P_\pm} \left( \begin{matrix} 2 \\ 1 \\ 1 \end{matrix} \right) \cup \!\ \mathbf{P_\pm} \left( \begin{matrix} 2 \\ 2 \\ 1 \end{matrix} \right) \cup \!\ \mathbf{P_\pm} \left( \begin{matrix} 3 \\ 0 \\ 0 \end{matrix} \right) \cup \!\ \mathbf{P_\pm} \left( \begin{matrix} 3 \\ 1 \\ 0 \end{matrix} \right)" S143 Q328
	Q2513431 P2534 "\Delta T= -\text{tr}\;\nabla^2 T," S143 Q328
	Q5508958 P2534 "f'(a) = \lim_{h \to 0} \frac{f(a+h) - f(a)}{h}." S143 Q328
	Q8078429 P2534 "F \to \Gamma(F)" S143 Q328
	Q7113981 P2534 " \forall \epsilon\in \mathbb{R}^+, \exists \delta \in\mathbb{R}^+, \|h\| \leq \delta \implies \|f(x+h) - f(x)\| \leq \varepsilon" S143 Q328
	Q424118 P2534 "f \rightarrow f + mF" S143 Q328
	Q5161172 P2534 "\frac{P,Q}{\therefore P \and Q}" S143 Q328
	Q208467 P2534 "\left[\mathrm{Ligand}\right] \cdot \left[\mathrm{Receptor}\right]\;\;\overset{K_d}{\rightleftharpoons}\;\;\left[\text{Ligand-receptor complex}\right] " S143 Q328
	Q19892223 P2534 "R\ =\ N_S Zj\exp \left( \frac{-\Delta G^*}{k_BT} \right)" S143 Q328
	Q371162 P2534 "\text{State (die result)} \quad 1 \quad 2 \quad 3 \quad 4 \quad 5 \quad 6" S143 Q328
	Q193933 P2534 "V = 0.25\ \mathrm{m} \times \varphi + 1." S143 Q328
	Q25303732 P2534 "F_D = \frac{1}{2} \rho C_d A v^2" S143 Q328
	Q131187 P2534 "f(a)+\frac {f'(a)}{1!} (x-a)+ \frac{f''(a)}{2!} (x-a)^2+\frac{f^{(3)}(a)}{3!}(x-a)^3+ \cdots. " S143 Q328
	Q8002395 P2534 "\gamma = \frac{F}{l\cos(\theta)}" S143 Q328
	Q6788151 P2534 "\phi(s)=\prod_{p}\frac{1}{A_p(p^{-s})}" S143 Q328Q5675112 P2534 " f(z)=g(z)\cdot \overline{z}." S143 Q328
	Q142140 P2534 "\mathbb{Z}^n \oplus \mathbb{Z}_{q_1} \oplus \cdots \oplus \mathbb{Z}_{q_t}," S143 Q328
	Q221076 P2534 " T = \frac{2L}{\sqrt{g h}}" S143 Q328
	Q6667306 P2534 " s _l r(t) = r _l s(t) = \int_0^\infty s\left(\frac{t}{a}\right)r(a) \, \frac{da}{a}" S143 Q328
	Q5139412 P2534 "C_j = \frac{S_j^2}{\displaystyle \sum_{i=1}^N S_i^2}" S143 Q328
	Q1193835 P2534 " P = V(LE) - w L \; . " S143 Q328
	Q1366002 P2534 "fg(s) = \begin{cases}f(2s) & 0\leq s \leq \frac{1}{2} \\ g(2s-1) & \frac{1}{2} \leq s \leq 1.\end{cases}" S143 Q328
	Q287353 P2534 "\underset{x\in S\subseteq X}{\operatorname{arg\,max}}\, f(x) = \{x \mid x\in S \wedge \forall y \in S f(y) \le f(x)\}." S143 Q328
	Q19286089 P2534 " F(x,y)=0." S143 Q328
	Q7239550 P2534 "R_\infty = \frac{\alpha^2 m_e c}{4 \pi \hbar}." S143 Q328
	Q2714114 P2534 " \frac{dK(t)}{dt} = I^g(t) - D(t) = I^n(t)" S143 Q328
	Q5164766 P2534 "E_t being the mathematical expectation conditional on all information available in t" S143 Q328
	Q5284051 P2534 "f(n)=f(n-1)+\sum^{n-1}_{i=1}\left(1+\left(n-i-1\right)\left(i-1\right)\right)" S143 Q328
	Q3115556 P2534 "\left\{\begin{matrix} - & c_1 & \cdots & c_{d-1} & c_d \\ a_0 & a_1 & \cdots & a_{d-1} & a_d \\ b_0 & b_1 & \cdots & b_{d-1} & - \end{matrix}\right\}, " S143 Q328
	Q215313 P2534 "\bar{D_T} is the mass-averaged absorbed dose of the entire item T" S143 Q328
	Q2428364 P2534 "\oint \frac{\delta Q}{T} \leq 0," S143 Q328
	Q5563092 P2534 "\frac{1}{d_\mathrm{o}}+ \frac{1}{d_\mathrm{i}} = \frac{1}{f}." S143 Q328
	Q8565271 P2534 "\log_{10}\left(\frac{N}{S}\right) = -k \cdot r + m." S143 Q328
	Q5164846 P2534 "1\rightarrow0\quad\mbox{at rate }1," S143 Q328
	Q1378386 P2534 " M = \left \lfloor 1 + \frac{\tau}{T - \delta} \right \rfloor " S143 Q328
	Q7249979 P2534 "\hat{f}(t) = \sum_{i=1}^{M} A_i e^{\sigma_i t} \cos(2\pi f_i t + \phi_i)" S143 Q328
	Q1136640 P2534 "f(z) = \frac{a z + b}{c z + d}" S143 Q328
	Q898280 P2534 "\mathrm{Nu}_L = \frac{\mbox{Total heat transfer }}{\mbox{Conductive heat transfer }} = \frac{hL}{k}" S143 Q328
	Q6433697 P2534 "\cdots \rightarrow R(-i)^{b_i} \rightarrow \cdots \rightarrow R(-2)^{b_2} \rightarrow R(-1)^{b_1} \rightarrow R \rightarrow k \rightarrow 0." S143 Q328
	Q3229349 P2534 "\left(\frac{a}{p}\right)" S143 Q328
	Q470877 P2534 "\ln n! = n\ln n - n +O(\ln n)" S143 Q328
	Q5374735 P2534 "E_n(\bold{k}) = \frac{\hbar^2 (\bold{k} + \bold{G}_n)^2}{2m}" S143 Q328
	Q2292874 P2534 "\begin{matrix}L & = & \{uvwxy u,y \in \{0,1,2,3\}^; v,w,x \in \{0,1,2,3\} \and (v=w \or v=x \or x=w)\} \\ & & \cup \ \{w w \in \{0,1,2,3\}^\and \text {precisely } \tfrac 1 7 \text{ of the characters in }w \text{ are 3's}\}\end{matrix}." S143 Q328
	Q7524249 P2534 "\varphi(x) \approx \sum_{n=0}^N \delta_n(\varepsilon) \psi_n(x) \," S143 Q328
	Q6485978 P2534 "M\ddot{X} = - \nabla U(X) - \gamma \dot{X} + \sqrt{2 \gamma k_B T} R(t)\,," S143 Q328
	Q4143007 P2534 "df(x_0,\ldots,x_p)= \sum_i(-1)^if(x_0,\ldots,x_{i-1},x_{i+1},\ldots,x_p)." S143 Q328
	Q5508975 P2534 "A=U\Sigma V^\mathrm{T}\ " S143 Q328
	Q1019460 P2534 "\mathrm{Ra}_{L} = \frac{g \beta} {\nu \alpha} (T_b - T_u) L^3" S143 Q328
	Q900488 P2534 " \max \{\, d(x,y) x \in \mathcal{A},\, y \in \mathcal{B}\,\}. " S143 Q328
	Q6777130 P2534 "X_1, X_2, \dots\, -- be a martingale with bounded increments, i.e., suppose" S143 Q328
	Q17105475 P2534 "y = f(a(t)x(t))" S143 Q328
	Q1709610 P2534 "\Delta P =\; C\, a\; h\; \bigg(\frac {1}{T_o} - \frac {1}{T_i}\bigg)" S143 Q328
	Q121496 P2534 " f={{\alpha }_{0}}{{x}^{n}}\text{+ }{{a}_{1}}{{x}^{n-1}}+...+{{a}_{n}}" S143 Q328
	Q177051 P2534 "(x+y)^n=\sum_{k=0}^n{n \choose k}x^{n-k}y^{k}" S143 Q328
	Q2154043 P2534 " f(x_1,x_2,\ldots,x_n) = g(x_2,\ldots,x_n) \oplus x_1 h(x_2,\ldots,x_n), where" S143 Q328
	Q14294379 P2534 "Q = I^2 \cdot R \cdot t" S143 Q328
	Q1587118 P2534 "x = \rho \sin\theta " S143 Q328
	Q1057040 P2534 " \text{Years Until FI} = \frac{\frac{\text{Yearly Expenses}}{\text{Withdrawal Rate}} - \text{Net Worth}}{\text{Yearly Earnings After Tax} \cdot \text{Savings Rate}} " S143 Q328
	Q893496 P2534 "\sum_{n=1}^\infty \Pr(E_n)<\infty," S143 Q328
	Q742969 P2534 "f(x)=x^2-5x+6" S143 Q328
	Q1151539 P2534 " a \times (b \times c) + c \times (a \times b) + b \times (c \times a) = 0\quad \forall{a,b,c}\in S." S143 Q328
	Q907823 P2534 "k(T) = Z \rho \exp \left( \frac{-E_{a}}{RT} \right)." S143 Q328
	Q1333681 P2534 "\pi(2^{n/2}) \approx {2^{n/2} \over \left(\frac{n}{2}\right) \ln 2} " S143 Q328
	Q1897429 P2534 "d\colon M \times M \rightarrow \mathbb{R}" S143 Q328
	Q1000660 P2534 "\mathbf{Hom}_{K\text{-alg}} (A,B)." S143 Q328
	Q7941491 P2534 "(T^{} T)^{} = T^{*} T" S143 Q328
	Q1780715 P2534 "f_{n} X \to Y, n \in \mathbb{N}," S143 Q328
	Q7820874 P2534 "F[u] = \int_{\Omega} f(u(x)) \, \mathrm{d} x." S143 Q328
	Q25305080 P2534 "\omega'=\omega\pm\omega_m, " S143 Q328
	Q1328149 P2534 "{\mathbf{X}}_{t_1, \ldots, t_k} = (\mathbf{X}_{t_1}, \ldots, \mathbf{X}_{t_k}) " S143 Q328
	Q508173 P2534 "3^{3n}+[2(3^{n})]^{3}=3^{3n+2}, \quad \quad n \ge1;" S143 Q328
	Q13415295 P2534 "VR \simeq MSP - RAP" S143 Q328
	Q383758 P2534 " \delta_s = \frac {5 \nu} {u^*} " S143 Q328
	Q284089 P2534 "\rm CO_2 + H_2O \xrightarrow{Carbonic\ anhydrase} H_2CO_3 (in [[Biological tissue\|tissue]]s - high CO<sub>2</sub> concentration)<ref>Carbonic acid has a pK<sub>a</sub> of around 6.36 (the exact value depends on the medium) so at pH 7 a small percentage of the bicarbonate is protonated. See [[carbonic acid]] for details concerning the equilibria HCO<sub>3</sub><sup>-</sup> + H<sup>+</sup>\rightleftharpoons H<sub>2</sub>CO<sub>3</sub> and H<sub>2</sub>CO<sub>3</sub>\rightleftharpoons CO<sub>2</sub> + H<sub>2</sub>O</ref>" S143 Q328
	Q905326 P2534 "\psi(x)=\frac{d}{dx}\ln\Big(\Gamma(x)\Big)=\frac{\Gamma'(x)}{\Gamma(x)}." S143 Q328
	Q2297777 P2534 "B_1 = {\alpha_0, \alpha_1, \ldots, \alpha_{m-1}}" S143 Q328
	Q22909720 P2534 " f(t)=p_v(t)+ \varepsilon_v(t) \qquad \text{with} \quad \varepsilon_v(t) \leqq K \left\vert t-v \right\vert^\alpha." S143 Q328
	Q27058 P2534 " \approx (<code>\approx</code>), usually to indicate approximation between numbers, like \pi \approx 3.14." S143 Q328
	Q4874866 P2534 " Q(x) = \frac{1}{\sqrt{2\pi}}\int_{x}^{\infty}e^{-t^{2}/2}dt = \frac{1}{2}\,\operatorname{erfc}\left(\frac{x}{\sqrt{2}}\right),\ x\geq{}0." S143 Q328
	Q5252320 P2534 "S^1 \times I," S143 Q328
	Q5160246 P2534 " \mathrm{Cdim} X = \inf_{Y \in \mathcal{G}} \dim_H Y" S143 Q328
	Q1287978 P2534 " \eta ^2 = \frac{SS_\text{Treatment}}{SS_\text{Total}} ." S143 Q328
	Q3893614 P2534 "\forall m \, \forall n \, \left (\varphi(n,m)\iff\frac{n}{m+1}<a \right )." S143 Q328
	Q663628 P2534 "f(z)=P(z)/Q(z)" S143 Q328
	Q4596968 P2534 "h\colon F\times [-1,1]\to M " S143 Q328
	Q567083 P2534 "\mathrm{Ann}_R(S)=\{r\in R\mid \forall s\in S, rs=0 \}" S143 Q328
	Q17016378 P2534 " \sum_{j=0}^{\sqrt{n}-1}{\|\operatorname{intersect}(j/\sqrt{n})\|} \leq n" S143 Q328
	Q16909211 P2534 " \rho = \rho_1 \otimes \rho_2 , " S143 Q328
	Q7291894 P2534 " (Q \leftrightarrow P) \lor (\lnot P \land Q) \, " S143 Q328
	Q202785 P2534 "AM = \frac{1}{n}\sum_{i=1}^na_i = \frac{1}{n}\left(a_1 + a_2 + \cdots + a_n\right)" S143 Q328
	Q1339385 P2534 "\cdot A\times A \longrightarrow A" S143 Q328
	Q964330 P2534 "\frac{1}{t}\left( \begin{matrix}s&r\\ r&-s\end{matrix} \right), \quad \frac{1}{t}\left( \begin{matrix}s&-r\\ -r&-s\end{matrix} \right), \quad \frac{1}{t}\left( \begin{matrix}-s&r\\ r&s\end{matrix} \right), \quad \frac{1}{t}\left( \begin{matrix}-s&-r\\ -r&s\end{matrix} \right), \quad \left( \begin{matrix}1&0\\ 0&\pm 1\end{matrix} \right), \quad \text{and} \quad \left( \begin{matrix}-1&0\\ 0& \pm1\end{matrix} \right), " S143 Q328
	Q588275 P2534 "A\odot B=(A\ominus C)\cap(A^c\ominus D)," S143 Q328
	Q7314336 P2534 "A= \dfrac{n}{n_{e}}" S143 Q328
	Q181417 P2534 "y(t) = A_c \cos \left( 2 \pi \int_{0}^{t} f(\tau) d \tau \right)" S143 Q328
	Q17080834 P2534 "-\Delta u = f, \qquad u\|_{\partial\Omega} = 0" S143 Q328
	Q7847914 P2534 "\left(\pm1,\ \pm(1+\sqrt{2}),\ \pm(1+\sqrt{2}),\ \pm(1+\sqrt{2})\right)" S143 Q328
	Q6432650 P2534 "\sum\limits_{l'm'} {{M_{lm,l'm'}}\left( {E,{\bf{k}}} \right){c_{l'm'}}\left(E, {\bf{k}} \right) = 0} , " S143 Q328
	Q12416032 P2534 "\frac{T_{\text{f}}}{T_{\text{i}}}=\left(\frac{p_{\text{f}}}{p_{\text{i}}}\right)^{\frac{\gamma -1}{\gamma}}." S143 Q328
	Q6917792 P2534 "MR = \frac{Spring Displacement}{Wheel Displacement}." S143 Q328
	Q7284501 P2534 "\frac{A_2}{A_1} = \left(\frac{b_2}{b_1}\right) ^ {1-1.12 \cdot 10^{-3}\sqrt{b_2/b_1}(b_1A_1)^{0.55}}" S143 Q328
	Q4898424 P2534 " g\le^* f \text{ if } B\subseteq A \text{ and } g(X)\le' f(X) \text{ for every } X\in[B]^{\omega}" S143 Q328
	Q1638628 P2534 "\det(\mathbf r,\mathbf \dot r,\mathbf \ddot r)=0 ." S143 Q328
	Q830123 P2534 "H(s) = \frac{\theta_n(0)}{\theta_n(s/\omega_0)}\," S143 Q328
	Q5997 P2534 " \alpha = \frac{1}{4 \pi \varepsilon_0} \frac{e^2}{\hbar c} = \frac{\mu_0}{4 \pi} \frac{e^2 c}{\hbar} = \frac{k_\text{e} e^2}{\hbar c} = \frac{c \mu_0}{2 R_\text{K}} = \frac{e^2}{4 \pi}\frac{Z_0}{\hbar}" S143 Q328
	Q959606 P2534 "P \left(1 + \frac{i}{n}\right)^{nt}" S143 Q328
	Q17005504 P2534 "Notional_\text{fixed leg}(t) = N \times \prod_{i=1}^{n-1} \left( 1 + \kappa \right)^ {(\frac{1}{252})} " S143 Q328
	Q905694 P2534 "\mathrm{NH_2Cl + Cl_2 \longrightarrow NHCl_2 + HCl}" S143 Q328
	Q780239 P2534 "\alpha = (\alpha_1, \alpha_2,\ldots,\alpha_n)" S143 Q328
	Q908724 P2534 "RT=\left(P+\frac{a}{V_\text{m}^2}\right)(V_\text{m}-b)" S143 Q328
	Q2122210 P2534 "H_{\operatorname{QB}(n)}= \ell^2(\{0,1\}^n)." S143 Q328
	Q4010521 P2534 " \vec{h} = \frac{\vec{L}}{m} " S143 Q328
	Q975727 P2534 "\Delta u + f = 0\," S143 Q328
	Q5121567 P2534 "\left[\frac{1}{2}x^2\right]_0^1" S143 Q328
	Q4200712 P2534 " Mass = Sum[25] \; of \; { EMA[9] \; of \; (high-low) \over EMA[9]\,of\,EMA[9] \; of \; (high-low) }" S143 Q328
	Q6031263 P2534 " h(X) = -\int_\mathbb{R} f(x) \log f(x) \,dx. " S143 Q328
	Q982518 P2534 " V_n=\frac{S_n+S_{n+1}+\ldots+S_{2n-1}}{n} ," S143 Q328
	Q17104358 P2534 " \mathrm{P}(u,v)= \mathrm{A}(u,v)\cdot\mathrm{exp}(i\,\mathrm{\Theta}(u,v))," S143 Q328
	Q1051423 P2534 " 0 \ \leq\ \sum_{n=1}^{\infty} f(n)\ \leq\ \sum_{n=0}^{\infty} 2^{n}f(2^{n})\ \leq\ 2\sum_{n=1}^{\infty} f(n)\ \leq\ +\infty" S143 Q328
	Q1047080 P2534 "\int_a^b f(x)\,dx" S143 Q328
	Q10363531 P2534 "T(p)=\Box p for any [[propositional variable]] p," S143 Q328
	Q178828 P2534 "\begin{align}a&=6.112\ \mathrm{millibar};\quad\;b&= 17.67;\quad\;c&= 243.5^\circ \mathrm{C};\end{align}" S143 Q328
	Q25111134 P2534 " \operatorname{Var}(Z) = n \bar{p} (1 - \bar{p}) - ns^2," S143 Q328
	Q757625 P2534 " {R_{abs}} = S*F" S143 Q328
	Q273008 P2534 "\tan\theta = \frac{\sin\theta}{\cos\theta}." S143 Q328Q3115466 P2534 "\sigma(n)=\min \left\{\,k \mid n \le \binom{k}{\lfloor k/2 \rfloor} \,\right\}, " S143 Q328
	Q1094257 P2534 "A = \begin{pmatrix}0&M\\M&B\end{pmatrix} \text{,}" S143 Q328
	Q4863268 P2534 "H_k(\Sigma_n)\cong H_k(\text{Map}_0(S^n,S^n))" S143 Q328
	Q811478 P2534 "A=\{a_{ij}\}=P(X_t=j\|X_{t-1}=i)." S143 Q328
	Q943800 P2534 "1 = A_0 \leq A_1 \leq \cdots \leq A_n = G." S143 Q328
	Q443972 P2534 " \frac {P'(t)}{P(t)} = \delta," S143 Q328
	Q3895097 P2534 "{\mathbf X} \sim N({\boldsymbol \theta}, 1). \, " S143 Q328
	Q3354606 P2534 "(\mathcal{L}\Phi)(x) = \sum_{y\in f^{-1}(x)} g(y) \Phi(y)" S143 Q328
	Q1945005 P2534 " (\phi \psi)(g) = \sum_{k\ell=g} \phi(k) \psi(\ell)." S143 Q328
	Q5158328 P2534 "\Pr(X \geq a) = \Pr(\Phi (X) \geq \Phi (a)) \leq \frac{\textrm{E}(\Phi(X))}{\Phi (a)}." S143 Q328
	Q165074 P2534 "\mathrm{distance}_{\mathrm{moon}} = \frac {\mathrm{distance}_{\mathrm{observerbase}}} {\tan (\mathrm{angle})}" S143 Q328
	Q1268964 P2534 "\Delta Weight_{front} = a \frac{h}{w}m" S143 Q328
	Q6771320 P2534 "\mathbb E[f(X_{t+s}-X_t)g(J_{t+s})\|\mathcal F_t] = \mathbb E_{J_t,0}[f(X_s)g(J_s)]." S143 Q328
	Q1165839 P2534 "F(t)= n \int_{-\infty}^{\infty} g(x)[G(x+t)-G(x)]^{n-1}\text{d}x." S143 Q328
	Q899301 P2534 " \ \sigma_1 \le \sigma_y \,\!" S143 Q328
	Q3258315 P2534 "f(x;\mu,b,n)=\frac{ b^n {(x-\mu)}^{-1-n} }{ \left( e^{\frac{b}{x-\mu}} -1 \right) \Gamma(n) \zeta(n) } " S143 Q328
	Q885373 P2534 "1-\frac{1}{m}." S143 Q328
	Q1208616 P2534 "p=\frac{F}{A}" S143 Q328
	Q900639 P2534 " \omega is frequency of strain oscillation," S143 Q328
	Q921229 P2534 "\eta_0 = \left(\frac{4 \pi^2 F_s^3 V_{as}}{c^3 Q_{es}}\right)\times100\%" S143 Q328
	Q7100051 P2534 "f_c z \to z^2 + c. \," S143 Q328
	Q2886427 P2534 "\mathbf \psi_{STO-3G}(s)=c_1\phi_1 + c_2\phi_2 + c_3\phi_3" S143 Q328
	Q320405 P2534 "\xi = \sqrt[3]{\frac{\varphi}{2} + \frac{1}{2}\sqrt{\varphi - \frac{5}{27}}} + \sqrt[3]{\frac{\varphi}{2} - \frac{1}{2}\sqrt{\varphi - \frac{5}{27}}} \approx 1.715\,5615." S143 Q328
	Q864333 P2534 "f_1(x) = x^\pi \ " S143 Q328
	Q20078795 P2534 "Y_{t} = g_{t} + C_{t} + I_{t};" S143 Q328
	Q2994919 P2534 "\sigma_T = {\sigma_{T_{cal}}[1 + \alpha (T - T_{cal})] }" S143 Q328
	Q4020443 P2534 "\{92, 19, \mathbf{101}, 58, \mathbf{1053}, 91, 26, 78, 10, 13, \mathbf{-40}, \mathbf{101}, 86, 85, 15, 89, 89, 28, \mathbf{-5}, 41\} \qquad (N = 20, \text{mean} = 101.5)" S143 Q328
	Q61758 P2534 "y''+p(x)y'+q(x)y=0" S143 Q328
	Q744960 P2534 "r\cdot(xy) = (r\cdot x)y = x(r\cdot y)" S143 Q328
	Q1126730 P2534 "r_s = \rho_{\operatorname{rg}_X,\operatorname{rg}_Y} = \frac {\operatorname{cov}(\operatorname{rg}_X,\operatorname{rg}_Y)} { \sigma_{\operatorname{rg}_X} \sigma_{\operatorname{rg}_Y} }" S143 Q328
	Q1667940 P2534 "I(\nu, T) = \frac{2 h \nu^3}{c^2} e^{-\frac{h \nu}{kT}}&nbsp;&nbsp;&nbsp;<ref name="rybickilightman1979">" S143 Q328
	Q628595 P2534 "\text{Liquid} \xrightarrow[\text{cooling}]{\text{eutectic temperature}} \alpha \,\, \text{solid solution} + \beta \,\, \text{solid solution}" S143 Q328
	Q541008 P2534 "N = mg \cos(\theta) " S143 Q328
	Q6795894 P2534 "R_{xx}(k) = \alpha_k" S143 Q328
	Q1474701 P2534 "\rho_P \propto \frac{1}{r^2}." S143 Q328
	Q2041652 P2534 "f = {1 \over 2\pi\sqrt{L_1C/2}}\;" S143 Q328
	Q15989233 P2534 "FV=P(1+i)^{120} + P(1+i)^{119}+\dots+P(1+i)^2+P(1+i)^1" S143 Q328
	Q8064170 P2534 " x_u(n)=\text{exp}\left(-j\frac{\pi un(n+1+2q)}{N_\text{ZC}}\right), \, " S143 Q328
	Q331854 P2534 "t_i = \frac{I_{i}}{I_{tot}}" S143 Q328
	Q6433243 P2534 "i^{\ast}_{Q}(TE) = \{(q,v) \in Q \times TE \mid i(q) = \tau_{E}(v)\}\subset Q\times TE,\," S143 Q328
	Q4868564 P2534 "(a,b) = (-1)^{\left\|a\right\|}\Delta(ab) - (-1)^{\left\|a\right\|}\Delta(a)b - a\Delta(b)+a\Delta(1)b ." S143 Q328
	Q5280766 P2534 "\text{if } X \sim \mathrm{DP}\left(H, \alpha\right)" S143 Q328
	Q356895 P2534 "\|\psi(x,t_1)\|^2 \neq \|\psi(x,t_0)\|^2." S143 Q328
	Q3978010 P2534 "Q_1=\frac{1}{2}\left[(p-iW)b+(p+iW)b^\dagger\right]" S143 Q328
	Q4218412 P2534 "\int_{0}^{+\infty} e^{-x} f(x)\,dx." S143 Q328
	Q3299367 P2534 "\psi(x,t) = A \cos (k x - \omega t+\varphi)" S143 Q328
	Q7582218 P2534 "(x, y) \mapsto (ax, y/a)" S143 Q328
	Q5182402 P2534 "\mathbf{Ma} = \mathbf{F}_{ext} - \mathbf{F}_{int} " S143 Q328
	Q649803 P2534 "F_{d} = 6\pi r \eta v_1 \," S143 Q328
	Q5160997 P2534 "\liminf_{n \to \infty} F_{n} (x_{n}) \geq F(x);" S143 Q328
	Q7758469 P2534 "\phi_{i,j} = \min\{\Pr(\text{RCA} x_i \geq 1 \mid \text{RCA} x_j \geq 1), \Pr(\text{RCA} x_j \geq 1 \mid \text{RCA} x_i) \geq 1\}" S143 Q328
	Q266237 P2534 "^hp(x,y,z)=z^{\deg(p)}p(\tfrac{x}{z},\tfrac{y}{z}) " S143 Q328
	Q1750766 P2534 "f(\lambda x)=\lambda^{\Delta}f(x)" S143 Q328
	Q4681344 P2534 " E[y_i\|x_{i1}, \ldots, x_{ip}] = \beta_0+\sum_{j=1}^p f_j(x_{ij}) " S143 Q328
	Q181508 P2534 "N = R_{\ast} \cdot f_p \cdot n_e \cdot f_{\ell} \cdot f_i \cdot f_c \cdot L" S143 Q328
	Q3454689 P2534 "\xi= E(X_{1j})-E(X_{2j})=\mu_1-\mu_2. \, " S143 Q328
	Q3443426 P2534 "2^k{\|X\|\choose k}," S143 Q328
	Q4937510 P2534 "Q = U A \Delta T." S143 Q328
	Q5062085 P2534 " P(A\mid B) = P(A) \text{ or } P(B\mid A) = P(B)<ref>Conditional Independence in Statistical theory [http//edlab-www.cs.umass.edu/cs589/2010-lectures/conditional%20independence%20in%20statistical%20theory.pdf "Conditional Independence in Statistical Theory", A. P. Dawid"]</ref><ref>Probabilistic independence on Britannica [http//www.britannica.com/EBchecked/topic/477530/probability-theory/32768/Applications-of-conditional-probability#toc32769 "Probability->Applications of conditional probability->independence (equation 7) "]</ref> (''A'' and ''B'' are independent)" S143 Q328
	Q7333618 P2534 "\tan{\frac{A}{2}}=\frac{b}{a},\qquad \tan{\frac{C}{2}}=\frac{a}{b}" S143 Q328
	Q1727710 P2534 "F = \sigma T^4 (\tfrac{R}{D})^2" S143 Q328
	Q1791834 P2534 "E(R_i) = R_f + \beta_{im}[E(R_m) - R_f].\," S143 Q328
	Q1425529 P2534 " 5 = (1 + 2i)(1-2i) splits completely;" S143 Q328
	Q920025 P2534 "I_x(q_1) V_x + I_y (q_1) V_y = -I_t(q_1)" S143 Q328
	Q468620 P2534 " \forall \; x \big( A(x) \rightarrow B (x) \big)" S143 Q328
	Q7243214 P2534 "z_k = A\cdot W^{-k}, k=0,1,\dots,M-1" S143 Q328
	Q3361981 P2534 "IV_{\mathrm{out-of-the-money}}= 0 " S143 Q328
	Q106080 P2534 "T_g = \frac{H_d}{S_d+ R \ln(\frac{1-f_c}{f_c})}," S143 Q328
	Q383444 P2534 "\sum_{v \in V} \deg(v) = 2\|E\|\, ." S143 Q328
	Q5609013 P2534 "s=\frac{\log2}{\log2-\log\eta} \approx 0.7675, \qquad \eta^3+\eta^2+\eta=2. " S143 Q328
	Q6664291 P2534 "\|f(x)\|\le M" S143 Q328
	Q3526854 P2534 "(g_1, g_2) [h] = g_1 h g_2^{-1}." S143 Q328
	Q1206935 P2534 "c = S_0e^{-r_f T}\mathcal{N}(d_1) - Ke^{-r_d T}\mathcal{N}(d_2)" S143 Q328
	Q3030793 P2534 " \int_{0}^\infty E(t)\, dt = 1." S143 Q328
	Q20740431 P2534 "\{q_i, q_j\} = 0 \qquad \{p_i, p_j\} = 0 \qquad \{q_i, p_j\} = \delta_{ij}" S143 Q328
	Q1847839 P2534 "e_i \sim (1-\varepsilon) N(0, \sigma^2) + \varepsilon N(0, c\sigma^2)." S143 Q328
	Q92552 P2534 "x^2 - 4x + 1 = 0.\ " S143 Q328
	Q3075200 P2534 " f(x, y) = (x^2+y-11)^2 + (x+y^2-7)^2.\quad" S143 Q328
	Q3575275 P2534 "zcr = \frac{1}{T-1} \sum_{t=1}^{T-1} \mathbb{1}_{ \mathbb{R}_{< 0} } (s_t s_{t-1}) " S143 Q328
	Q7618554 P2534 "E = \frac{1}{2} \rho A v^3 t" S143 Q328
	Q5276205 P2534 " g = 1 + (M_{5} + 2 M_{6} - M_{3}) / 8 ,\! " S143 Q328
	Q369743 P2534 "v=\sqrt{{2 g}{z}}, when arriving at elevation ''z''=0, or when we rearrange it as a ''head'' h=\frac{v^{2}}{2 g}" S143 Q328
	Q3406905 P2534 " \mathrm{depth}(M) \leq \dim(M), " S143 Q328
	Q637150 P2534 "f(x;\sigma) = \frac{x}{\sigma^2} e^{-x^2/(2\sigma^2)}, \quad x \geq 0," S143 Q328
	Q2142232 P2534 "\ x(t) = M_a \sin(2 \pi f_a t + \phi_a) + M_b \sin(2 \pi f_b t + \phi_b) + M_c \sin(2 \pi f_c t + \phi_c)" S143 Q328
	Q17157223 P2534 " {D =\ } {(1.6122\times10^{-9})\lambda^4} - {(2.66575\times10^{-6})\lambda^3} + {(1.6242\times10^{-3})\lambda^2} - {(0.4277)\lambda} + {41.57}" S143 Q328
	Q6153280 P2534 "\int_A e^{- \varphi(x)} \, \mathrm{d} x < + \infty." S143 Q328
	Q1925212 P2534 "\mu_{1} \equiv E[W]=g_{1}(\theta_{1}, \theta_{2}, \dots, \theta_{k}) , " S143 Q328
	Q7454785 P2534 "a_n=\left\{\begin{matrix} 1, & \mbox{if }n\mbox{ is 1} \\ 2b_n, & \mbox{otherwise}\end{matrix}\right." S143 Q328Q2621825 P2534 "\{\sqrt{2}\sin(2\pi n x) \; \| \; n\in\mathbb{N} \} \cup \{\sqrt{2} \cos(2\pi n x) \; \| \; n\in\mathbb{N} \} \cup\{1\}" S143 Q328
	Q17141564 P2534 "\max(A_1(x_1, \dots, x_{r-1}), \dots, A_{n_A}(x_1, \dots, x_{r-1})) \leq x_r \leq \min(B_1(x_1, \dots, x_{r-1}), \dots, B_{n_B}(x_1, \dots, x_{r-1})) \wedge \phi." S143 Q328
	Q7452470 P2534 "H_i = - \sum f_{a,i} \times \log_2 f_{a,i} " S143 Q328
	Q1043944 P2534 "P_\text{stagnation}=\tfrac{1}{2} \rho v^2 + P_\text{static}" S143 Q328
	Q17103560 P2534 "{}^\circ\mbox{Lintner} = \frac{{}^\circ\mbox{WK} + 16}{3.5}" S143 Q328
	Q7429707 P2534 "T_t(a f + b h) = a T_t f + b T_t h" S143 Q328
	Q910816 P2534 "\Delta U=U(S_2)-U(S_1)\," S143 Q328
	Q883112 P2534 "<math chem> v_0 = \frac{V_{\max}[\ce{S}]}{K_M + [\ce{S}]} &nbsp;&nbsp;&nbsp;&nbsp;''(Michaelis–Menten equation)''" S143 Q328
	Q5450141 P2534 "F is resultant fineness modulus" S143 Q328
	Q1032070 P2534 "\hat{a}\|\alpha\rangle=\alpha\|\alpha\rangle ~." S143 Q328
	Q1150924 P2534 "T_L=\frac{T_N}{cos(\theta)}" S143 Q328
	Q663908 P2534 " (\mathbf{ab})\mathbf{c} = \mathbf{a}(\mathbf{bc}) " S143 Q328
	Q1179074 P2534 " \sin^2 (2\theta_{13}) = 0.092 \pm 0.016 \, \mathrm{(stat)} \pm 0.005\, \mathrm{(syst)}. " S143 Q328
	Q333871 P2534 "Q^\mathrm{T} Q = Q Q^\mathrm{T} = I," S143 Q328
	Q165278 P2534 "W = cL^b\!\," S143 Q328
	Q948116 P2534 "xy \vee \bar{x}z \vee yz = xy \vee \bar{x}z" S143 Q328Q7249433 P2534 " \chi_{i,j} = {\vec{d}_{i,j}\cdot\vec{E}_0 \over \hbar}" S143 Q328
	Q5280761 P2534 "\mathcal{S} = \mathcal{R}(X) + \bar{\mathcal{R}(X)}" S143 Q328
	Q108193 P2534 "\rho = R \frac{A}{\ell}, \,\!" S143 Q328
	Q339722 P2534 " \pi(X) = \operatorname{id}_H \quad " S143 Q328
	Q7099015 P2534 "\text{return}\colon A \to A^{?} = a \mapsto \text{Just} \, a" S143 Q328
	Q731453 P2534 " \mathbb{E}[R_P] = \sum^{n}_{i=1}x_i\mathbb{E}[R_i] " S143 Q328
	Q6822487 P2534 "H = T + V + V_\text{bias}." S143 Q328
	Q1138992 P2534 "S(c_{(1)})c_{(2)}=c_{(1)}S(c_{(2)})=\epsilon(c)1\qquad\mbox{ for all }c\in H." S143 Q328
	Q7207866 P2534 " x_t, x_{t+1}, x_{t+2}, \ldots, \, " S143 Q328
	Q2835816 P2534 " b_0 + b_1 x_i+ ... +b_n x_i ^ n + (-1)^ i E = f(x_i) (where i=1, 2, ... n+2 )," S143 Q328
	Q11345 P2534 " Ax^2 +Bx + C = y " S143 Q328
	Q7524131 P2534 "q = 2^\nu\frac{a}{b}" S143 Q328
	Q2040587 P2534 "\theta_{n+1}=\theta_n + \Omega -\frac{K}{2\pi} \sin (2\pi \theta_n)." S143 Q328
	Q7430982 P2534 " \\|T\\| _{p} = \bigg( \sum _{n\ge 1} s^p_n(T)\bigg)^{1/p} " S143 Q328
	Q4245771 P2534 "y^2 = x^2 + x^3 " S143 Q328
	Q5128022 P2534 "\hat{y} = f(x)" S143 Q328
	Q831024 P2534 "p v^{\,n} = C" S143 Q328
	Q175973 P2534 "\Delta R = k\Delta T \," S143 Q328
	Q5139919 P2534 "\bar{R}_P(X,Y) = (\operatorname{Id} - P)[PX,PY]" S143 Q328
	Q5159897 P2534 "\frac{-1 \pm \sqrt v}{2} , " S143 Q328
	Q826849 P2534 "\frac{\partial P}{\partial t} =\rho a \frac{\partial v}{\partial t} " S143 Q328
	Q6901644 P2534 "(F,m)(\mathcal C,\otimes,I)\to(\mathcal D,\bullet, J) and (G,n)(\mathcal C,\otimes,I)\to(\mathcal D,\bullet, J)" S143 Q328
	Q2221775 P2534 "\mathbb{P}(X_t \in A \|\mathcal{F}_s) = \mathbb{P}(X_t \in A\| X_s).<ref>{{cite book \|last=Durrett \|first=Rick \|title=Probability Theory and Examples \|edition=Fourth \|location=Cambridge \|publisher=Cambridge University Press \|year=2010 \|isbn=978-0-521-76539-8 }}</ref>" S143 Q328
	Q844610 P2534 "X^\prime = \Lambda X," S143 Q328
	Q5160266 P2534 "S = -R\Sigma_{i}p_{i}ln(p_{i})" S143 Q328
	Q958887 P2534 " A_1 < A_2 < \cdots < A_N. " S143 Q328
	Q25303676 P2534 "\kappa_i^{(h)} = \exp \left( - \sum_j p_j^{(h)} \log p_j^{(h)} \right) " S143 Q328
	Q5575737 P2534 " \mathrm{NapLog}(x) = \frac{\log \frac{10^7}{x}}{\log \frac{10^7}{10^7 - 1}}." S143 Q328
	Q185049 P2534 "\left(\prod_{i=1}^n x_i\right)^\frac{1}{n} = \sqrt[n]{x_1 x_2 \cdots x_n}." S143 Q328
	Q601053 P2534 "r^n = x," S143 Q328
	Q1969054 P2534 "f^{-1}(a, \infty) = \{x\in X f(x)>a\} " S143 Q328
	Q2606 P2534 "\operatorname{P}(n) = 2^{-n}\," S143 Q328
	Q4120120 P2534 " \varepsilon is [[Strain (materials science)\|strain]]," S143 Q328
	Q5186780 P2534 " K = {e^{-\Delta G/RT}}" S143 Q328
	Q182505 P2534 "P(A\|B) = \frac{P(B \| A) \, P(A)}{P(B)}," S143 Q328
	Q1607146 P2534 "DG=a_{\text{print}}-a_{\text{form}}" S143 Q328
	Q618164 P2534 "5 \cdot \log_{10} D = m - M - 10," S143 Q328
	Q8032308 P2534 "\eta_i = \frac{K_c + K_i}{K_c+K_i + K_i1 + K_i2},\quad i = 1,2" S143 Q328
	Q10656 P2534 " \mathbf{F} = q\left[\mathbf{E} + (\mathbf{v} \times \mathbf{B})\right] " S143 Q328
	Q436569 P2534 "\sin\frac{\gamma_1}{2} = \frac{a_1}{2r_u} = \frac{1}{2\sin\frac{2\pi}{5}}." S143 Q328
	Q7303176 P2534 "f(x) = \max(0, x)," S143 Q328
	Q843877 P2534 "L_\odot = 4\pi A^2 S_\odot\," S143 Q328
	Q192830 P2534 "\bar{y}=\frac{1}{n}\sum_{i=1}^n y_i " S143 Q328
	Q1324364 P2534 "\rho G \to \mathrm{Aut}_{\mathbf{C}}(X)" S143 Q328
	Q3611543 P2534 "{\mathfrak g}=\bigoplus_{i\in{\mathbb Z}} {\mathfrak g}_i (1)" S143 Q328
	Q1600314 P2534 "M=\frac{1000000}{T}" S143 Q328
	Q25111957 P2534 " f(\lambda,\theta) = f(\cos\lambda\sin\theta,\sin\lambda\sin\theta, \cos\theta), (\lambda,\theta)\in[-\pi,\pi]\times[0,\pi]." S143 Q328
	Q14769928 P2534 "\mathcal{L}={1\over 2}\partial^\mu \phi_a \partial_\mu \phi_a-{m^2\over 2}\phi_a \phi_a-{\lambda\over 8N}(\phi_a \phi_a)^2" S143 Q328
	Q6423024 P2534 "D \subset \cup \mathfrak{p}_i Let ''x'' be in ''D''. Then ''xy'' = 0 for some nonzero ''y''. Since ''R'' is reduced, (0) is the intersection of all \mathfrak{p}_i and thus ''y'' is not in some \mathfrak{p}_i. Since ''xy'' is in all \mathfrak{p}_j; in particular, in \mathfrak{p}_i, ''x'' is in \mathfrak{p}_i." S143 Q328
	Q8069465 P2534 "C=\omega^2 (x^2+y^2) + 2 \left(\frac{\mu_1}{r_1}+\frac{\mu_2}{r_2}\right) - \left(\dot x^2+\dot y^2+\dot z^2\right)" S143 Q328
	Q6653177 P2534 "\liminf_{n\to\infty} \ n\,\Vert n\alpha\Vert \,\Vert n\beta\Vert = 0," S143 Q328
	Q713084 P2534 "I^{\oplus k} \to A, \, (y_1, \dots, y_k) \mapsto a_1y_1 + \cdots + a_k y_k." S143 Q328
	Q7442980 P2534 "V_x=f(x,y)" S143 Q328
	Q609566 P2534 " R_i \leftrightarrow R_j" S143 Q328
	Q5596009 P2534 "\Delta(t) = (t - 1 + t^{-1})^2," S143 Q328
	Q7119452 P2534 " P = P_{\max} (1 - e^{-\alpha I/P_\max})e^{-\beta I/P_\max} \, " S143 Q328
	Q412931 P2534 "\rm 2\ CH_3OH + C_2O_2(OH)_2\ \xrightarrow{H_2SO_4}\ (CH_3)_2C_2O_4 + 2\ H_2O" S143 Q328
	Q637461 P2534 "s=(p_1+p_2)^2=p_1^2+p_2^2+2 p_1 \cdot p_2 \approx 2 p_1 \cdot p_2 \," S143 Q328
	Q660446 P2534 "P_1= \frac{n_2}{n_1+n_2}" S143 Q328
	Q1453564 P2534 "L = N\,l, where ''N'' is the number of monomers." S143 Q328
	Q25098606 P2534 " (u_1, u_2, \ldots, u_n)" S143 Q328
	Q897827 P2534 "\mathrm{SE} = \frac{\sigma}{\sqrt n} = \frac{12}{\sqrt{55}} = \frac{12}{7.42} = 1.62 \,\!" S143 Q328
	Q2087545 P2534 "\frac{\partial \phi_B} {\partial t} = 0" S143 Q328
	Q6867845 P2534 " M_K = \sqrt{\|D\|} \left(\frac{4}{\pi}\right)^{r_2} \frac{n!}{n^n} \ . " S143 Q328
	Q5182296 P2534 "\operatorname{P}\left[E_1\mid E_1\cup E_2\right]=\frac{\operatorname{P}[E_1]}{\operatorname{P}[E_1]+\operatorname{P}[E_2]}" S143 Q328
	Q3345678 P2534 " L_{x} f \mapsto f(x) \text{ } \forall f \in H. " S143 Q328
	Q1335249 P2534 "\mathbf{r}(s) = \left[ x(s),\ y(s) \right] \ . " S143 Q328
	Q1054170 P2534 "a^{2} + b^{2} + c^{2} \geq (a - b)^{2} + (b - c)^{2} + (c - a)^{2} + 4 \sqrt{3} T \quad \mbox{(HF)}." S143 Q328
	Q18387811 P2534 " L_x = \frac{l_x + l_{x+1}}{2}." S143 Q328
	Q3115522 P2534 "1+d\sum_{i=0}^{k-1}(d-1)^i ." S143 Q328
	Q8225412 P2534 "D(\theta,\phi) = \frac{U(\theta, \phi)}{P_\text{tot}/\left(4\pi\right)}." S143 Q328
	Q180825 P2534 "\text{Opposition strength multiplier} = ({200-\text{ranking position})/100}" S143 Q328
	Q1077037 P2534 "T = K P_{pre} d " S143 Q328
	Q3455889 P2534 "Q_{Y}(\tau)=F_{Y}^{-1}(\tau)=\inf\left\{ yF_{Y}(y)\geq\tau\right\}" S143 Q328
	Q3147290 P2534 " BC = M_{bol} - M_V\!\," S143 Q328
	Q6634220 P2534 "x(u, v) = \left(R + r\cos{v}\right)\cos{u}, " S143 Q328
	Q3495962 P2534 " \text{score}_X = \text{time}_X \times 2^{10(\frac{\text{size}_X}{\text{size}_{\text{TOP}}} - 1)}" S143 Q328
	Q16853908 P2534 "i\gamma^a e_a^\mu D_\mu \Psi - m \Psi = 0." S143 Q328
	Q382497 P2534 "\overrightarrow{f(P)~f(Q)} = \varphi(\overrightarrow{PQ})" S143 Q328
	Q7559041 P2534 "\frac{d^2x^a}{ds^2} + \Gamma^{a}_{bc}\frac{dx^b}{ds}\frac{dx^c}{ds} = 0" S143 Q328
	Q2470526 P2534 "\Delta P =\; C\, a\; h\; \bigg(\frac {1}{T_o} - \frac {1}{T_i}\bigg)" S143 Q328
	Q39325 P2534 "\vert{\Psi_{\mathbf{p}}^{(\pm)}}\rangle = \vert{\Psi_{\mathbf{p}}^{\circ}}\rangle + G^\circ(E_p \pm i\epsilon) V \vert{\Psi_{\mathbf{p}}^{(\pm)}}\rangle," S143 Q328
	Q456344 P2534 "\mathbf{y} \leftarrow \alpha \mathbf{x} + \mathbf{y} \!" S143 Q328
	Q3527008 P2534 "g_{m,n}(x) = e^{2\pi i m b x} g(x - n a)," S143 Q328
	Q7492173 P2534 " q = \frac{V_y Q_x}{I_x}" S143 Q328
	Q18389508 P2534 "POF=\frac{\max_{D\in Divisions}{(welfare(D))}}{\max_{D\in FairDivisions}{(welfare(D))}}" S143 Q328
	Q1228841 P2534 " e = \sum_{i=0}^{n-1} a_i 2^i" S143 Q328
	Q8037601 P2534 "\phi(x_i-x_j) \, " S143 Q328
	Q6664609 P2534 "\frac{m}{s}." S143 Q328
	Q574576 P2534 "\frac{dN}{dt} = -\lambda N." S143 Q328
	Q964667 P2534 "\sum_{\omega \in \Omega} q_i(\omega)u_i(s_i, s_{-i}) \geq \sum_{\omega \in \Omega} q_i(\omega)u_i(\phi(s_i), s_{-i})" S143 Q328
	Q4973706 P2534 "\log \gamma_{\pm} = \frac{-A_\gamma I^{1/2}}{1+I^{1/2} }+\beta b." S143 Q328
	Q7577347 P2534 "A(\uparrow) + B(\downarrow) \rightarrow A(\downarrow) + B(\uparrow)" S143 Q328
	Q2454864 P2534 "A_q(n,d)" S143 Q328
	Q16726095 P2534 " \widehat{\Omega}\psi(\mathbf{r},t) = \psi(\mathbf{r}',t') " S143 Q328
	Q4642851 P2534 "\sigma_1^{-1}\sigma_2^2\sigma_1^{-2}\sigma_2. \, <ref>https//www.wolframalpha.com/input/?i=6_3+knot</ref>" S143 Q328
	Q51366 P2534 " M_{\rm limit} = \frac{\omega_3^0 \sqrt{3\pi}}{2}\left ( \frac{\hbar c}{G}\right )^{3/2}\frac{1}{(\mu_\text{e} m_\text{H})^2}," S143 Q328
	Q5638115 P2534 " K\subseteq\bigcup_{i=1}^{2^n} s_i K + v_i." S143 Q328
	Q384142 P2534 "\epsilon_n = \frac{1}{p-1}\sum_{a=1}^{p-1} \omega(a)^n \sigma_a^{-1}." S143 Q328
	Q5260663 P2534 "CD = S/(R+S) \times AB = AB/(R+S) \times S " S143 Q328
	Q5741903 P2534 " \sum_{k=0}^{n-1}\left\lfloor x+\frac{k}{n}\right\rfloor=\lfloor nx\rfloor ." S143 Q328
	Q5160256 P2534 "\mathcal{S}=\int \mathrm{d}^4x \sqrt{-g} C_{abcd}C^{abcd}," S143 Q328
	Q4904213 P2534 "M^rf(x) = \int_K f(gk\cdot y)\,dk," S143 Q328
	Q2229066 P2534 "\frac{r}{[L]} = nK_a - rK_a " S143 Q328
	Q4956439 P2534 "\langle Qx_1\dots Qx_n\rangle " S143 Q328
	Q175648 P2534 " \frac{1}{p} + \frac{1}{q} = 1. " S143 Q328
	Q5384434 P2534 "\frac{\Gamma^3(1/3)}{4\pi}" S143 Q328
	Q7557802 P2534 " d = \frac{\hbar \mu_0}{4 \pi} \frac{\gamma_1 \gamma_2}{r^3} ," S143 Q328
	Q560808 P2534 "z(r)=\frac{r^2}{R\left (1+\sqrt{1-(1+\kappa)\frac{r^2}{R^2}}\right )}+\alpha_1 r^2+\alpha_2 r^4+\alpha_3 r^6+\cdots , <ref name=Pruss>{{Cite journal\|title=Testing aspheres \|journal =Optics & Photonics News \|date=April 2008 \|volume=19 \|issue=4 \|page=26 \|first=Christof \|last=Pruss \|doi = 10.1364/OPN.19.4.000024 \|display-authors=etal\|bibcode = 2008OptPN..19...24P }}</ref>" S143 Q328
	Q325519 P2534 "\mathrm{HA +H_2O \rightleftharpoons A^- + H_3O^+}" S143 Q328
	Q592289 P2534 "MA = \frac{F_B}{F_A} = \frac{a}{b}." S143 Q328
	Q4692252 P2534 " \det X_G = \prod_{j=1}^r P_j(x_{g_1},x_{g_2},\dots,x_{g_n})^{\deg P_j}" S143 Q328
	Q1876526 P2534 "\lim_{z \to a}f(z) &nbsp; and &nbsp; \lim_{z \to a}\frac{1}{f(z)} &nbsp; exist, then ''a'' is a [[removable singularity]] of both ''f'' and 1/''f''. " S143 Q328
	Q763735 P2534 " Sp_2(\mathbb{F}_q) = \left \{ g \in GL_{2n}(\mathbb{F}_q) \mid ^tgJg = J \right \}." S143 Q328
	Q4504202 P2534 "\frac{d\textbf{x}}{dt} = A\textbf{x}, \quad \text{where Jacobian } A = \frac{d\textbf{f}}{d\textbf{x}}(\textbf{x}^*). " S143 Q328
	Q1577504 P2534 " y_t = 5t/c\, \left[ 0.2969 \sqrt{\frac{x}{c}} -0.1260 \left(\frac{x}{c}\right) -0.3516 \left(\frac{x}{c}\right)^2 + 0.2843 \left(\frac{x}{c}\right)^3 -0.1015 \left( \frac{x}{c} \right)^4 \right],<ref>[http//www.aerospaceweb.org/question/airfoils/q0041.shtml Aerospaceweb.org \| Ask Us - NACA Airfoil Series<!-- Bot generated title -->]</ref><ref>http//www.fges.demon.co.uk/cfd/naca.html#07 {{wayback\|url=http//www.fges.demon.co.uk/cfd/naca.html#07 \|date=20090427002114 }}</ref>" S143 Q328
	Q17005573 P2534 " \{1\} \rightarrow G^o \rightarrow G \rightarrow \Gamma \rightarrow \{1\} " S143 Q328
	Q1930258 P2534 " Generator_\mathrm{MVARs} + System_\mathrm{gain} + Shunt_\mathrm{capacitors} = MVAR_\mathrm{Demand} + Reactive_\mathrm{losses} + Shunt_\mathrm{reactors}" S143 Q328
	Q548675 P2534 "M^n \subset \mathbf{R}^{\frac{n(n+1)}{2}}," S143 Q328
	Q1204361 P2534 "{p}= \prod_{i=1}^{n} p_{i} " S143 Q328
	Q830791 P2534 "c_1 \mid \uparrow \rangle + c_2 \mid \downarrow \rangle" S143 Q328
	Q1751496 P2534 "\\| u \\|_{L^{p} (\Omega)} \leq C \\| \nabla u \\|_{L^{p} (\Omega)}," S143 Q328
	Q7301276 P2534 "V = V_\mathbb{R} \oplus i V_\mathbb{R}." S143 Q328
	Q727049 P2534 "\sigma_y = \sigma_0 + {k_y \over \sqrt {d}}" S143 Q328
	Q2496679 P2534 "E_\mathrm{P} = \sqrt{\frac{\hbar c^5}{G}} \approx 1.956 \times 10^9\ \mathrm{J} \approx 1.22 \times 10^{28}\ \mathrm{eV} \approx 0.5433\ \mathrm{MWh}" S143 Q328
	Q5046807 P2534 "(G_1, P_1) \ '''¢''' (G_2, P_2) = (G_1 \or G_2 P_1, P_2 P_1) " S143 Q328
	Q1996100 P2534 "p(X) = \prod_{i=1}^{\deg(p)} (X - a_i) where for each i we have (X - a_i) \in L[X]" S143 Q328
	Q4241333 P2534 "\underset{i}{\min}\Pr(R_{i}<\underline{R})" S143 Q328Q6731619 P2534 "L(n) = \sum_{k=1}^n \lambda(k) \leq 0 " S143 Q328Q895404 P2534 " B = {\frac{Q_h}{Q_e}}," S143 Q328
	Q5678777 P2534 "\forall y ( \forall x Pxy \to Pty)" S143 Q328
	Q161666 P2534 "\log(K_{sc/w}) = a + b\log(K_{w/o})" S143 Q328
	Q8027030 P2534 " \omega^k(\zeta) \leq k !\,." S143 Q328
	Q3053936 P2534 "<math style="margin-bottom1em">E=CS^r" S143 Q328
	Q4895685 P2534 "\frac{\mbox{d}}{\mbox{d} x} ( \alpha \cdot f(x) + \beta \cdot g(x) ) " S143 Q328
	Q1224446 P2534 " \frac{f(x+h) - f(x)}{h} " S143 Q328
	Q7048908 P2534 "g_{\mu\nu} = \eta_{\mu\nu} + h_{\mu\nu} +\mathcal{O}(h^2)," S143 Q328
	Q17003488 P2534 " M = m_1\mathbb{Z_+}+\dots + m_n\mathbb{Z_+} ." S143 Q328
	Q1248575 P2534 "\sum_{k=1}^\infty z_k=s \quad\iff\quad \lim_{n\to\infty}\sum_{k=1}^n\frac{z_k^n}{\Pi_k(z_1,\ldots,z_n)}=s" S143 Q328
	Q1899432 P2534 "K_0(X)\," S143 Q328
	Q420062 P2534 " {{\Delta K} \over K} = {{{\Delta K} \over Y} \over {K \over Y}} = {s \over k }" S143 Q328
	Q228206 P2534 "X_{n+1} = (a X_n + b)\, \textrm{mod}\, m" S143 Q328
	Q4938217 P2534 " \mathbf{b} G \rightarrow \mathbf{Bohr}(G). " S143 Q328Q7051757 P2534 " \boldsymbol\mu\|\boldsymbol\mu_0,\lambda,\boldsymbol\Sigma \sim \mathcal{N}\left(\boldsymbol\mu\Big\|\boldsymbol\mu_0,\frac{1}{\lambda}\boldsymbol\Sigma\right)" S143 Q328
	Q1332363 P2534 " k-(\operatorname{rank} G-\operatorname{rank} H)\leq 5. " S143 Q328
	Q7694961 P2534 "\omega(x)=\lim_{n\rightarrow\infty} x^{p^n}" S143 Q328
	Q907325 P2534 " \int G_{bip}\, dt = 0 (1)" S143 Q328
	Q901396 P2534 "\tau = \frac {\sigma_1 - \sigma_3}{2} ," S143 Q328Q198740 P2534 "v_i = \sqrt{\frac{T}{A} \cdot \frac{1}{2 \rho}}." S143 Q328
	Q17069852 P2534 "V(r) = \mathfrak{D}_e \left( 1- \frac{u(r)}{u(r_e)} e^{-\beta(r)y_p^{r_{\rm{ref}}}(r)} \right)^2" S143 Q328
	Q3092131 P2534 "\phi_n = A_n \cos \left( \frac{2\pi n x}{L}\right) " S143 Q328
	Q3611545 P2534 "yx = (-1)^{\|x\| \|y\|}xy.\," S143 Q328
	Q3442941 P2534 "\theta\ = G \cdot\ \left( \frac{V_1 - V_2}{V_1 + V_2} \right)" S143 Q328
	Q7272681 P2534 "(M,\bar{N})." S143 Q328
	Q956803 P2534 " \mathcal{D}(\mathit{k}) = \int_{0}^{\eta_0} \dot{\tau}e^{-[\mathit{k}/{\mathit{k}_\mathit{D}(\eta)}]^2}\; d\eta. <ref name=jungman24 />" S143 Q328
	Q44395 P2534 "{\rm 1~Pa = 1~\frac{N}{m^2} = 1~\frac{kg}{m \cdot s^2}}" S143 Q328
	Q17071398 P2534 " \vec X(n) = \{ X_d(n) \}, d = 1..D." S143 Q328
	Q681147 P2534 " \rho G_\mathbb{Q} \rightarrow \mathrm{GL}_2(F).\ " S143 Q328
	Q2164044 P2534 "R, G, B, Y \in \left[ 0, 1 \right], \quad I \in \left[-0.5957, 0.5957\right], \quad Q \in \left[-0.5226, 0.5226\right]" S143 Q328
	Q2081515 P2534 "{d^2x \over dt^2}-\mu(1-x^2){dx \over dt}+x= 0," S143 Q328
	Q4812181 P2534 "-\frac{1}{n} \log p(X_1, X_2, \dots, X_n) \to H(X) \quad \text{ as } \quad n\to\infty" S143 Q328
	Q1748985 P2534 "e_1 e_2 = e_{12}." S143 Q328
	Q5974341 P2534 "\mathrm{Contrast} = \frac{K}{\mathrm{Area}}.\ " S143 Q328
	Q213930 P2534 "F_{grav}=\frac{GM_{BH}m_p}{r^2}" S143 Q328
	Q7051623 P2534 "\{a_1, \dots, a_n\}\ " S143 Q328
	Q3630548 P2534 "\lambda(\phi^*\phi - v^2)^2 ~, " S143 Q328
	Q17103363 P2534 " g_s(K) \ge ({\rm TB}(K)+1)/2. \, " S143 Q328
	Q2990558 P2534 "Compliance = \frac{ \Delta V}{ \Delta P} " S143 Q328Q2600201 P2534 "M(n) = \sum_{1\le k \le n} \mu(k)" S143 Q328
	Q7254441 P2534 "F(i)=\sum_{j=1}^i f(j)." S143 Q328
	Q244780 P2534 "d=\frac{ab}{a+b}." S143 Q328
	Q219909 P2534 "k_O Segregation coefficient" S143 Q328
	Q7624591 P2534 " (X,\sigma(X,Y))' \simeq Y." S143 Q328
	Q1219068 P2534 "{}^{235}\text{U} + \text{neutron} \rightarrow \text{fission fragments} + 2.4\text{ neutrons} + 192.9\text{ MeV}<ref name=Duderstadt>{{cite book \|last=Duderstadt \|first=James \|author2=Hamilton, Louis \|title=Nuclear Reactor Analysis \|year=1976 \|publisher=John Wiley & Sons, Inc \|isbn=0-471-22363-8 }}</ref>" S143 Q328
	Q1068675 P2534 "x^3 - 2x^2 + 0x - 4." S143 Q328
	Q4800826 P2534 "\displaystyle R(f)(\phi)(x) = \int_G f(y)\phi(xy) \,dy = \int_{\Gamma\backslash G}\sum_{\gamma\in \Gamma}f(x^{-1}\gamma y)\phi(y)\,dy. " S143 Q328
	Q78849 P2534 "m_{em}=\frac{4}{3} \cdot \frac{E_{em}}{c^2}" S143 Q328
	Q1164125 P2534 "\sigma^2(n)=\sigma(\sigma(n))=2n\, ," S143 Q328
	Q2636542 P2534 "H(f)(y) = \mu\{x f(x)\le y\}." S143 Q328
	Q423220 P2534 "a_i = e^{\frac{\mu_i - \mu^{\ominus}_i}{RT}}" S143 Q328
	Q5973158 P2534 "w \in L \Rightarrow \Pr[V \leftrightarrow P\text{ accepts }w] \ge \tfrac{2}{3}" S143 Q328
	Q1759299 P2534 "(\overbrace{x}^\text{abscissa}, \overbrace{y}^\text{ordinate})" S143 Q328
	Q6918890 P2534 "x^{-1}(xy) = y = (yx)x^{-1}" S143 Q328
	Q594452 P2534 "C_0(X)\to C_0(\Phi_A).\ " S143 Q328
	Q1987070 P2534 " \frac{4}{3} \pi R^3 \rho_s g = \frac{4}{3} \pi R^3 \rho g + \frac{1}{2} \C_d \rho \pi R^2 w_s^2\," S143 Q328
	Q5062109 P2534 "m_n=E(z^n)= C_n +i S_n = R_n e^{i \theta_n}\," S143 Q328
	Q5505102 P2534 " (1) \qquad U_{n-k}(P,Q) \equiv 0 \pmod n" S143 Q328
	Q7606788 P2534 "f = g \circ f'" S143 Q328
	Q3055345 P2534 "h(X) = -\int_\mathbb{X} f(x)\log f(x)\,dx." S143 Q328
	Q940484 P2534 "\sec x = 1 + \frac{1}{2} x^2 + \frac{5}{24} x^4 + \frac{61}{720} x^6 + \frac{277}{8064} x^8 + \cdots" S143 Q328
	Q5891804 P2534 "(x_0, y_0) = \frac{r_2}{r_1 + r_2}(x_1, y_1) + \frac{r_1}{r_1 + r_2}(x_2, y_2)." S143 Q328
	Q271580 P2534 "E_{\rm EA} \equiv E_{\rm vac} - E_{\rm C}" S143 Q328
	Q2755058 P2534 "v_\infty=\sqrt{\mu\over{-a}}\,\!" S143 Q328
	Q3267724 P2534 "SRM=12.7\times D \times A_{430}" S143 Q328
	Q1455719 P2534 "F_n = \sqrt{\frac{n \lambda d_1 d_2}{d_1 + d_2}}, \quad d_1, d_2 \gg n\lambda,<ref>{{Cite book\|title=Electronic Communication Systems - Fundamentals Through Advanced\|last=Tomasi\|first=Wayne\|publisher=Pearson\|year=\|isbn=\|location=\|pages=1023\|via=}}</ref>" S143 Q328
	Q468809 P2534 "RT_{60} = \frac{24 \ln 10^1}{c_{20}} \frac{V}{Sa} \approx 0.1611\,\mathrm{s}\mathrm{m}^{-1} \frac{V}{Sa}." S143 Q328
	Q3725254 P2534 "E_{\rm p, m} = -m\cdot B" S143 Q328
	Q428813 P2534 " P = \begin{bmatrix} 1 & 0 & 0 \\ 0 & 1 & 0 \\ 0 & 0 & 0 \end{bmatrix}. " S143 Q328
	Q1203816 P2534 "\partial_{\mu}A^\mu \equiv A^\mu{}_{,\mu} = 0 \!" S143 Q328
	Q915788 P2534 "Callx = ATM + 0.5 RRx + Flyx" S143 Q328
	Q191134 P2534 " \text{RCF} = \frac{r \omega^2}{g}" S143 Q328
	Q609089 P2534 " \Delta v = v_e \ln \left(\frac{M+P}{P}\right). " S143 Q328
	Q2330873 P2534 " d_n =(\frac{2}{2.54}){\sqrt[3]{\frac{(\frac{3(\frac{453.59237}{n})}{4\pi})}{11.34}}}" S143 Q328
	Q3815068 P2534 "E_k = (\gamma-1) m c^2 \," S143 Q328
	Q7833983 P2534 "P_n = W + X \cos\theta_n + Y \sin\theta_n" S143 Q328
	Q280746 P2534 "\pi \colon E \to B\," S143 Q328
	Q322212 P2534 " x_{ij} = \begin{cases} 1 & \text{the path goes from city } i \text{ to city } j \\ 0 & \text{otherwise} \end{cases}" S143 Q328
	Q7150 P2534 " \frac{\operatorname{d}N}{\operatorname{d}T} = bN - dN = (b - d)N = rN, " S143 Q328
	Q1322614 P2534 "s,t \prod_{i\in\mathrm{Ob}(J)}F(i) \rightrightarrows \prod_{f\in\mathrm{Hom}(J)} F(\mathrm{cod}(f))" S143 Q328
	Q5532460 P2534 "ppp means "play very very softly". p would mean "piano" or softly, pp would mean "pianissimo" or very softly. ppp is thus pianississimo, meaning play very very softly. See [[Dynamics (music)]] for a thorough explanation. --[[UserJayron32\|<font style="color#000099">Jayron</font>]]'''''[[User talkJayron32\|<font style="color#009900">32</font>]]''''' 1829, 15 May 2010 (UTC)" S143 Q328
	Q6007243 P2534 "\vartheta(x)=\sum_{p\le x} \log p" S143 Q328
	Q22664 P2534 " 111132.92 - 559.82\, \cos 2\varphi + 1.175\, \cos 4\varphi - 0.0023\, \cos 6\varphi <ref name=GISS>[http//gis.stackexchange.com/questions/75528/length-of-a-degree-where-do-the-terms-in-this-formula-come-from] Geographic Information Systems - Stackexchange</ref>" S143 Q328
	Q127291 P2534 "\boldsymbol{P}(w,z)=\iint_{dA} \left(G(w,z \vert z') \frac{\partial}{\partial n} P(w,z')- P(w,z') \frac{\partial}{\partial n} G(w,z \vert z') \right)dz'" S143 Q328
	Q4748519 P2534 "R=\frac{Z_1 - Z_0}{Z_1 + Z_0}," S143 Q328
	Q229468 P2534 " \dot{Q}_m\;[\text{W}] = \left(\dot{n}_3\;[\text{mol/s}]\right)\left(95(T_m\;[\text{K}])^2 - 11(T_i\;[\text{K}])^2\right)" S143 Q328
	Q190095 P2534 "1 \ \mathrm{Gy} = 1\ \frac{\mathrm{J}}{\mathrm{kg}}= 1\ \frac{\mathrm{m}^2}{\mathrm{s}^{2}}" S143 Q328
	Q5282585 P2534 " (u_t+uu_{x})_x+u_{yy}=0,\qquad (1)" S143 Q328
	Q2204630 P2534 "\langle r, a \mid r^3 = 1, a^2 = 1, ara = r^{-1} \rangle, also written \langle r, a \mid r^3, a^2, arar \rangle" S143 Q328
	Q25110568 P2534 "\int\|f\|=\int f^++\int f^-" S143 Q328
	Q32278 P2534 "\{92, 19, \mathbf{101}, 58, \mathbf{1053}, 91, 26, 78, 10, 13, \mathbf{-40}, \mathbf{101}, 86, 85, 15, 89, 89, 28, \mathbf{-5}, 41\} \qquad (N = 20, mean = 101.5)" S143 Q328
	Q6283877 P2534 "\frac{1}{2a_1} + \sqrt{a_1(1-e_1^2)} \cos i_1 = \frac{1}{2a_2} + \sqrt{a_2(1-e_2^2)} \cos i_2" S143 Q328
	Q841486 P2534 "k_\text{s}, which is a specular reflection constant, the ratio of reflection of the specular term of incoming light," S143 Q328
	Q4454910 P2534 "\frac{p_{j + 1}}{p_{j}} > \lambda." S143 Q328
	Q1762428 P2534 "[\mathcal{F}_n(f)](x) = \frac{\sqrt{n}}{n\sqrt{c\pi}} \sum_{k=-\infty}^\infty {\exp{\left({\frac{-n}{c} {\left({\frac{k}{n}-x}\right)}^2 }\right)} f\left(\frac{k}{n}\right)}" S143 Q328
	Q901210 P2534 "\partial_t \boldsymbol{q} = \underline{\underline{\boldsymbol{D}}} \,\nabla^2 \boldsymbol{q} + \boldsymbol{R}(\boldsymbol{q}), " S143 Q328
	Q769569 P2534 " \{ \zeta \in \mathbb{C} \operatorname{Im}\,\zeta > 0 \} " S143 Q328
	Q5459651 P2534 "\oplus_m f_*(\mathcal O_X(mK))" S143 Q328
	Q7575181 P2534 "B=\lim_{t\to 0} \frac{1}{2}\sum_n \sgn(\omega_n) \exp -t\|\omega_n\| " S143 Q328
	Q241065 P2534 "\nabla \cdot\mathbf{U} = 0" S143 Q328
	Q6786560 P2534 "P \to Q \Leftrightarrow \neg P \or Q" S143 Q328
	Q7250037 P2534 " \sin \theta = \frac {\mathrm{opposite}}{\mathrm{hypotenuse}} = \frac {a}{h}" S143 Q328
	Q5379864 P2534 "w^2x^2y^2 + w^2x^2z^2 + w^2y^2z^2 + x^2y^2z^2 + wxyzQ(w,x,y,z) = 0" S143 Q328
	Q5155083 P2534 "R T^n = P_H S U^n \vert_H \; \forall n \geq 0," S143 Q328
	Q970395 P2534 " h_i(k) = \#\{q \ne p_i (q - p_i) \in \mbox{bin}(k)\}" S143 Q328
	Q5262565 P2534 " f(x)=\frac{S}{\omega}e^{-\alpha\|x\|}sin\omega x " S143 Q328
	Q5166605 P2534 " x^{n} = \underbrace{x x * x * \cdots * x * x}_n,\quad x^{*0}=\delta_0 " S143 Q328
	Q855716 P2534 "V_{s} = V_{c} + \frac{ V_{r}} {1-\frac{P_{1}}{P_{2}}}" S143 Q328
	Q622849 P2534 "R \to X \times_{X/R} X \,\!" S143 Q328
	Q5588078 P2534 "\displaystyle \ell_n(x,\lambda) = e^{-n\lambda}\sum_k(1-e^\lambda)^k\binom{n}{k}\binom{x}{k} =e^{-n\lambda}{}_2F_1(-n,-x;1;1-e^\lambda)" S143 Q328
	Q7662826 P2534 "x+\sqrt{b^2-y^2}= a \ln \frac{b+\sqrt{b^2-y^2}}{y}.<ref>George Salmon (1879). ''A Treatise on the Higher Plane Curves Intended as a Sequel to A Treatise on Conic Sections''. Published by Hodges, Foster, and Figgis. Page 290. [http//books.google.com/books?id=Vv43AAAAMAAJ&pg=PA289]</ref>" S143 Q328
	Q837551 P2534 " \left \{ f_k^i \mathbf{R}^n \to \mathbf{R} \ \ 1 \leq i \leq n, 1 \leq k \leq r \right \}" S143 Q328
	Q3235169 P2534 "<math chem>\frac{d[3]}{dt}=k_2[1][\ce{SO2}]^2" S143 Q328
	Q7310812 P2534 "\eta_r = \frac{\eta}{\eta_s}." S143 Q328
	Q869887 P2534 "f_X(x) = \Pr(X = x) = \Pr(\{s \in S X(s) = x\})." S143 Q328
	Q1004118 P2534 "x^n = A" S143 Q328
	Q17100615 P2534 " (\pi_* \alpha)_b(w_1, \dots, w_{k-m}) = \int_{\pi^{-1}(b)} \beta" S143 Q328
	Q4373881 P2534 "C=\sum_{i=1}^N(C_i \cdot f_i) ," S143 Q328
	Q903040 P2534 "\theta=\pi-2b\int_{r_\mathrm{min}}^\infty \frac{dr}{r^2\sqrt{1-(b/r)^2-2U/mv_\infty^2}}" S143 Q328
	Q189569 P2534 " a(1,1)+b(-1,2)=(0,0) \," S143 Q328
	Q2723404 P2534 "\mbox{1 Gaussian year}= \frac {2\pi} {k} \," S143 Q328
	Q4596948 P2534 " \pi_{1}(X,x) = \pi_{1}(\Pi_{2}(X,x)) .\!" S143 Q328
	Q1199050 P2534 " q = \frac{\bar{X}_A - \bar{X}_B}\sqrt{\frac{MSE}{n}}, " S143 Q328
	Q5205116 P2534 "\mathbf e_{m+1}=\sum_{i = 1}^m\ c_i\mathbf e_i." S143 Q328
	Q5058347 P2534 "C \dot{\bigcup}_{\lambda\in\Lambda} M(\lambda)\times M(\lambda) \to A" S143 Q328
	Q6269556 P2534 "X = 5(B - L) - 2Y_W. \," S143 Q328
	Q749542 P2534 "\gamma = \rho \, g" S143 Q328
	Q898412 P2534 " \varphi = \frac{f}{P} \," S143 Q328
	Q226995 P2534 "\operatorname{P}(X\leq m) \geq \frac{1}{2}\text{ and }\operatorname{P}(X\geq m) \geq \frac{1}{2}\,\!" S143 Q328
	Q200125 P2534 " \operatorname{E}[X] = x_1p_1 + x_2p_2 + \cdots + x_kp_k \;." S143 Q328
	Q1045966 P2534 " {2n \choose n} = \frac{(2n)!}{(n!)^2}\text{ for all }n \geq 0." S143 Q328
	Q7577621 P2534 " E=E_k +\gamma_s " S143 Q328
	Q3343106 P2534 " \delta(n)=n-\left(\tfrac{D}{n}\right)." S143 Q328
	Q4391941 P2534 "[x,y,z] = (xy)z - x(yz).\," S143 Q328
	Q846542 P2534 " A\,x = \lim_{t\downarrow0} \frac1t\,(T(t)- I)\,x " S143 Q328
	Q1631446 P2534 "\| x_{n+1} - a \| \le K \cdot {\| x_n - a \|}^{d+1} , for some K > 0.\!" S143 Q328
	Q6505312 P2534 " u_t + au_x = 0\," S143 Q328
	Q11498021 P2534 "\left \langle \alpha, \beta\right \rangle = \frac{1}{ \left \| G \right \| }\sum_{g \in G} \alpha(g) \overline{\beta(g)} " S143 Q328
	Q13200112 P2534 "\frac{\text{c}_\ell + 0.5 f_i }{N} \times 100\%" S143 Q328
	Q5709171 P2534 "\int_\mathbb{R} g(x)\,dF_n(x) \quad\xrightarrow[n\to\infty]{}\quad \int_\mathbb{R} g(x)\,dF(x)" S143 Q328
	Q6553419 P2534 "V = (\oplus_{\alpha \in A} S) \oplus U" S143 Q328
	Q2500406 P2534 "{d^2x \over dt^2}+f(x){dx \over dt}+g(x)=0" S143 Q328Q874429 P2534 " G = \langle S\|R\rangle. " S143 Q328
	Q445569 P2534 "V^{\mathbb C} = V\otimes_{\mathbb{R}} \mathbb{C}." S143 Q328
	Q4388710 P2534 "g_{B}=\Delta g_{AB} g_{A}" S143 Q328
	Q629958 P2534 " a_0^{14} a_1^9 a_2^6 a_3^4 a_4^4 a_5^3 a_6^3 a_7^3 a_8^2 a_9^2 a_{10}^2 a_{11}^2 a_{12}^2 a_{13}^2 a_{14}^2 a_{15}^2 a_{16}^2 a_{17}^2 a_{18}^{2} a_{19} a_{20} a_{21}\cdots a_{229}," S143 Q328
	Q111208 P2534 "{\rm ESR}\ (mm/h) \le \frac {{\rm Age}\ ({\it in\ years}) + 10\ ({\it if\ female})}{2}" S143 Q328
	Q364619 P2534 "\left\|\psi\right\rang=(\left\|x,y\right\rang - \left\|y,x\right\rang ) " S143 Q328
	Q5608940 P2534 "H(\sigma)=-\sum_{A} J_A \sigma_A ~," S143 Q328
	Q2381834 P2534 "cr(K_{m,n}) = \lfloor n/2\rfloor\lfloor (n-1)/2\rfloor\lfloor m/2\rfloor\lfloor (m-1)/2\rfloor.\ " S143 Q328
	Q1132926 P2534 "E^2 - \|\vec{p} \,\|^2 c^2 = m^2 c^4" S143 Q328
	Q2994928 P2534 " E = M + \sin(M) \, \varepsilon + \tfrac12 \sin(2M) \, \varepsilon^2 + \left( \tfrac38 \sin(3M) - \tfrac18 \sin(M) \right) \, \varepsilon^3 + \cdots " S143 Q328
	Q21131 P2534 "F=\frac{q_1q_2}{r^2}" S143 Q328
	Q651707 P2534 "\frac {d M_x(t)} {d t} = \gamma ( \bold {M} (t) \times \bold {B} (t) ) _x - \frac {M_x(t)} {T_2}" S143 Q328
	Q25303810 P2534 " \gamma_\infty(G\,\Box\,H) \ge \gamma_\infty(G)\gamma_\infty(H). " S143 Q328
	Q579515 P2534 "f(n)=f(n-1)+\sum^{n-1}_{i=1}\left(1+\left(n-i-1\right)\left(i-1\right)\right)" S143 Q328
	Q16251580 P2534 "\bar{n} \in S \iff (\exists \bar{m} \in \mathbb{N}^{k})(P(\bar{n},\bar{m})=0) " S143 Q328
	Q179208 P2534 " (f_g \cdot f_h)(x) = f_g(f_h(x)) = f_g(hx) = g(hx) = (gh)x = f_{gh}(x) ," S143 Q328
	Q120120 P2534 "H(t) = H_0 e^{-(R/L)t}\," S143 Q328
	Q2022775 P2534 "\lim_{i \to + \infty} \lambda_{i} = 0." S143 Q328Q1186765 P2534 "[N,X] = cX,\quad" S143 Q328
	Q936174 P2534 "i_t = \pi_t + r_t^* + a_\pi ( \pi_t - \pi_t^* ) + a_y ( y_t - \bar y_t )." S143 Q328
	Q902635 P2534 "\mathcal H=\sum_G\,-I_{k_\nu , k_\mu}\,\,S_{k_\nu}\cdot S_{k_\mu}\,," S143 Q328
	Q7261242 P2534 "\operatorname{tr_B} \left( \| \psi \rangle \langle \psi \| \right )= \rho." S143 Q328
	Q1145377 P2534 " \lambda = \frac{h}{m c}, \ " S143 Q328
	Q28087 P2534 "E_{kin}=E_{\text{Core State}}-E_B-E_{C}'" S143 Q328
	Q1020763 P2534 "cs_1 = \sqrt{\gamma \frac{P_L}{\rho_L}}" S143 Q328
	Q200996 P2534 "\rm \ 3 K_2NiF_6 \xrightarrow{\Delta} 2 K_3NiF_6 + NiF_2 + F_2" S143 Q328
	Q3822077 P2534 "a^2y^2-b^2x^2=x^2y^2 \," S143 Q328
	Q17005417 P2534 "{1-} \left ( \dfrac{35}{36} \right ) ^{25} \approx 0.505532 " S143 Q328
	Q4371287 P2534 " g_\text{obs}=\frac{g_0}{1+\beta_2 g_0 \ln \Lambda/m} \qquad\qquad\qquad (1)" S143 Q328
	Q5380097 P2534 "\xi = \sum_{i=1} ^k p_i \, \rho_i^A \otimes \rho_i^B, " S143 Q328
	Q824561 P2534 "F_d = 6\pi\,\mu\,R\,V\," S143 Q328
	Q7617830 P2534 "\begin{cases} - \Delta u(x) = 0, & x \in D; \\ \displaystyle{\lim_{y \to x} u(y)} = g(x), & x \in \partial D. \end{cases}" S143 Q328
	Q1060137 P2534 "X^n + Y^n = Z^n.\ " S143 Q328
	Q78688 P2534 "\frac{\partial n}{\partial t} + \frac{\partial n}{\partial a} = - m(a)n, " S143 Q328
	Q6901645 P2534 "T(C,\otimes,I)\to(C,\otimes,I)" S143 Q328
	Q5186771 P2534 "\ \frac{\partial p'}{\partial \varepsilon_s}=\frac{\partial q}{\partial \varepsilon_s}=\frac{\partial \nu}{\partial \varepsilon_s}=0" S143 Q328
	Q1884152 P2534 "M_3(n) = \frac{n(n^3+1)}{2}." S143 Q328
	Q2046647 P2534 " X_t = \sum_{k=1}^\infty Z_k e_k(t)" S143 Q328
	Q2897241 P2534 " 1+z=\frac{\lambda}{1215.67\mathrm{\AA}} " S143 Q328
	Q942423 P2534 "0\rightarrow A\rightarrow B\rightarrow P\rightarrow 0\," S143 Q328
	Q17006274 P2534 "{12\over2}+{9\over2}={21\over2}=10{1\over2}.<ref>Hopkins, Gerard Manley. ''The Poems of Gerard Manley Hopkins,'' 4th edition. Ed. W.H. Gardner and N.H. Mackenzie. Oxford UP, 1967.</ref>" S143 Q328
	Q8031908 P2534 "y=\frac{1}{2}\left(-1+\sqrt{8x^2+8x+1}\right),\quad z=\frac{1}{2}\left(-1+\sqrt{12x^2+12x+1}\right)." S143 Q328
	Q1568194 P2534 "a^{n-1}\ \equiv\ 1 \pmod n \, " S143 Q328
	Q1778193 P2534 "[g_1,h_1] \cdots [g_n,h_n] " S143 Q328
	Q5374250 P2534 "F_n(x)=\frac{1}{n}\sum_{i=1}^n I_{(-\infty,x]}(X_i)," S143 Q328
	Q3258499 P2534 " f(n;b,c) \propto n^{-b} \exp(-c(\log n)^2) ," S143 Q328
	Q3507097 P2534 " \ CVI(ESA) = A\phi\mu_d\frac{\rho_p-\rho_m}{\rho_m}" S143 Q328
	Q1429870 P2534 "\mathrm{AgNO_3 + KOCN \longrightarrow AgOCN \downarrow +\ KNO_3}" S143 Q328
	Q4865318 P2534 "\displaystyle x_0+x_1+x_2+x_3+x_4+x_5= 0" S143 Q328
	Q461992 P2534 "B(x,\mu) = f(x) - \mu~ \sum_{i=1}^m\log(c_i(x))~~~~~(2)" S143 Q328
	Q1397391 P2534 "\lambda_B = 2 n_e \Lambda\," S143 Q328
	Q3107982 P2534 "T = 2\pi\sqrt{I/\kappa}\," S143 Q328
	Q4683801 P2534 "R(\theta,\delta)=\operatorname{E}_{F(x\mid\theta)}[{L(\theta,\delta(x))]}.\,\!" S143 Q328
	Q5422106 P2534 "T_A = 0 \csc^2{\left( B/2 \right)} \csc^2{\left( C/2 \right)}" S143 Q328
	Q7071447 P2534 " y^2+a_1xy+a_3=x^3+a_2x^2_2+a_4x+a_6" S143 Q328
	Q7847580 P2534 "1+r= \frac{M_1 -C_1}{M_0}\times\frac{M_2 -C_2}{M_1}\times\frac{M_3 -C_3}{M_2}\times \cdots \times\frac{M_{n-1} -C_{n-1}}{M_{n-2}}\times\frac{M_{n} -C_{n}}{M_{n-1}}" S143 Q328
	Q928582 P2534 " r_{SOI} \approx a\left(\frac{m}{M}\right)^{2/5}" S143 Q328
	Q1936878 P2534 "R_{\mu\nu} = T_{\mu\nu}\,," S143 Q328
	Q1760468 P2534 "\sin \theta \approx \theta" S143 Q328
	Q904927 P2534 "\nabla^2 f = \nabla \cdot \nabla f." S143 Q328
	Q2004717 P2534 "\lim_{k \to \infty} u_{k} = u \mbox{ in } L^{1} (\Omega; \mathbf{R}^{m})" S143 Q328
	Q48179 P2534 "L(t)={\frac{1}{2}}mv^2-(V+Q)," S143 Q328
	Q852580 P2534 " P(G(P)) = \forall y\,q(y, G(P))" S143 Q328
	Q5475314 P2534 " {dx \over dt} = f(t,v) " S143 Q328
	Q7306336 P2534 "\prod_{i \in I} S_i " S143 Q328
	Q752518 P2534 " {2 \over 3} \cdot {5 \over 4} = {10 \over 12} = {5 \over 6}. " S143 Q328
	Q190763 P2534 " y_i = \frac {\sin(2^{i }x)}{2 i} \text{ where } 0 \leq i \leq n-2 \text{ and } i \in \mathbb{N}. " S143 Q328
	Q208702 P2534 "\frac{c}{n} + \left( 1 - \frac{1}{n^2} \right) v." S143 Q328
	Q1812172 P2534 "P_m = \prod_{i=1}^m a_i = a_1 \cdots a_m " S143 Q328
	Q545034 P2534 "C = DO\sec\theta / 2A," S143 Q328
	Q17127378 P2534 " S1 = \sum_{j=1}^{k} n_j m_j s_j" S143 Q328
	Q3258688 P2534 "\|\Psi\rangle = \mathcal{A}(\phi_{1}(\mathbf{r}_{1}\sigma_{1})\phi_{2}(\mathbf{r}_{2}\sigma_{2})\cdots\phi_{m}(\mathbf{r}_{m}\sigma_{m})\phi_{n}(\mathbf{r}_{n}\sigma_{n})\cdots\phi_{N}(\mathbf{r}_{N}\sigma_{N}))." S143 Q328
	Q5121634 P2534 "I_1, I_2, \ldots, I_n \subset C_1" S143 Q328
	Q4991415 P2534 "G(\chi)=\sum \chi(a) \zeta^a" S143 Q328
	Q17082383 P2534 "c_{ij} = \sum_{k=1}^m a_{ik} b_{kj}." S143 Q328
	Q4631733 P2534 "\frac{\pi^2}{16}\cong0.61685." S143 Q328
	Q901073 P2534 "\bar{d} = k{D_v \cdot R \cdot \nu_m \cdot \epsilon \over D_s \cdot N \cdot \nu_l \cdot C_s}" S143 Q328
	Q4780998 P2534 "T_0 is the cosmic background temperature, about 3 K" S143 Q328
	Q607699 P2534 "\sigma = \frac{e^{\pi s/(2\beta)} - 1}{e^{\pi s/(2\beta) }+1}\,." S143 Q328
	Q3566059 P2534 "\eta = {E_x \over H_y}" S143 Q328
	Q902419 P2534 "\tau =\tau_y(H) + \eta\frac{dv}{dz}, \tau>\tau_y" S143 Q328
	Q3299275 P2534 "P = \sum_{n=0}^p A(n)x^n = A(0)+A(1)x+A(2)x^2+ \cdots +A(p)x^p" S143 Q328
	Q622825 P2534 "\langle\omega, [M]\rangle = \int_M \omega\ ," S143 Q328
	Q3548074 P2534 "\{n d(x_n,x)\le \epsilon \}\in\omega." S143 Q328
	Q5500202 P2534 "(1)\qquad D\rho=\rho^2+\sigma\bar{\sigma}+\frac{1}{2}R_{ab}l^a l^b\,\hat{=}\,0\,," S143 Q328
	Q917705 P2534 "W = cL^b\!\," S143 Q328
	Q1626599 P2534 " Lower~limit = m - t_{0.975,11} \times\sqrt{\frac{n+1}{n}}\times s.d. = 5.33 - 2.20\times\sqrt{\frac{13}{12}} \times 0.42 = 4.4" S143 Q328
	Q17227 P2534 " a^d\equiv 1\pmod n,\;" S143 Q328
	Q856158 P2534 "\frac{a}{p}=0.\overline{a_1a_2a_3\dots a_na_{n+1}\dots a_{2n}}" S143 Q328
	Q2672013 P2534 "\sigma = E \varepsilon" S143 Q328
	Q7265292 P2534 "\binom{m + n}{k}_{\!\!q} =\sum_{j} \binom{m}{k - j}_{\!\!q} \binom{n}{j}_{\!\!q} q^{j(m-k+j)}." S143 Q328
	Q7269266 P2534 "K(m)=\int_0^{\frac{\pi}{2}} \frac{d\theta}{\sqrt {1-m \sin^2 \theta}}" S143 Q328
	Q7112866 P2534 " P = \frac{1}{T}\int_0^T i(t) \cdot e (t) dt\,\!." S143 Q328
	Q1332977 P2534 " X = \langle A,C,B,D,E,G,C,E,D,B,G \rangle and" S143 Q328
	Q168697 P2534 " g_1 \circ f = g_2 \circ f \Rightarrow g_1 = g_2." S143 Q328
	Q25303693 P2534 " \sum_{i=1}^j \lambda_i > 0 " S143 Q328
	Q5064229 P2534 "fM \to \mathbb R" S143 Q328
	Q3707381 P2534 "\mathrm{MD} = E[\|X - Y\|] ." S143 Q328
	Q7914492 P2534 "V_n = \prod_{1\le i<j\le n} (X_j-X_i)." S143 Q328
	Q7653786 P2534 "L_j(a)=\frac{\sum_{ia_i=j} w_i}{s_j}." S143 Q328
	Q582659 P2534 "x_t = x_0(1+r)^t" S143 Q328
	Q1074289 P2534 "x(t) = A\sin(2 \pi ft)\," S143 Q328
	Q4291891 P2534 "{d^2 h^{ij} \over dt^2} = \left( {1 \over m^i} + {1 \over m^j} \right) p^{ij} + \sum_{k\neq j} C(ij,ik) \psi(\alpha_{ij,ik}) {1 \over m^i} p^{ik} + \sum_{l \neq i} C(ij,jl) \psi(\alpha_{ij,jl}) {1 \over m^j} p^{jl}" S143 Q328
	Q180892 P2534 "M_\odot = \frac{4 \pi^2 \times (1\,\mathrm{AU})^3}{G \times (1\,\mathrm{yr})^2}" S143 Q328
	Q16969669 P2534 "H^_G(M) \to H^(M /\!/_p G)" S143 Q328
	Q3110129 P2534 "P = K \rho^{(n+1)/n}," S143 Q328
	Q375553 P2534 "S = k_\mathrm{B} \ln W \! &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; (1)" S143 Q328
	Q7698335 P2534 "\mu(T)\,=\,\mu_0 \exp(-bT) " S143 Q328
	Q7431987 P2534 "\mathbb{H} = \{ (x, y) \in \mathbb{R}^2 \| x^2 + y^2 < 1 \}" S143 Q328
	Q4937703 P2534 " \{ P \in C(\overline{K}) \hat{h}(P) < \epsilon\} &nbsp; is finite." S143 Q328
	Q907564 P2534 "R=\frac{ l}{A}\rho." S143 Q328
	Q1755722 P2534 "<math style="margin-bottom1em">E=CS^r" S143 Q328
	Q281922 P2534 " \left( \frac{1+\|x\|^2}{1+\|y\|^2} \right)^t \le 2^{\|t\|} (1+\|x-y\|^2)^{\|t\|}." S143 Q328
	Q808233 P2534 "F = F^e \cdot F^g\," S143 Q328
	Q3618213 P2534 "g_{F} = g_{obs} - g_\lambda + \delta g_F" S143 Q328
	Q6508813 P2534 "\frac{Y}{X} = \frac{s-z}{s-p} " S143 Q328
	Q2093886 P2534 "x=f_{n-1}{\alpha}^{n-1}+\cdots+f_1{\alpha}+f_0," S143 Q328
	Q286779 P2534 "<math chem> K_i = \frac\ce{IC_{50}}{1+\frac\ce{[S]}{K_m}} " S143 Q328
	Q1423347 P2534 "C = -(W-W_0)," S143 Q328
	Q22743250 P2534 "LC_{50} (mixture) = \cfrac{1}{ \textstyle \sum_{i=1}^n \cfrac{f_{i}}{LC_{50i}}}" S143 Q328
	Q378741 P2534 " \sum_{n=1}^\infty \left(a_1 a_2 \cdots a_n\right)^{1/n} \le e \sum_{n=1}^\infty a_n." S143 Q328
	Q27203 P2534 "w=mg=BLI\,. " S143 Q328
	Q1530388 P2534 "\lim_{n\to\infty}{ \left\|\{\,s_1,\dots,s_n \,\} \cap [c,d] \right\| \over n}={d-c \over b-a} . \," S143 Q328
	Q1683648 P2534 "O(d^5n\log^3 B)\," S143 Q328
	Q17007663 P2534 " \mathrm{d}y = \frac{\mathrm{d}y}{\mathrm{d}x} \,\mathrm{d}x," S143 Q328
	Q720931 P2534 " \operatorname{Prob}[\;f(F^{\,-}(\operatorname{unary}(n),f(x))) = f(x)\;] \,\, < \,\, n^{\!-\,c} \;\;," S143 Q328
	Q1327576 P2534 "\ a \leftarrow a + ( b \times c )" S143 Q328
	Q25304540 P2534 " A = P + 2C. \, " S143 Q328
	Q3505239 P2534 "x^2+y^2+z^2 -1= 0." S143 Q328
	Q243745 P2534 "V_1, voltage across port 1" S143 Q328
	Q5376835 P2534 "(u\|v)_E =(Bu\|v)\, for all u,v in Y" S143 Q328
	Q1372900 P2534 " \top \equiv (a\|(a\|a))" S143 Q328
	Q7662224 P2534 "F(x) = x \int_x^\infty K_{\frac{5}{3}}(t)\,dt" S143 Q328
	Q449164 P2534 " x_{n+1}=x_n \pm \beta x_{n-1} \, " S143 Q328
	Q17016015 P2534 " y' = f(t,y), \quad y(t_0) = y_0. " S143 Q328Q1064357 P2534 "f(2j)=2f(j)-1\;." S143 Q328
	Q3505307 P2534 "u_{n} \left( - \frac{\pi}{2}, + \frac{\pi}{2} \right) \times \left( - \frac{\pi}{2}, + \frac{\pi}{2} \right) \to \mathbb{R}" S143 Q328
	Q856103 P2534 " \Gamma = \gamma_1 + \gamma_2 + \cdots + \gamma_n." S143 Q328
	Q4114998 P2534 "v \otimes w \, " S143 Q328
	Q25303679 P2534 "d\exp_XY = \left .\frac{d}{dt}e^{Z(t)}\right\|_{t = 0}, Z(0) = X, Z'(0) = Y" S143 Q328
	Q1322787 P2534 " M = 6n - \sum_{i=1}^j\ (6 - f_i) = 6(N-1 - j) + \sum_{i=1}^j\ f_i " S143 Q328
	Q6795902 P2534 "L(x)=p(r\mid x)," S143 Q328
	Q17098136 P2534 " H^{n}(M,{ R}) \otimes { C} = H^{n,0}(M)\oplus\cdots\oplus H^{0,n}(M). \, " S143 Q328
	Q1366191 P2534 "\varphi(\theta)=mR\theta+x+\sum_{n\neq0}c_ne^{in\theta}." S143 Q328
	Q751120 P2534 "\left\|\alpha - \frac{p}{q}\right\| < \frac{1}{q^{2 + \varepsilon}}" S143 Q328
	Q7295542 P2534 " r=A_1r_1+A_2r_2+\cdots+A_nr_n" S143 Q328Q7311758 P2534 "\Psi=e^{iS/{\hbar}} " S143 Q328
	Q1165112 P2534 "b X \to \{0, 1\}." S143 Q328
	Q6867853 P2534 "g(x) = \inf\{\lambda \in \mathbb{R} x \in \lambda K \} . " S143 Q328
	Q7306378 P2534 "r=\frac{B_1,\dots,B_n}B," S143 Q328
	Q4669826 P2534 "G \simeq \langle S \mid R \rangle." S143 Q328
	Q2451452 P2534 "X_t=\sum_{i=1}^t (x_i-\langle x\rangle)" S143 Q328
	Q7370472 P2534 "\sum_{k=0}^n\frac{x}{x+kz}{x+kz \choose k}\frac{y}{y+(n-k)z}{y+(n-k)z \choose n-k}=\frac{x+y}{x+y+nz}{x+y+nz \choose n}." S143 Q328
	Q2641564 P2534 "\sin \alpha = \frac{{2\tan \frac{\alpha }{2}}}{{1 + \tan ^2 \frac{\alpha }{2}}}" S143 Q328
	Q17098238 P2534 " V = \oplus_{i=1}^N V_i ." S143 Q328
	Q2976568 P2534 " P_{T} = \int\limits_{0}^{t}F_{thrust}(t^{\prime})dt^{\prime} = F_{ave}t. " S143 Q328
	Q255847 P2534 "\sum_f P(d_m^y \| f, m, a_1) = \sum_f P(d_m^y \| f, m, a_2)," S143 Q328
	Q6552938 P2534 " \phi^{A,x,\bar{a}}=\{x\in A\colon A\models\phi[x,\bar{a}]\}" S143 Q328
	Q179436 P2534 "\lim_{x\to 1}\frac{x}{x-1}=\infty" S143 Q328
	Q6959669 P2534 " C_L = {[C_1 + C_i] \times [C_2 + C_o] \over [C_1 + C_i + C_2 + C_o]} + C_\mathrm{S} " S143 Q328
	Q7523953 P2534 " {Single-\ loss\ expectancy\ (SLE)} = {Asset\ value\ (AV)\ } \times {\ Exposure\ factor\ (EF)}" S143 Q328
	Q4204277 P2534 "\text{MICEX10} = \frac {k}{10}\cdot\sum\limits_{i=1}^{10}\left(\frac {P_{i}}{P^0_i}\right)" S143 Q328
	Q7899499 P2534 " U_{ni} = \beta x_{ni} + \varepsilon_{ni} " S143 Q328
	Q5507155 P2534 "\ \zeta = \frac{\Delta W}{W_1} " S143 Q328
	Q5385816 P2534 "\lim_{t\to\infty} \frac{N(A,t,k,q)}{N(A,t)} = \frac {1}{q}" S143 Q328
	Q3446193 P2534 "A.wwxy = \begin{bmatrix} 0&0&0&1 \\ 0&0&0&1 \\ 1&0&0&0 \\ 0&1&0&0 \end{bmatrix}\begin{bmatrix} 1\\ 2\\ 3\\ 4\end{bmatrix} = \begin{bmatrix} 4\\ 4\\ 1\\ 2\end{bmatrix}." S143 Q328
	Q1072476 P2534 "\cfrac{\mathrm{d}^2 w(x)}{\mathrm{d} x^2}=\frac{M(x)}{E(x) I(x)}" S143 Q328
	Q1454725 P2534 "[\rho^a(\vec{x}),\rho^b(\vec{y})]=if^{ab}_c\delta(\vec{x}-\vec{y})\rho^c(\vec{x})" S143 Q328
	Q1068976 P2534 "\hbox{I}(\hbox{V}(J))=\sqrt{J}" S143 Q328
	Q10899270 P2534 "D_{2N}=A_{2N}-A_N." S143 Q328
	Q4797536 P2534 "RI = \frac{v_{systole} - v_{diastole}}{v_{systole}}" S143 Q328
	Q2112539 P2534 "\lambda \varphi(x)- \int_a^b K(x,y) \varphi(y) \,dy = 0" S143 Q328
	Q1475760 P2534 "\{ k x k \in K \}" S143 Q328
	Q2638955 P2534 "d_{n} = p_{n+1} - p_{n}" S143 Q328
	Q1359990 P2534 " f({{v}_{1}}^{\prime },{{v}_{2}}^{\prime })f({{v}_{1}},{{v}_{2}})\ge f({{v}_{1}},{{v}_{2}}^{\prime })f({{v}_{1}}^{\prime },{{v}_{2}}), for all v and all {v}'<v." S143 Q328
	Q2409122 P2534 " R_{\zeta} = \left( \zeta I - T \right)^{-1}." S143 Q328
	Q194324 P2534 "{^{n}a} = \begin{cases} 1 &\text{if }n=0 \\ a^{\left[^{(n-1)}a\right]} &\text{if }n>0 \end{cases} " S143 Q328
	Q1049613 P2534 " H^2={\left ( \frac{\dot{a}}{a} \right )}^2=\frac{8{\pi}G}{3}\rho-\frac{{\Kappa}c^2}{R^2a^2} " S143 Q328
	Q243462 P2534 " \gamma = 1 ~\mathrm{\frac{dyn}{cm}} = 1 ~\mathrm{\frac{erg}{cm^2}} = 1~\mathrm{\frac{mN}{m}} = 0.001~\mathrm{\frac{N}{m}} = 0.001~\mathrm{\frac{J}{m^2}}" S143 Q328
	Q1896673 P2534 "BV = \frac{PV}{1-HC}" S143 Q328
	Q2894695 P2534 "\left( \frac{\varepsilon_\mathrm{eff}-\varepsilon_m}{\varepsilon_\mathrm{eff}+2\varepsilon_m} \right) =\delta_i \left( \frac{\varepsilon_i-\varepsilon_m}{\varepsilon_i+2\varepsilon_m}\right),\,\,\,\,\,\,\,\,\,\,\,\,\,\,\,\,\,\,\,\,(6)" S143 Q328
	Q208465 P2534 "\beta = \frac{dn}{d(\mathrm{p[H^+]})}" S143 Q328
	Q189539 P2534 "P = L \cdot \frac{c\,(1 + c)^n}{(1 + c)^n - 1}" S143 Q328
	Q3181055 P2534 "\epsilon(t) = \frac{L(t) - L_0}{L_0}" S143 Q328
	Q6488263 P2534 "\frac{\partial}{\partial t}(\rho\phi)+\nabla (\rho \mathbf{u} \phi)\,= \nabla (\Gamma \cdot \operatorname{grad} \phi)+S_{\phi} \; ({{EquationRef\|1}})" S143 Q328
	Q7201016 P2534 " \mathbf{a} \wedge \mathbf{b} \ne 0," S143 Q328
	Q3373850 P2534 "\mathit{MSE} = \frac{1}{m\,n}\sum_{i=0}^{m-1}\sum_{j=0}^{n-1} [I(i,j) - K(i,j)]^2" S143 Q328
	Q4788680 P2534 "m_H(\Sigma) = \sqrt{\frac{\text{Area}\,\Sigma}{16\pi}}\left( 1 - \frac{1}{16\pi}\int_\Sigma H^2 da \right), " S143 Q328
	Q5280161 P2534 " i \bar{\partial} \Psi\mathbf{e}_3 + e \bar{A} \Psi = m \bar{\Psi}^\dagger " S143 Q328
	Q4887116 P2534 "K = \frac{\mathrm{p}}{\mathrm{w}}" S143 Q328
	Q7284970 P2534 "\displaystyle e^wI_0(zw) = \sum_np_n(z)w^n" S143 Q328
	Q1632419 P2534 " ev_G(x) = \{\chi \mapsto \chi(x) \} \ \text{ i.e. } \ ev_G(x)(\chi)=\chi(x) \in\mathbb{T}." S143 Q328
	Q5284938 P2534 "\sum_{k=-a}^{a}(-1)^{k}{2a\choose k+a}^3 =\frac{(3a)!}{(a!)^3}." S143 Q328
	Q1327024 P2534 " \mathcal{H}_\mathrm{0} = \mathcal{H}_\mathrm{EZ} + \mathcal{H}_\mathrm{NZ} + \mathcal{H}_\mathrm{HFS} + \mathcal{H}_\mathrm{Q}" S143 Q328
	Q4150779 P2534 "[J_i,J_j]=i \epsilon_{ijk} J_k,\,\!" S143 Q328
	Q1333055 P2534 "a^* = 1 + aa^* = 1 + a^*a." S143 Q328
	Q7298490 P2534 " \delta = \frac{ \delta_{max} \sin^2 \gamma }{ 1 + \cos^2 \gamma} " S143 Q328
	Q2572102 P2534 "h_f = \frac{L}{D} (aV + bV^2)" S143 Q328
	Q253897 P2534 "\tau = F d \," S143 Q328
	Q364886 P2534 " U_\text{eff} \leq E " S143 Q328
	Q1360981 P2534 "RBE= \frac{D_X}{D_R}" S143 Q328
	Q674415 P2534 "D=\frac{Sd}{s}" S143 Q328
	Q375680 P2534 "\xi = A_x f_x(z) e^{i(\omega t - kx)} \quad \quad (1) " S143 Q328
	Q1140255 P2534 "y^{(n)}(x) + \sum_{i=0}^{n-1} a_i(x) y^{(i)}(x) = b(x).\quad\quad {\rm (i)}" S143 Q328
	Q5511959 P2534 "A^Q \to \Omega^2 (TM)\," S143 Q328
	Q2247494 P2534 " Q = \frac{\text{gap}}{\text{range}} " S143 Q328
	Q7582217 P2534 "\hat{S}(z) = \exp \left ( {1 \over 2} (z^* \hat{a}^2 - z \hat{a}^{\dagger 2}) \right ) , \qquad z = r e^{i\theta}" S143 Q328
	Q7331913 P2534 " N_{t+1} = N_t e^{r\left(1-\frac{N_t}{k}\right)}.\," S143 Q328
	Q550791 P2534 "\left\{y\in N\Big\|p(y)\right\}" S143 Q328
	Q877775 P2534 "U_i = \{[x_0\cdots x_n], x_i \neq 0\},\quad i=0, \dots,n." S143 Q328
	Q904929 P2534 "E_k = \frac 12 m v^2 ;~~ E = m c^2 ;~~ E = p v ; ~~ E = hc/\lambda" S143 Q328
	Q4424101 P2534 "h(K_{1}, K_{2}) = \max \left\{ \sup_{a \in K_{1}} \inf_{b \in K_{2}} d(a, b), \sup_{b \in K_{2}} \inf_{a \in K_{1}} d(a, b) \right\}." S143 Q328
	Q7616032 P2534 "h_{\epsilon}^{}(T_{\epsilon}) = T_{0} + \epsilon \, h_{\epsilon}^{}(\mathcal{L}_{X}T_{\epsilon}) + O(\epsilon^{2})" S143 Q328
	Q1318998 P2534 "H = {1 \over 2} (\kappa_1 + \kappa_2)." S143 Q328Q15439057 P2534 " \varphi \vdash \psi\,\!" S143 Q328
	Q5988037 P2534 "\mathbb{I}_S(T)=\{s\in S \mid sT\subseteq T \text{ and } Ts\subseteq T\}" S143 Q328
	Q7577161 P2534 " \mathrm{STC} = \tfrac{1}{n_{s}-1}\sum_{i=1}^T y_i (\mathbf{x_i}-STA)(\mathbf{x_i}-STA)^T," S143 Q328
	Q4748478 P2534 "\bar{x}<sub>s</sub> > \bar{x}<sub>b</sub> + 1.8 σ<sub>b</sub>" S143 Q328
	Q5358564 P2534 "F_{electrostatic} = \frac{1}{2} \frac{\partial C}{\partial z} \Delta V^2 ." S143 Q328
	Q51363 P2534 "A = U - TS" S143 Q328
	Q358802 P2534 " \theta = \frac{\left \langle i \right \rangle}{N} " S143 Q328
	Q14915286 P2534 " \int_a^b f(x) \, dx " S143 Q328
	Q1666824 P2534 "Power\,Factor=\frac{mass\,[grains] \cdot velocity\,[ft/s]}{1000}" S143 Q328
	Q17008220 P2534 "P = {2 \over 27} \rho_a A C_L({C_L \over C_D})^2 V^3 " S143 Q328
	Q935404 P2534 "\Gamma = \frac{V_{rev}}{V_{fwd}}" S143 Q328
	Q159391 P2534 "f = {1 \over 2 \pi \sqrt{LC} }\," S143 Q328
	Q7795912 P2534 "U_{ij}(N)=k_e{e_i e_j \over r_{ij}}." S143 Q328
	Q2395230 P2534 "\Gamma \vdash_{\mathrm FS} A" S143 Q328
	Q507393 P2534 " \pi\ \prod_{i\in \mathrm{N}} \Sigma\ ^ i \to \mathbb{R}^\mathrm{N}" S143 Q328
	Q3454686 P2534 "X\rightarrow Y\rightarrow Y\cup CX \rightarrow (Y\cup CX)\cup CY \cong \Sigma X." S143 Q328
	Q8355009 P2534 "\Gamma = \{ \gamma_{1}, \gamma_{2}, \ldots, \gamma_{\|\Gamma\|} \}" S143 Q328
	Q1054585 P2534 "v_e = \sqrt{\;\frac{T\;R}{M}\cdot\frac{2\;\gamma}{\gamma-1}\cdot\bigg[ 1-(p_e/p)^{(\gamma-1)/\gamma}\bigg]} " S143 Q328
	Q1963920 P2534 "\partial_t \rho = \frac{i}{\hbar}[\rho,H] = L \rho, " S143 Q328
	Q1541210 P2534 "<math alt="L = \int_{S_0}^S n ds">L=\int_{S_o}^{S}n\,ds, where ''n'' is the refractive index and ''S'' is the arc length of the curve. If [[Cartesian coordinate]]s are used, this equation is modified to incorporate the change in arc length for a spherical gradient, to each physical dimension" S143 Q328
	Q3526772 P2534 "J \colon \pi_r (\mathrm{SO}(q)) \to \pi_{r+q}(S^q) \,\!" S143 Q328
	Q1417719 P2534 "F(x;\mu,\sigma,\xi) = \exp\left\{-\left[1+\xi\left(\frac{x-\mu}{\sigma}\right)\right]^{-1/\xi}\right\}" S143 Q328
	Q803531 P2534 " U_1 = \prod_{P\|p} U_{1,P}. " S143 Q328
	Q10569022 P2534 "\phi \approx \textbf{A}x" S143 Q328
	Q455089 P2534 " \left \| q \alpha -p \right \| < \frac{1}{N} " S143 Q328
	Q306375 P2534 " e^\pi = (e^{i\pi})^{-i} = (-1)^{-i}," S143 Q328
	Q1135332 P2534 "\|\psi\rangle_C = \alpha \|0\rangle_C + \beta\|1\rangle_C." S143 Q328
	Q18207943 P2534 "\operatorname{mtanh}x = \frac {e^{ax} - e^{-bx}} {e^{cx} + e^{-dx}}" S143 Q328
	Q5421535 P2534 "{{\omega}} = { eB \over Mc }" S143 Q328
	Q2737027 P2534 "\lambda(t) = \frac{f(t)}{R(t)}, where f(t) is the time to (first) failure distribution (i.e. the failure density function) and R(t)=1-F(t)." S143 Q328
	Q1058438 P2534 "R_i=L_i p(L_i)\,\!" S143 Q328
	Q4913904 P2534 "\{\pm 1,\pm i,\pm j,\pm k,\tfrac{1}{2}(\pm 1 \pm i \pm j \pm k)\}" S143 Q328
	Q1321169 P2534 " d_1 = \frac{\ln(S/K) + (r - q + \sigma^2/2)\tau}{\sigma\sqrt{\tau}} " S143 Q328
	Q17097333 P2534 "\\| f - f_N \\|_{L^2}^2 \leq C N^{-2} (\log N)^3, \quad N \to \infty," S143 Q328
	Q202642 P2534 "t_\mathrm{P} \equiv \sqrt{\frac{\hbar G}{c^5}}\approx 5.391\,16(13) \times 10^{-44}\ \mathrm{s}" S143 Q328
	Q3075198 P2534 "a + nd,\ " S143 Q328
	Q2740469 P2534 "[A]_{\text{seq}}= \{x\in X \exists\{a_n\}\to x, a_n\in A \}" S143 Q328
	Q5527630 P2534 "\left[\delta_{\epsilon_1},\delta_{\epsilon_2}\right]\mathcal{F}=\delta_{\left[\epsilon_1,\epsilon_2\right]}\mathcal{F}" S143 Q328
	Q196825 P2534 "f_s(k)=k^{-s}/\zeta(s)\," S143 Q328
	Q17021390 P2534 " \Theta^{*s}(\mu,a)=\limsup_{r\rightarrow 0}\frac{\mu(B_{r}(a))}{r^{s}}" S143 Q328
	Q4923650 P2534 " d\ln(r) = [\theta_t + \frac{\sigma'_t}{\sigma_t}\ln(r)]dt + \sigma_t\, dW_t " S143 Q328
	Q2388902 P2534 " \frac{d\epsilon}{dt}= \frac{\sigma}{d^3} D_{gb} e^{-Q_{Coble}/RT}" S143 Q328
	Q6503512 P2534 "\kappa(X_1,\dots,X_n)=\sum_\pi \kappa(\kappa(X_i i\in B \mid Y) B \in \pi)," S143 Q328
	Q1510587 P2534 "g T_pM \times T_pM \to \mathbb{R}." S143 Q328
	Q2829907 P2534 "\begin{pmatrix} 1 & 0 & 0 & 0 \\ 0 & -1 & 0 & 0 \\ 0 & 0 & -1 & 0 \\ 0 & 0 & 0 & -1 \end{pmatrix} " S143 Q328
	Q1105 P2534 "m_n = m_d - m_p + B_d - E_{rd}" S143 Q328
	Q839490 P2534 "\Gamma\vdash\Sigma." S143 Q328
	Q2588432 P2534 "Y_t=\sum_{j=0}^\infty b_j \varepsilon_{t-j}+\eta_t," S143 Q328
	Q1472192 P2534 "M \le \frac{5 N_2}{6 N} \log_2(N_2)" S143 Q328
	Q3205712 P2534 "\sigma(n) > \sigma(m)" S143 Q328
	Q1440227 P2534 "\sigma_y^2(\tau). \, " S143 Q328
	Q1372364 P2534 "\parallel P() \parallel Q() ;" S143 Q328
	Q7643352 P2534 "\vec F = M_4\frac{\mathrm{d}\vec v_s}{\mathrm{d}t}." S143 Q328
	Q2502733 P2534 " A^* = \{x \in \mathbf{R}^n \,\omega_n\cdot\|x\|^n < \|A\| \}," S143 Q328
	Q5532474 P2534 " U(\beta) = \sum_{i=1}^N \frac{\partial \mu_{ij}}{\partial \beta_k} V_i^{-1} \{ Y_i - \mu_i(\beta)\} \,\!" S143 Q328
	Q5805968 P2534 " h_{x}(\alpha) = \min_S \{\log \|S\| x \in S , K(S) \leq \alpha \} " S143 Q328
	Q13633683 P2534 " V_\mathrm{A} - V_\mathrm{B} = \frac{\mu_\mathrm{A} - \mu_\mathrm{B}}{-e} " S143 Q328
	Q1361825 P2534 "\forall w_1,\ldots,w_n \, \forall A \, \exists B \, \forall x \, ( x \in B \Leftrightarrow [ x \in A \and \varphi(x, w_1, \ldots, w_n , A) ] )" S143 Q328
	Q15146798 P2534 "\{x\} = \begin{cases} 0, & x < 0 \\ x, & x \ge 0. \end{cases}" S143 Q328
	Q1252988 P2534 "S(-f) = S(f)^*, &nbsp; which is the [[complex conjugate]] of S(f)." S143 Q328
	Q842436 P2534 "\mathbb{P}(X \geq a) \leq \frac{\mathbb{E}(X)}{a}<ref name="ProbabilityCourse">{{cite web" S143 Q328
	Q1661238 P2534 "MPS=\frac{\text{Change in Savings}}{\text{Change in Income}}" S143 Q328
	Q2434565 P2534 "M(x,y)\,dx + N(x,y)\,dy = 0 " S143 Q328
	Q6917782 P2534 " \begin{pmatrix} y_{1} \\ y_{2} \end{pmatrix} = \begin{pmatrix} m_{1}(x_{1}, x_{2}, x_{3}) \\ m_{2}(x_{1}, x_{2}, x_{3}) \end{pmatrix} " S143 Q328
	Q25304548 P2534 "G_B = (3/2)G_A." S143 Q328
	Q740898 P2534 " \Delta \ell = 1.220 \frac{ f \lambda}{D}." S143 Q328
	Q6803663 P2534 "L_k(m-1) \approx \frac{m-1}{m} L_k(m)" S143 Q328
	Q3079133 P2534 "\frac{n + 1}{n} = 1 + \frac{1}{n} where {{mvar\|n}} is a [[positive integer]]." S143 Q328
	Q7047383 P2534 " p_g \le \frac{1}{2} c_1(X)^2 + 2. " S143 Q328
	Q122653 P2534 " \frac{dN}{dt}=rN\left(1 - \frac{N}{K}\right) \qquad \!" S143 Q328
	Q192445 P2534 "[g_1,h_1] \cdots [g_n,h_n] " S143 Q328
	Q1158876 P2534 "B_{r} (p) = \{ x \in \mathbb{R}^{n} \| \\| x - p \\| < r \}" S143 Q328
	Q939179 P2534 " HC_n(A)\simeq \Omega^n\!A/d\Omega^{n-1}\!A\oplus \bigoplus_{i\geq 1}H^{n-2i}_{DR}(V)." S143 Q328
	Q598870 P2534 " \mathcal{L}(x,y,\lambda) = f(x,y) - \lambda \cdot g(x,y)," S143 Q328
	Q260928 P2534 " \tilde{H}_{q}(Y)= \begin{cases}\mathbb{Z},\quad q=n-k \\ 0,\quad \text{otherwise}.\end{cases}" S143 Q328
	Q5638293 P2534 " p_{j_1 j_2} p_{j_2 j_3} \cdots p_{j_{n-1} j_n} p_{j_n j_1} = p_{j_1 j_n} p_{j_n j_{n-1}} \cdots p_{j_3 j_2} p_{j_2 j_1}" S143 Q328
	Q1626812 P2534 " F = a + r\Psi^2 + s\Psi^4 + H\Psi + ... \," S143 Q328
	Q7075478 P2534 "\ell(\theta \| X_1,\ldots,X_n) = \sum_{i=1}^n \log f(X_i\| \theta) ." S143 Q328
	Q640600 P2534 "P_L - P_G = -\frac{4 \sigma \cos \theta}{D_P}" S143 Q328
	Q6334079 P2534 "\mathrm {rad}(M) = \bigcap \{ N \mid N \mbox{ is a maximal submodule of M} \} \," S143 Q328
	Q639055 P2534 "Z_\textrm{microstrip} = \frac{Z_{0}}{2 \pi \sqrt{2 (1 + \varepsilon_{r})}} \mathrm{ln}\left( 1 + \frac{4 h}{w_\textrm{eff}} \left( \frac{14 + \frac{8}{\varepsilon_{r}}}{11} \frac{4 h}{w_\textrm{eff}} + \sqrt{\left( \frac{14 + \frac{8}{\varepsilon_{r}}}{11} \frac{4 h}{w_\textrm{eff}}\right)^{2} + \pi^{2} \frac{1 + \frac{1}{\varepsilon_{r}}}{2}}\right)\right)," S143 Q328
	Q17019684 P2534 "Z'= Z \coprod\! D^2/\! \sim where x\!\!\sim y \text{ iff} " S143 Q328
	Q949674 P2534 "q = \tfrac12\, \rho\, u^{2}," S143 Q328
	Q7310823 P2534 "\nabla_\mu T^{\mu\nu}=0." S143 Q328
	Q1203659 P2534 " P(m_t,x_t\|o_{1t}) " S143 Q328
	Q1370191 P2534 "x = \mathrm{laea}_x\left(\frac\lambda 2, \varphi\right)" S143 Q328
	Q12470050 P2534 "S(X)=\bigcup_{\rho >0}\bigcap_{\mu >0}\left[(X\ominus \rho B)-(X\ominus \rho B)\circ \mu \overline B\right]," S143 Q328Q1365087 P2534 "\|\det(N)\|\le \prod_{i=1}^n \\|v_i\\|." S143 Q328
	Q901959 P2534 "m=\frac1R" S143 Q328
	Q15298290 P2534 " f_\mathrm{Diversification} = \frac{\text{Diversified Load}}{\text{Maximum system load}}" S143 Q328
	Q631222 P2534 "\frac{n_{i+1}n_e}{n_i} = \frac{2}{\Lambda^{3}}\frac{g_{i+1}}{g_i}\exp\left[-\frac{(\epsilon_{i+1}-\epsilon_i)}{k_BT}\right]" S143 Q328
	Q8170996 P2534 "H_i \qquad (i=1,2,3) \," S143 Q328
	Q6711212 P2534 "\mathbf{r} = r( {-\sin \theta \over \sqrt 2}\mathbf{i} + {\sin \theta \over \sqrt 2}\mathbf{j} + \cos \theta \mathbf{k} )." S143 Q328
	Q4734003 P2534 "\lim\limits_{p\to\infty} \frac{x_{n}+\ldots+x_{n+p-1}}p=L" S143 Q328
	Q7637218 P2534 " x(t) = f(t) + \sum_{i=m}^n k(t, s, x(s))" S143 Q328
	Q4826548 P2534 " v=r+\gamma Pv. \," S143 Q328
	Q165896 P2534 " {\Pr}_{\theta,\phi}(u(X)<\theta<v(X))=\gamma\text{ for all }(\theta,\phi)." S143 Q328
	Q3527217 P2534 "\phi(x) \geq 0 \quad \text{for} \quad x \in F \cap K." S143 Q328
	Q878259 P2534 "x^2\equiv q \pmod{n}." S143 Q328
	Q1154996 P2534 "\pi\colon E \to B" S143 Q328
	Q5610735 P2534 "\chi(C,F) = n(2-2g) -\sum_{x\in X}(n+Sw_x(F))" S143 Q328
	Q919107 P2534 "X\times (Y \times Z)\simeq (X\times Y)\times Z\simeq X\times Y\times Z" S143 Q328
	Q7574075 P2534 "N_s=\min(N_t, N_r)\!" S143 Q328
	Q2379331 P2534 "\overline{AB}\cdot \overline{CD}+\overline{BC}\cdot \overline{DA} \ge \overline{AC}\cdot \overline{BD}." S143 Q328
	Q4669317 P2534 "p_\mathrm{M} = \frac{n h \nu}{c};" S143 Q328
	Q17064984 P2534 "\ LiPE = pIC_{50} - LogP " S143 Q328
	Q29744 P2534 " y_{n+1} = y_n + h\cdot f(t_n, y_n) = y_n + h\cdot(ky_n) = y_n + h\cdot k\cdot y_n = (1+h\cdot k)y_n. " S143 Q328
	Q658700 P2534 "r = k(T)[\mathrm{A}]^m [\mathrm{B}]^{n}" S143 Q328
	Q7595717 P2534 "X_1+X_2+\ldots+X_n \stackrel{d}{=} c_n X+d_n , " S143 Q328
	Q5571819 P2534 " \pi\ \prod_{i\in \mathrm{N}} \Sigma\ ^ i \to \mathbb{R}^\mathrm{N}" S143 Q328
	Q1227584 P2534 " y''(t) = f(t, y(t), y'(t)), \quad y(t_a) = y_a, \quad y(t_b) = y_b, " S143 Q328
	Q4455030 P2534 " (U_{t})_{t \in \mathbb{R}} " S143 Q328
	Q15214697 P2534 "\log \|f(z)\| \le \frac{1+\|z\|}{1-\|z\|}(7+\max(0,\log \|f(0)\|))." S143 Q328
	Q7233279 P2534 "f(v)\geq 0." S143 Q328
	Q6792189 P2534 "H_0 \sigma_{\text{Tx A}-\text{Tx B} }^2 = \sigma_{\text{Tx A}-\text{Tx C} }^2 = \sigma_{\text{Tx B}-\text{Tx C} }^2" S143 Q328
	Q16966018 P2534 " \sqrt{\|d_K\|} \geq \frac{n^n}{n!}\left(\frac\pi4\right)^{n/2}" S143 Q328
	Q4060686 P2534 "p_{X_i}(x_i) = \sum_{\mathbf{x}' x'_i \neq x_i} p(\mathbf{x}')." S143 Q328
	Q7307220 P2534 " RDS= 2 \frac{r_{\alpha}-r_{\beta}}{r_{\alpha}+r_{\beta}}, r \in \mathbb{C} " S143 Q328
	Q6822347 P2534 "V_x=-(G_x)^{-1}(G_m V_m)" S143 Q328
	Q5300045 P2534 " \operatorname{add}(r) = \max(\|r\|-\max(\|p\|, \|n\|), 0) \, " S143 Q328
	Q3511165 P2534 "\sum_{k=0}^\infty (-1)^k k!" S143 Q328
	Q6744166 P2534 " \int_{-\infty}^\infty f(x)\, d \lambda(x) = \int_{-\infty}^\infty f(x+\varepsilon)\, d \lambda(x) ." S143 Q328
	Q7496258 P2534 " F(x; \mu,\sigma,\xi) = \frac{1}{ 1 + \left(1+ \frac{\xi(x-\mu)}{\sigma}\right)^{-1/\xi}}" S143 Q328
	Q7709191 P2534 " V = ((1+1/3)d)^2 \ ((2/3) h)." S143 Q328
	Q18378876 P2534 " H_\text{e}=H+\alpha M " S143 Q328
	Q709878 P2534 " \pi^- + C\to \bar\Sigma^- + K^0 + \bar K^0 + K^- + p^+ + \pi^+ + \pi^- + nucleus~~~recoil" S143 Q328
	Q1890674 P2534 "\mathbf{3}\otimes \mathbf{\overline{3}} = \mathbf{8} \oplus \mathbf{1}." S143 Q328
	Q6918209 P2534 "f(z) = u(z) + j \ v(z) ,\ z = x + j y ,\ x,y \in R ,\quad j^2 = +1,\quad u(z),v(z) \in R." S143 Q328
	Q36534 P2534 "<math chem> v= -\frac {d[\ce{A}]}{dt}= k \cdot [\ce{A}]. " S143 Q328
	Q331710 P2534 "{w_{\mathrm{abs}}} = {{N_{\mathrm{after}}} \over {N_{\mathrm{before}}}}" S143 Q328
	Q152255 P2534 " \mathrm dS = \frac{\delta Q}{T} \,\, \,\,\,\,\,\,\,\,\,\,\,\,\,\,\,\,\,\,\,\,\, \text {(closed system, idealized fictive reversible process)}." S143 Q328
	Q7154882 P2534 " E = K' + \frac{RT}{nF} \ln(c)" S143 Q328
	Q1930346 P2534 "f V^n \to K " S143 Q328
	Q5254796 P2534 "{ (Qg)(x) = (Qf)(x + a)}.\," S143 Q328
	Q13409892 P2534 "\mathbf{T}^{(\mathbf n)}= \mathbf n \cdot\boldsymbol{\sigma}\quad \text{or} \quad T_j^{(n)}= \sigma_{ij}n_i.\,\!" S143 Q328
	Q1075349 P2534 "V_o = 2NV_p = NV_\text{pp}," S143 Q328
	Q3077651 P2534 "E(\tau,s) = {\pi\over s-1} + 2\pi(\gamma-\log(2)-\log(\sqrt{y}\|\eta(\tau)\|^2)) +O(s-1)," S143 Q328
	Q2493877 P2534 " F = \prod_{i=1}^K f_i." S143 Q328
	Q50695 P2534 "f(x,y,z)=ax^2+by^2+cz^2+dxy+exz+fyz+gx+hy+iz +j," S143 Q328
	Q766786 P2534 "\mbox{SAV} = \frac{6~\mbox{cm}^2}{1~\mbox{cm}^3} = 6~\mbox{cm}^{-1}." S143 Q328
	Q7295783 P2534 "f \colon Y \rightarrow X " S143 Q328
	Q221620 P2534 "\eta_{th} \equiv \frac{W_{out}}{Q_{in}} \equiv \frac{\text{Electrical Power Output + Heat Output + Cooling Output}}{\text{Total Heat Input}}" S143 Q328
	Q29432 P2534 " F = S_0 e^{(r-q)T} - \sum_{i=1}^N D_i e^{(r-q)(T-t_i)} \," S143 Q328
	Q2990304 P2534 "W=\frac {26Ad} {L}" S143 Q328
	Q263865 P2534 " \frac{120}{90}=\frac{12}{9}=\frac{4}{3} \,." S143 Q328
	Q3115541 P2534 " (x-3)(x^{15}-22x^{13}+x^{12}+184x^{11}-26x^{10}-731x^9+199x^8+1383x^7-576x^6-1061x^5+561x^4+233x^3-151x^2+4x+4)^2" S143 Q328
	Q17120667 P2534 " \min\left( \sum_{i \in A}R_i - { N_A (N_A +1) \over 2}, \sum_{i \in B}R_i - { N_B (N_B +1) \over 2} \right)" S143 Q328
	Q1475294 P2534 " y\in B implies y\preceq x" S143 Q328
	Q731894 P2534 "\\|fg\\|_1 \le \\|f\\|_p \\|g\\|_q." S143 Q328
	Q681824 P2534 "\Lambda = \frac{m^2}{a^\frac{3}{2}}\,k" S143 Q328
	Q7559023 P2534 "net.assets \div net.premium.written " S143 Q328
	Q847158 P2534 "<math id="Redundant parentheses.">\bar{x}_i =\frac{1}{n-1} \sum_{j \neq i}^n x_j" S143 Q328
	Q7847560 P2534 "\mathcal{N} \models \theta \qquad if and only if \mathcal{N} \models \varphi(\underline{\#(\theta)})." S143 Q328
	Q1640661 P2534 " U = H(k) / D" S143 Q328
	Q4837092 P2534 "N_\mu=\{f\in B(\Sigma) f = 0 \ \mu\text{-almost everywhere} \}." S143 Q328
	Q4119081 P2534 " 26! = 403,291,461,126,605,635,584,000,000" S143 Q328Q3280976 P2534 "\frac{\sigma(m)}{m} < \frac{\sigma(n)}{n}" S143 Q328
	Q12142 P2534 " \{(x_1,x_2,x_3,x_4) \in \mathbb R^4 \,\, -1 \leq x_i \leq 1 \}" S143 Q328
	Q145796 P2534 "Z=\sqrt{R_{\mathrm{ESR}}^2 + (X_\mathrm{C} + X_\mathrm{L})^2}" S143 Q328
	Q588725 P2534 "\frac{\partial u}{\partial t} = F\left(u,\, x,\, t,\, \frac{\partial u}{\partial x},\, \frac{\partial^2 u}{\partial x^2}\right)" S143 Q328
	Q621476 P2534 "\mathbf{p} = \mathbf{a}\times\mathbf{b}.\," S143 Q328
	Q863349 P2534 " f(x)=\frac{1}{x} " S143 Q328
	Q5255938 P2534 " F = \frac{N_1 \cdot N_2}{d^2}" S143 Q328
	Q245739 P2534 "B l= \mu_0 N I," S143 Q328
	Q1008943 P2534 "[g_i, g_j] = if^{ijk} g_k \, " S143 Q328
	Q1753242 P2534 "\epsilon=\frac{T_{e,db}-T_{l,db}}{T_{e,db}-T_{e,wb}}" S143 Q328
	Q932141 P2534 " n + \cdots + 3 + 2 + 1 " S143 Q328
	Q868967 P2534 " \frac {1}{c^2} \frac{\partial^2}{\partial t^2} \psi - \nabla^2 \psi + \frac {m^2 c^2}{\hbar^2} \psi = 0. " S143 Q328
	Q2384449 P2534 "\sum_{\mathrm{edges\,}e} u_e w_e d_e" S143 Q328Q5347246 P2534 "E[J] = i\ln Z[J]" S143 Q328
	Q6865376 P2534 "\max_{a \leq x \leq b}\|f(x)-p(x)\|." S143 Q328
	Q268617 P2534 "CS = \frac{1}{2} Q_{\mathit{mkt}} \left( {P_{\mathit{max}} - P_{\mathit{mkt}}} \right)" S143 Q328
	Q1934929 P2534 "p_n = {{p_{n - 1} + p_{n + 1}} \over 2}." S143 Q328
	Q2584447 P2534 "b \ln{\alpha} + \ln{\beta} = 0" S143 Q328
	Q7168097 P2534 " 1=1-0" S143 Q328
	Q5527846 P2534 "s_q(x) = \begin{cases} 0 & \text{if } x < -\nu \\ \frac{1}{c(q)}E_{q^2}^{\frac{-q^2x^2}{[2]_q}} & \text{if } -\nu \leq x \leq \nu \\ 0 & \mbox{if } x >\nu. \end{cases} " S143 Q328
	Q13928914 P2534 "TD = MD - \frac{1}{N}" S143 Q328
	Q130998 P2534 " B_n = \frac{1}{e}\sum_{k=0}^\infty \frac{k^n}{k!}," S143 Q328
	Q7252868 P2534 " PSF(r)=\frac{1}{\pi (1+\eta)} \left[\frac{1}{\alpha^2} e^{-\frac{r^2}{\alpha^2}} + \frac{\eta}{\beta^2} e^{-\frac{r^2}{\beta^2}}\right] " S143 Q328
	Q7071249 P2534 "h(n T_s) = \begin{cases} 1; & n = 0 \\ 0; & n \neq 0 \end{cases} " S143 Q328
	Q269878 P2534 "f(x)=O(g(x))\text{ as }x\to\infty\," S143 Q328
	Q1551745 P2534 " \left(A+UCV \right)^{-1} = A^{-1} - A^{-1}U \left(C^{-1}+VA^{-1}U \right)^{-1} VA^{-1}, " S143 Q328
	Q7113758 P2534 " \rho_1\ \ f(g(x), y) \rightarrow y" S143 Q328
	Q574236 P2534 "<math chem>K_d = \cfrac\ce{[A+] [B^-]}\ce{[AB]} = \frac{\alpha^2}{1-\alpha} \cdot c_0 " S143 Q328
	Q4681316 P2534 "\log_2(n)+ \log_2(\nu(n))-2.13\leq l(n) \leq \log_2(n) + \log_2(n)(1+o(1))/\log_2(\log_2(n))," S143 Q328
	Q2441902 P2534 "\textrm{pH} = \textrm{pK}_{a}+ \log_{10} \frac{[\textrm{A}^-]}{[\textrm{HA}]}" S143 Q328
	Q375355 P2534 "X=\sum_{i=0}^{m-1} a_i n^i." S143 Q328
	Q3077625 P2534 " \Psi = \Psi \big( X_1, \dots, X_i, Y_{i+1}, \dots Y_r \big) \, " S143 Q328
	Q824282 P2534 " \partial (u + v) = \partial u + \partial v " S143 Q328
	Q687027 P2534 " S = \frac{1}{c} \int {d^4 x \sqrt{-g} \frac{1}{2 \mu}} \times \left[ \Phi R-\frac{\omega(\Phi)}{\Phi} (\partial_\sigma \Phi)^2-V(\Phi)+ 2 \mu~\mathcal{L}_m (g_{\mu \nu}, \Psi) \right], " S143 Q328
	Q5089021 P2534 "R_n(x)\ \stackrel{\mathrm{def}}{=}\ T_n\left(\frac{x-1}{x+1}\right)" S143 Q328
	Q3984072 P2534 "\Psi_m^{(0)} = \sum_{I \in {\rm CAS}}C_{I,m} \left\|I\right\rangle" S143 Q328
	Q5283215 P2534 "lTS\to ST" S143 Q328
	Q537618 P2534 "\rho(x,y)=\sum_{n=1}^\infty \, 2^{-n} \, \frac{\left\|\langle x-y, x_n\rangle\right\|}{1 + \left\|\langle x-y, x_n\rangle\right\|}" S143 Q328
	Q4940113 P2534 "\vec{F}_{bolt} = P_{max} \cdot A_{internal}. <ref>[http//www.riflebarrels.com/articles/custom_actions/bolt_lug_strength.htm A Look at Bolt Lug Strength By Dan Lilja]</ref>" S143 Q328Q1279133 P2534 "\mu_0\colon \Sigma_0 \to[0,\infty] " S143 Q328
	Q2325488 P2534 "\displaystyle\frac{\deg(V)}{\hbox{rank}(V)} < \frac{\deg(W)}{\hbox{rank}(W)}" S143 Q328
	Q188745 P2534 " pF = 2E = qV.\," S143 Q328
	Q7977967 P2534 " (X,\sigma(X,Y))' \simeq Y." S143 Q328
	Q267449 P2534 "S_{fi}=\langle \{q\}\ \mathrm{out}\| \{p\}\ \mathrm{in}\rangle" S143 Q328
	Q3821106 P2534 "x^2y+a^2y-abx=0, \quad ab > 0." S143 Q328
	Q7226641 P2534 "P(r_1, r_2, \ldots, r_N) = 0.\ " S143 Q328
	Q571141 P2534 "\sigma(n) \geq e^\gamma n\log \log n ." S143 Q328
	Q5262626 P2534 "A X A^{H} - X + Q = 0" S143 Q328
	Q2318637 P2534 "\Phi_\epsilon(f)(x)=\int_{\mathbb{R}^n}\varphi_\epsilon(x-y) f(y)\mathrm{d}y" S143 Q328
	Q194221 P2534 "S = R \cup \left\{ (x, y) (y, x) \in R \right\}. \, " S143 Q328
	Q3570341 P2534 "E_\text{kinetic} = h\nu - E_\text{binding} = \hbar^2 k^2/(2m) = (2\pi)^2 \hbar^2/(2m\lambda^2)," S143 Q328
	Q5638612 P2534 " \frac{1}{r}\frac{\partial}{\partial r}\left(r \frac{\partial u_z}{\partial r}\right)= \frac{1}{\mu} \frac{\partial p}{\partial z} where \mu is the dynamic viscosity of the fluid." S143 Q328
	Q6269544 P2534 "- \operatorname{Tr} \rho \log \rho." S143 Q328
	Q367329 P2534 "P=\left\{1,2,3,4,5,6,7\right\}," S143 Q328
	Q4891200 P2534 "\int_a^b f(x)\,dx = \lim_{\Delta x\to 0}\sum f(x_i)\,\Delta x," S143 Q328
	Q12346869 P2534 "\mathbf{v} = \frac{d\mathbf{x}}{dt} = g(t)," S143 Q328
	Q1036452 P2534 " \sum_{i=0}^n c_i y^{(i)} + y^{(n+1)} = g(x)" S143 Q328
	Q586386 P2534 " \lambda_r = \frac{\lambda_u}{2 \gamma^2}(1+K^2) ," S143 Q328
	Q217785 P2534 "d \sin \theta \approx d \theta" S143 Q328
	Q1559077 P2534 "\neg locked(door,s) \rightarrow open(door, result(opens,s))" S143 Q328
	Q3333601 P2534 "\mathbf{F}^\alpha\ \mathbf{C}^\alpha\ = \mathbf{S} \mathbf{C}^\alpha\ \mathbf{\epsilon}^\alpha\ " S143 Q328
	Q356693 P2534 "\lambda={2\pi}\sqrt{\frac{rd}{2k}}," S143 Q328
	Q24963391 P2534 "M_X[i,j] = V_i(X_j)" S143 Q328
	Q891408 P2534 " U = \frac{1}{2}k \Delta x^2\," S143 Q328
	Q3109228 P2534 "\text{OCR}_\text{DATE} = \frac{\text{OCR} \times \text{Depth} \times \text{Mean temperature} \times \text{Mean rainfall}}{\text{Mean texture} \times \sqrt{pH}\times\sqrt{\%C}\times 14.4888}" S143 Q328
	Q4457949 P2534 "F\colon \mathcal{B} \to \mathcal{B}; \, " S143 Q328
	Q7167166 P2534 "\rm \ 4Co_3O_4 + 18Na_2O + 7O_2 \rightarrow 12Na_3CoO_4" S143 Q328
	Q338562 P2534 "{dN_1\over dt}=r_1 N_1 {K_1-N_1-\alpha N_2\over K_1}" S143 Q328
	Q5141401 P2534 "\pi^p_s(X) = \varinjlim_k{[\Sigma^k X, S^{p+k}]}" S143 Q328
	Q7048863 P2534 "r_1(\theta_1)+r_2(\theta_2)=a\," S143 Q328
	Q5436074 P2534 " [\text{MOS} - 2\sigma, \text{MOS} + 2\sigma]\," S143 Q328
	Q3993517 P2534 " a + k{\bold Z} = \{ a + k\lambda \lambda \in {\bold Z} \}." S143 Q328
	Q7844667 P2534 " \forall pTp " S143 Q328
	Q407473 P2534 " <math chem>n\ce{\mathsf{(CH2CH2)O ->[\ce{\mathsf{SnCl4}}]}}\ \overbrace{\ce{\mathsf{(-CH2CH2-O-)}}_n}^\ce{polyethyleneglycol}" S143 Q328
	Q4723990 P2534 " ch(V)=\sum_{\mu}\dim V_{\mu}e^{\mu}, " S143 Q328
	Q2835962 P2534 " \sum_i S(b_i) \alpha c_i = \varepsilon(a) \alpha" S143 Q328
	Q1195339 P2534 "a_n = \sum_{k=1}^n (-1)^{k-1} {n\choose k}2^{k(n-k)} a_{n-k}.<ref name="enum" />" S143 Q328
	Q80918 P2534 " s(n,k)\, " S143 Q328
	Q2404702 P2534 "a = c_1\frac{Du_1}{u_1}+\dotsb+c_n\frac{Du_n}{u_n} + Dv." S143 Q328
	Q6980740 P2534 "1 \xrightarrow{~ \quad q \quad ~} A \xrightarrow{~ \quad f \quad ~} A" S143 Q328
	Q631815 P2534 "\omega = - \log_{10} (p^{\rm{sat}}_r) - 1, {\rm \ at \ } T_r = 0.7." S143 Q328
	Q1801078 P2534 " AD = C + I + G + (X - M)" S143 Q328
	Q303100 P2534 " f \colon V(G) \to V(H) \,\!" S143 Q328
	Q3573180 P2534 "\sigma(B) - \sigma(0) = + {e^2 \over 2 \pi^2 \hbar} \left [ \ln \left ( {B_\phi \over B}\right ) - \psi \left ({1 \over 2} + {B_\phi \over B} \right ) \right] " S143 Q328
	Q7702121 P2534 " \sum_{n=1}^\infty n^{-p}, " S143 Q328
	Q548132 P2534 "H = \frac{kT}{Mg}" S143 Q328
	Q898619 P2534 " s = BQ + CQ^2 ," S143 Q328
	Q2408351 P2534 "P_K(p^0,p^1,u)=\frac{C(u,p^1)}{ C(u,p^0)}" S143 Q328
	Q1970172 P2534 "(M\otimes N)^\prime = M^\prime\otimes N^\prime," S143 Q328
	Q7049638 P2534 "p_n(z_i) = w_i, \text{ where }i = 0, 1, \ldots, n.<ref>Marvasti 2001, pp. 124–125.</ref>" S143 Q328
	Q1810628 P2534 "a_j\in \{0,1\} for j=0,1,...,N-1." S143 Q328
	Q148212 P2534 "U = \langle u_1, \ldots, u_n\rangle" S143 Q328
	Q6908274 P2534 " (m_L, m_{U}) = \frac{1}{(1-g)} \left[\frac{a}{b} - \frac{g\nu_{12}}{\nu_{22}} \mp \frac{t_{r,\alpha}s}{b} \sqrt{\nu_{11} - 2\frac{a}{b}\nu_{12} + \frac{a^2}{b^2} \nu_{22} - g\left(\nu_{11} - \frac{\nu_{12}^2}{\nu_{22}}\right)} \right]" S143 Q328
	Q1781358 P2534 "X\vee Y = (X\amalg Y)\;/{\sim},\, <!-- NOTE In expressions like "a\sim b", the symbols \sim, being a binary relation symbol, has a certain amount of space before it and after it. In this present expression, that spacing is not appropriate, and so it is avoided by enclosing "\sim" in curly braces, thus "{\sim}". -->" S143 Q328
	Q579900 P2534 "t = \frac{\lambda}{c - v} = \frac{c}{(c - v)f_s} = \frac{1}{(1 - \beta)f_s}," S143 Q328
	Q3137640 P2534 "\dot{k} =f(k) - c - (n + g + \delta)k" S143 Q328
	Q7998780 P2534 " M(t,0) \simeq (-t)^{\beta}, for t \uparrow 0 " S143 Q328
	Q6664485 P2534 "\operatorname{ord}_P(f)=\max\{d=0,1,2,\ldots f\in m^d_P\};" S143 Q328
	Q19663837 P2534 "\varphi(n) < e^{-\gamma}\frac {n} {\log \log n} " S143 Q328
	Q3466680 P2534 " f^{*} = \frac{bp - q}{b} = \frac{p(b + 1) - 1}{b}, \! " S143 Q328
	Q25345887 P2534 " X=ABC+\Sigma^{1/2}E" S143 Q328
	Q739245 P2534 " \left\lfloor \frac{n^2}{4} \right\rfloor " S143 Q328
	Q533281 P2534 "{d^2\theta\over dt^2}+{g\over \ell} \sin\theta=0. " S143 Q328
	Q494995 P2534 "2-2g \," S143 Q328
	Q2620998 P2534 "v_i={\operatorname{d}[M\cdot]/\operatorname{d}t}=2k_df[I]" S143 Q328
	Q4859826 P2534 "\forall x \Box Fx \rightarrow \Box \forall x Fx." S143 Q328
	Q1921708 P2534 "\sum_{k=0}^n (-1)^k {n \choose k} (x - k)^n = n! <!-- feel free to unmathify this, if possible -->" S143 Q328
	Q4698465 P2534 "\\|\boldsymbol{v}\\| = \sqrt{v_1^2+v_2^2+v_3^2} is the Euclidean norm of the vector, analogous to the calculation of the [[Euclidean distance]] between two points in [[Euclidean space]]." S143 Q328
	Q108779 P2534 "\Delta n=n_e-n_o\,." S143 Q328
	Q5871872 P2534 " \chi(M) \geq \frac{3}{2}\|\tau(M)\|," S143 Q328
	Q6518933 P2534 "2^{93} + 1 = 3 \times 3 \times 529510939 \times 715827883 \times 2903110321" S143 Q328
	Q778609 P2534 "\delta_{x} (A) = 1_A(x)= \begin{cases} 0, & x \not \in A; \\ 1, & x \in A. \end{cases}" S143 Q328
	Q1016940 P2534 "A \rightarrow S A,\{T_A, K_{ab}, B\}_{K_{as}}" S143 Q328
	Q837505 P2534 " t' = \frac{t - {v\,x/c^2}}{\sqrt{1-v^2/c^2}}\ ," S143 Q328
	Q1660471 P2534 "u(y) = 0.99u_o" S143 Q328
	Q5506950 P2534 "A(\Gamma)=\{ \rho \Gamma \to \mathrm{PSL}_2(\mathbb R) \rho \mbox{ is faithful and discrete }\}" S143 Q328
	Q5659356 P2534 "\mathbf v \times \mathbf u = - (\mathbf u \times \mathbf v)" S143 Q328
	Q5161687 P2534 "\xi = \sum_{\alpha=1}^k e_\alpha \xi^\alpha(\mathbf e)" S143 Q328
	Q7979909 P2534 "A^\text{WSM-score}_i = \sum_{j=1}^n w_j a_{ij},\text{ for }i = 1, 2, 3, \dots , m. " S143 Q328
	Q3297564 P2534 "ZFW + FOB = TOW" S143 Q328
	Q7835403 P2534 " tr \Omega^r(Q_1\otimes\cdots \otimes Q_n)" S143 Q328
	Q193514 P2534 " \int \mathcal{D}\phi F[\phi(x)]F[\phi(\bar{x})]^* e^{-S[\phi]}=\int \mathcal{D}\phi_0 \int_{\phi_+(\tau=0)=\phi_0} \mathcal{D}\phi_+ F[\phi_+]e^{-S_+[\phi_+]}\int_{\phi_-(\tau=0)=\phi_0} \mathcal{D}\phi_- F[\bar{\phi}_-]^* e^{-S_-[\phi_-]}. " S143 Q328
	Q6851593 P2534 " MPGe = \frac { E_G} {E_M*E_E} = \frac{ 33,705 } {E_M} " S143 Q328
	Q1417820 P2534 "VP_n = C_c+C_f+V+S = Gross Output" S143 Q328
	Q2450135 P2534 " J[f] = \int \limits_a^b L[ \, x, f(x), f \, '(x) \, ] \, dx \ , " S143 Q328
	Q5384725 P2534 " R_n = \frac{e^2}{4 k T_0\,\Delta f}." S143 Q328
	Q1663694 P2534 "\iota A\rightarrow B, \qquad \iota(x)=x." S143 Q328
	Q910043 P2534 "\frac{d}{dt}\mathbf{p}(t) = q\left(\mathbf{E}+\frac{\mathbf{p}(t)\times\mathbf{B}}{m}\right) - \frac{\mathbf{p}(t)}{\tau}," S143 Q328
	Q1071534 P2534 "\lambda = \alpha\frac{\gamma}{M_\mathrm{s}}," S143 Q328
	Q1597436 P2534 "\frac{f(x) \cdot x}{\\| x \\|} \to + \infty \mbox{ as } \\| x \\| \to + \infty," S143 Q328
	Q7598385 P2534 " \forall y ( R(x, y) \rightarrow ST_y(\Box p))" S143 Q328
	Q7692535 P2534 " \text{AGr}(n,k) = E(n)/\left[E(k) \times O(n-k)\right] , " S143 Q328
	Q1152058 P2534 "\psi_{\mathbf{k}}(\mathbf{r}) = e^{i\mathbf{k}\cdot\mathbf{r}}u_{\mathbf{k}}(\mathbf{r})" S143 Q328
	Q6085209 P2534 " \angle \frac{dG(s)}{ds}{\|}_{s = j\omega_c} = \angle G(s){\|}_{s = j\omega}," S143 Q328
	Q166314 P2534 " \| \delta\mathbf{Z}(t) \| \approx e^{\lambda t} \| \delta \mathbf{Z}_0 \|\ " S143 Q328
	Q5111691 P2534 " E =\int\limits_{-\infty}^\infty \|x(t)\|^2\, dt." S143 Q328
	Q5270351 P2534 "\text{Diagnostic odds ratio, DOR} = \frac{TP/FP}{FN/TN}<ref>{{cite web\|url=http//srdta.cochrane.org/sites/srdta.cochrane.org/files/uploads/Chapter%2010%20-%20Version%201.0.pdf}}</ref>" S143 Q328
	Q1136628 P2534 " \rho_{X,Y}= \frac{\operatorname{cov}(X,Y)}{\sigma_X \sigma_Y} " S143 Q328
	Q5164704 P2534 "\mbox{Consumer leverage ratio} = {\mbox{Total household debt} \over \mbox{Disposable personal income}} " S143 Q328
	Q7187705 P2534 "\nabla^2p(\vec{r},t)-\frac{1}{v_s^2}\frac{\partial^2}{\partial{t^2}}p(\vec{r},t)=-\frac{\beta}{C_p}\frac{\partial}{\partial t}H(\vec{r},t) \qquad \qquad \quad \quad (1), " S143 Q328
	Q1428110 P2534 "\mu (A) = \sup \{ \mu (F) \| F \subseteq A, F \mbox{ compact and measurable} \}" S143 Q328
	Q7306331 P2534 "f(-x) = \overline{f(x)}" S143 Q328
	Q25109595 P2534 " \frac{\partial (\rho Y _i)}{\partial t} + \nabla \cdot ( \rho \vec v Y _i) = - \nabla \cdot \vec J _i + R _i + S _i " S143 Q328
	Q17088433 P2534 "\sum_{i} \frac{\lambda_i^2}{1+\lambda_i^2} = 1,2 or 3" S143 Q328
	Q672461 P2534 " \mbox{DL} = (y\bmod 4\times 2 + y\bmod 7\times 4 + c \bmod 4\times 2) \bmod 7, " S143 Q328
	Q773483 P2534 " \exists{n}{\in}\mathbb{N}\, P(n,n,25) " S143 Q328
	Q1119919 P2534 "h_0 = h + \frac{V^2}{2}\," S143 Q328
	Q3486660 P2534 "MRP = MPP \times \text{AR}\,\!" S143 Q328
	Q5699425 P2534 "c_1 f(n) \le \Delta(n) \le c_2 f(n)." S143 Q328
	Q17098023 P2534 "V = (\oplus_{\alpha \in A} S) \oplus U" S143 Q328
	Q2667025 P2534 "\frac{\text{base area} \times \text{height}}{3}," S143 Q328
	Q1224441 P2534 "F(h(z)) = (F(z))^n ~," S143 Q328
	Q282723 P2534 "a^k\ \equiv\ 1 \pmod n \, " S143 Q328
	Q1347436 P2534 " (K_i\varphi \land K_i(\varphi \implies \psi)) \implies K_i\psi" S143 Q328
	Q7542591 P2534 "P_{cr}= \alpha \frac{\lambda^2}{4 \pi n_0 n_2}," S143 Q328
	Q904380 P2534 "B_v=B-\alpha(v+{1\over 2})" S143 Q328
	Q6669450 P2534 "\frac{a}{2}[\text{0 1 1}] \rightarrow \frac{a}{6}[\text{1 1 2}] + \frac{a}{6}[\text{-1 2 1}]" S143 Q328
	Q3427 P2534 "\begin{smallmatrix}\left( \frac{T_{eq}}{T_{pole}} \right)^4 = \left( \frac{7,600}{10,000} \right)^4 = 0.33\end{smallmatrix}" S143 Q328
	Q5645293 P2534 "f(x)=a_mx^m+a_{m-1}x^{m-1}+\cdots+a_1x+a_0" S143 Q328
	Q838473 P2534 "2^{19937}-1." S143 Q328
	Q4439348 P2534 "\Delta {\mathcal{O}} \Delta {\mathcal{F}} \geqslant \hbar/2\,," S143 Q328
	Q178898 P2534 " \eta _C = \frac{\rm Isentropic \;Compressor\;Work}{\rm Actual\;Compressor\; Work}=\frac{W_s}{W_a} \cong \frac{h_{2s}-h_1}{h_{2a}-h_1} " S143 Q328
	Q7255579 P2534 "\Lambda_\epsilon(A) = \{\lambda \in \mathbb{C} \mid \exists x \in \mathbb{C}^n \setminus \{0\}, \exists E \in \mathbb{C}^{n \times n} \colon (A+E)x = \lambda x, \\|E\\| \leq \epsilon \}." S143 Q328
	Q7140503 P2534 "D = 2 \sqrt[3] {\frac{3V}{4\pi}}" S143 Q328
	Q25111867 P2534 " \underset{f \in \mathcal{H}}{\arg\!\min} \frac{1}{\ell} \sum_{i=1}^{\ell} V(f(x_i), y_i) + \gamma \left\\| f \right\\|_K^2 " S143 Q328
	Q1366301 P2534 "\mathbf{F} = q\mathbf{v} \times \mathbf{B}" S143 Q328Q842755 P2534 "T = 2 \pi \sqrt{\frac{L}{g}} \," S143 Q328
	Q836957 P2534 "W = (L/L_1)^b\!\," S143 Q328
	Q17076878 P2534 " \frac{dS}{dt} = \mu N - \mu S - \beta \frac{I}{N} S, S(n T^+) = (1-p) S(n T^-) n=0,1,2,\dots " S143 Q328
	Q1108664 P2534 "x+y=2" S143 Q328
	Q3001190 P2534 " x^2 + y^2 = 1 + d x^2 y^2 \, " S143 Q328
	Q752532 P2534 "S_L(z) = \sum_{n \ge 0} s_L(n) z^n \ . " S143 Q328
	Q7670455 P2534 "s_{0,k} = \sum_{n=0}^k(-1)^n a_n " S143 Q328
	Q504186 P2534 " \mathbf{S} = \mathbf{E} \times \mathbf{H}," S143 Q328Q3796689 P2534 "i X \hookrightarrow Y x \mapsto x" S143 Q328
	Q847600 P2534 "f(z)=\sum_{n=0}^\infty a_nz^n" S143 Q328
	Q907439 P2534 "D^2=\Delta, \," S143 Q328
	Q1454200 P2534 "\mathbf{p}=m\mathbf{v}" S143 Q328
	Q339000 P2534 " \begin{align} \bar p(n) &= 1 \times \left(1-\frac{1}{365}\right) \times \left(1-\frac{2}{365}\right) \times \cdots \times \left(1-\frac{n-1}{365}\right) \\ &= { 365 \times 364 \times \cdots \times (365-n+1) \over 365^n } \\ &= { 365! \over 365^n (365-n)!} = \frac{n!\cdot{365 \choose n}}{365^n} = \frac{_{365}P_n}{365^n}\end{align} " S143 Q328
	Q2880612 P2534 " \mathbf{F} = \sum_{i=1}^n \mathbf{F}_i," S143 Q328
	Q7370301 P2534 "F = U \omega^2" S143 Q328
	Q5737811 P2534 "\bigcup_{k=0}^\infty V_k = V_\omega." S143 Q328
	Q981010 P2534 "Index_t=\frac{\displaystyle \sum_{i=1}^n (p_{it}\cdot s_{it}\cdot ff_{it}\cdot cf_{it}\cdot x_{it})}{D_{t}}=\frac{M_{t}}{D_{t}}" S143 Q328
	Q762521 P2534 " \frac{f'}{f} \! " S143 Q328
	Q4344854 P2534 "c_m=\left(4g\sigma/\rho\right)^{1/4}" S143 Q328
	Q3523932 P2534 "\frac{p^{*}}{p_0} = \left( \frac{2}{k+1} \right)^{\frac{k}{k-1}}," S143 Q328
	Q425432 P2534 "f(z)=\sum_{n=-\infty}^\infty a_n(z-c)^n" S143 Q328
	Q5156840 P2534 "L=\left[\begin{matrix} I_p & 0 \\ -D^{-1}C & I_q \end{matrix}\right]." S143 Q328
	Q2116294 P2534 "d = \min_{\{x,y \in C x \neq y\}} d(x,y) " S143 Q328
	Q1637085 P2534 "u = \frac{1}{2}\left(\mathbf{E}\cdot\mathbf{D} + \mathbf{B}\cdot\mathbf{H}\right)" S143 Q328
	Q7207872 P2534 "i\partial\overline\partial u=\rho" S143 Q328
	Q7696814 P2534 " \theta_k = (\theta_k^1,.....,\theta_k^N)\in\mathcal S^1\times......\times\mathcal S^N" S143 Q328
	Q5157390 P2534 "f = \tfrac{J}{1+J}," S143 Q328
	Q258374 P2534 " \varphi\left(\bigcup_{i=1}^\infty A_i\right) = \sum_{i=1}^\infty \varphi(A_i)." S143 Q328
	Q3030670 P2534 " BC_{ij} = 1 - \frac{2C_{ij}}{S_i + S_j} " S143 Q328
	Q6901522 P2534 " K(X_1,\ldots,X_n)=\mathrm{CH}\{ P(X_1,\ldots,X_n) P(x_1,\ldots,x_n)=\prod_{i=1}^n P(x_i\mid\pi_i) , P(X_i\mid\pi_i) \in K(X_i\mid\pi_i) \}" S143 Q328
	Q899219 P2534 " \Phi_\mathrm{v} = 683.002\ \mathrm{lm/W} \cdot \int^\infin_0 \overline{y}(\lambda) \Phi_{\mathrm{e},\lambda}(\lambda)\, \mathrm{d}\lambda," S143 Q328
	Q7828124 P2534 "TMDL = WLA + LA + MOS" S143 Q328
	Q2873 P2534 "{t_{k}}_{(i)} = \mathbf{x}_{(i)} \cdot \mathbf{w}_{(k)}" S143 Q328
	Q3875012 P2534 "Q_x = f(P_x), \quad f^\prime <0, " S143 Q328
	Q16965721 P2534 " A_{n,k} = \prod_{\begin{smallmatrix} 1 \le j \le n \\ j \neq k \end{smallmatrix}} \cot(a_k - a_j) " S143 Q328
	Q7578329 P2534 "\sum_{n=0}^\infty \phi_n(\alpha,\beta)t^n = \exp \left[ \sum_{n=1}^\infty \frac{t^n}{n} \left( u_n (\alpha) + v_n(\beta) -1 \right) \right]" S143 Q328
	Q255166 P2534 "D_{\mathrm{KL}}(P\\|Q) = \sum_i P(i) \, \log\frac{P(i)}{Q(i)}." S143 Q328
	Q3088644 P2534 "\begin{cases} \Phi X \to \mathbf{C}^{n}, \\ x \mapsto \left (\varphi_1(x), \cdots, \varphi_n(x) \right ) \end{cases}" S143 Q328
	Q7616261 P2534 " P_a + P_m + P_d=1 " S143 Q328
	Q592806 P2534 " A = 30a^2 \left (1 + \sqrt{3} + \sqrt{5 + 2\sqrt{5}} \right) \approx 174.292\,0303a^2. " S143 Q328
	Q161635 P2534 " \omega = \frac{d\phi}{dt}" S143 Q328
	Q4116368 P2534 "1/Db = w/Dw + f/Df + p/Dp + m/Dm<ref name=Siri>{{cite journal \|author=Siri William E \|title=The gross composition of the body \|journal=Advances in Biological and Medical Physics \|volume=4\|pages=239–280\|year=1956\|pmid=13354513}}</ref>{{rp\|262}}" S143 Q328
	Q865746 P2534 "d X \times X \to [0,\infty)," S143 Q328
	Q1058150 P2534 "-\Delta u = f, \qquad u\|_{\partial\Omega} = 0" S143 Q328
	Q17022030 P2534 "\hat X_n(t) = \frac{X(nt) - \mathbb E(X(nt))}{\sqrt{n}}" S143 Q328
	Q1365548 P2534 "G = \pi_1(X)/p_{*}(\pi_1(C))" S143 Q328
	Q877489 P2534 "AB^2 + AC^2 = 2(AD^2+BD^2).\," S143 Q328
	Q4480503 P2534 "t=\frac{T_1}{2 \pi} (E-e_1 \sin E)" S143 Q328
	Q5156605 P2534 "a_1\mathbf p_1+\cdots+a_k\mathbf p_k" S143 Q328Q8034613 P2534 "A=U - TS, the [[Helmholtz free energy]] function (named after [[Hermann von Helmholtz]])" S143 Q328
	Q3601002 P2534 "C \in \{10, 100, 1000\}" S143 Q328
	Q214967 P2534 " pV = \mathrm{constant}.\,\! <!--this V doesn't have to be molar volume-->" S143 Q328
	Q6771423 P2534 " \pi = P(Q)\cdot Q - C(Q)" S143 Q328
	Q728507 P2534 "\mathbf{C} = \mathbf{A} \mathbf{B} \qquad \mathbf{A},\mathbf{B},\mathbf{C} \in R^{2^n \times 2^n}" S143 Q328
	Q496346 P2534 "ODF(\boldsymbol{g})=\frac{1}{V} \frac{dV(\boldsymbol{g})}{d g}." S143 Q328
	Q355020 P2534 " \mu\Bigl(\bigcup_{i \in I} E_i\Bigr) = \sum_{i \in I} \mu(E_i)." S143 Q328
	Q6803617 P2534 " (\lambda x.u)v \; \triangleright_c \; u[v/x]" S143 Q328
	Q2042163 P2534 "\|B_{00}\rangle = \frac{1}{\sqrt{2}} (\|0\rangle_A \otimes \|0\rangle_B + \|1\rangle_A \otimes \|1\rangle_B)" S143 Q328Q498247 P2534 " \varphi^{2-\varphi}n^{\varphi-1}," S143 Q328
	Q2569069 P2534 " \frac{1}{\sqrt{r_\text{middle}}} = \frac{1}{\sqrt{r_\text{left}}} + \frac{1}{\sqrt{r_\text{right}}}." S143 Q328
	Q2023598 P2534 "E_\text{B} = -\dfrac{Rhc}{n^2}," S143 Q328
	Q5988171 P2534 "(\mu * \nu) (A) = \int_{X} \mu (A x^{-1}) \, \mathrm{d} \nu (x) = \int_{X} \nu (x^{-1} A) \, \mathrm{d} \mu (x)" S143 Q328
	Q7829389 P2534 "\tan{\frac{A}{2}}=\frac{b}{a},\qquad \tan{\frac{C}{2}}=\frac{a}{b}" S143 Q328
	Q471070 P2534 "\mathrm{v_s} = { \frac{c}{\sqrt{\varepsilon_{r}}} } \ " S143 Q328
	Q7233558 P2534 " d = \sqrt{ \int_{-\infty}^t (t-r)^2f(r)\,dr } " S143 Q328
	Q1796666 P2534 "{BSA}=0.007184 \times W^{0.425} \times H^{0.725} " S143 Q328
	Q7095700 P2534 " \frac {V_1 - V_O } {R_2} = j\omega C_2 V_O \ , " S143 Q328
	Q182717 P2534 "CPT \ \|p,\sigma,n \rangle\ =\ (-1)^{J-\sigma}\ \|p,-\sigma,n^c \rangle ," S143 Q328
	Q841257 P2534 "\theta_a - \frac{\Delta}{L_{ab}}= \frac{L_{ab}}{3E_{ab} I_{ab}} M_{ab} - \frac{L_{ab}}{6E_{ab} I_{ab}} M_{ba}" S143 Q328
	Q5597080 P2534 " F_i (x) = (x_1, x_2,\ldots, x_{i-1}, f_i(x[i]), x_{i+1}, \ldots , x_n) \;. " S143 Q328
	Q5418724 P2534 " \operatorname{Perf}(f,r) = \sum_{x \in X_n} f(x) r(x) D_n(x). " S143 Q328
	Q6725264 P2534 "\mathbf{y} = \mathbf{H}\mathbf{x} + \mathbf{n}" S143 Q328
	Q6587789 P2534 "V=\dfrac{1}{2}kx^2." S143 Q328
	Q5188565 P2534 " d\colon H \longrightarrow G, \! " S143 Q328
	Q1756194 P2534 " C = B \log_2 \left( 1+\frac{S}{N} \right) " S143 Q328
	Q185329 P2534 "\mathcal{E} = -\int_{A}^{B} \boldsymbol{E}_\mathrm{cs} \cdot \mathrm{d} \boldsymbol{ \ell } \ ," S143 Q328
	Q5500285 P2534 "\Omega(\Gamma)=\{\tau\in H \|\tau\|>1 , \|\tau +\overline\tau\| <1\} " S143 Q328
	Q75794 P2534 "f_0 = {1 \over 2 \pi R_0}\sqrt{3 \gamma p_0 \over \rho}" S143 Q328
	Q4718108 P2534 " J(x,t) = \begin{cases} tf(x/t), & \text{if } 0 \leq \\|x\\| < t, \\ x, & \text{if } t \leq \\|x\\| \leq 1. \end{cases} " S143 Q328
	Q4672803 P2534 " \text{ARR} = \frac{\text{Average return during period}}{\text{Average investment}}" S143 Q328
	Q4774939 P2534 " \text{ } 2 \text{ } H_2 O \text{ } + \text{ } \frac {1}{2}O_2 \stackrel {Metal Ion} {\rightarrow} \text{ } 2 \text{ } H_2 O_2 {\rightarrow} \text{ }H_2 O \text{ }+ \text{ } (O)" S143 Q328Q15866814 P2534 " G^0(X)=\{g(x)\in G(X)\quad \quad g(x_0)=1\in \widetilde P_{x_0}\} " S143 Q328
	Q17104324 P2534 " Kz_t + Lz_x = \nabla S(z), " S143 Q328
	Q279029 P2534 "S_2=\frac{1}{4\pi\alpha'}\int d^2z\sqrt{\gamma}\left[\gamma^{ab}G_{\mu\nu}(X)\partial_aX^\mu\partial_bX^\nu+\alpha'\ ^{(2)}R\Phi(X)\right]," S143 Q328
	Q726441 P2534 "f(x; x_0,\gamma) = \frac{1}{\pi\gamma \left[1 + \left(\frac{x - x_0}{\gamma}\right)^2\right]} = { 1 \over \pi \gamma } \left[ { \gamma^2 \over (x - x_0)^2 + \gamma^2 } \right], " S143 Q328
	Q900807 P2534 "F(x_1+x_2)=F(x_1)+F(x_2) \,{{pad\|3em}}'''Additivity'''" S143 Q328
	Q163875 P2534 "0, 1, 2, 3, \ldots, n, \ldots ; \aleph_0, \aleph_1, \aleph_2, \ldots, \aleph_{\alpha}, \ldots.\ " S143 Q328
	Q17098626 P2534 "\mathfrak{g}\otimes C^\infty(S^1)," S143 Q328
	Q869255 P2534 "\| \psi \rangle = \frac {\|1\rangle + \|2\rangle + \|3\rangle + \|4\rangle + \|5\rangle + \|6\rangle} {\sqrt{6}}" S143 Q328
	Q7394935 P2534 "15\oplus \bar{6}\oplus \bar{6}" S143 Q328
	Q23304018 P2534 " \bar{\boldsymbol{v}}(x,y,z,t) = v_x(x,y,z,t)\hat{\boldsymbol{i}} + v_y(x,y,z,t)\hat{\boldsymbol{j}}. " S143 Q328
	Q812535 P2534 "P(H\mid E) = \frac{P(E\mid H) \cdot P(H)}{P(E)}" S143 Q328
	Q5073759 P2534 "\epsilon = \tfrac{1}{2} v^2 - \mu/r = constant = \tfrac{1}{2} C_3" S143 Q328
	Q7187722 P2534 "PRI=\frac{(\rho 531- \rho 570)}{( \rho 531+ \rho 570)}" S143 Q328
	Q2293759 P2534 "A_{T_p}=\{a\in A \;\|\; \exists n\in \mathbb{N}\;, p^n a = 0\}.\;" S143 Q328
	Q2121987 P2534 "V_q(\mathbf{R})=\frac{k}{\|\mathbf{R}\|^3} \sum_{i,j} \frac{1}{2} Q_{ij}\, n_i n_j\ ," S143 Q328
	Q1396441 P2534 "W = {\left(\sum_{i=1}^n a_i x_{(i)}\right)^2 \over \sum_{i=1}^n (x_i-\overline{x})^2}," S143 Q328
	Q7169370 P2534 "D_n(x,\alpha)=\sum_{p=0}^{\lfloor n/2\rfloor}\frac{n}{n-p} \binom{n-p}{p} (-\alpha)^p x^{n-2p}. " S143 Q328
	Q4538627 P2534 "I_\nu = \frac{2 h\nu^{3}}{c^2}\frac{1}{e^{\frac{h\nu}{kT}}-1}" S143 Q328
	Q7247208 P2534 "3+4 refers to the process of adding as well as the outcome of the process." S143 Q328
	Q25313552 P2534 "A = arctan ( r / h )" S143 Q328
	Q192768 P2534 "\frac{z}{c} = \frac{x^2}{a^2} + \frac{y^2}{b^2}." S143 Q328
	Q1567213 P2534 "\ d = G(m)" S143 Q328
	Q233858 P2534 "z z^\ast = (x + y \epsilon) (x - y \epsilon) = x^2 + y^2" S143 Q328
	Q265305 P2534 "RRR = {\rho_{300K}\over \rho_{0K}}" S143 Q328
	Q1330788 P2534 "E_n(z) = \begin{cases} (1 -z) & \text{if }n=0, \\ (1-z)\exp \left( \frac{z^1}{1}+\frac{z^2}{2}+\cdots+\frac{z^n}{n} \right) & \text{otherwise}. \end{cases} " S143 Q328
	Q1985291 P2534 "\frac{r_1\cdot r_2}{r}." S143 Q328
	Q6489154 P2534 "d(\vec x_i,\vec x_j)=(\vec x_i-\vec x_j)^\top\mathbf{M}(\vec x_i-\vec x_j)." S143 Q328
	Q634965 P2534 " f(v) = \sqrt{\left(\frac{m}{2 \pi kT}\right)^3}\, 4\pi e^{- \frac{mv^2}{2kT}}, " S143 Q328
	Q853949 P2534 "P=P^*+\epsilon" S143 Q328
	Q213540 P2534 " V = [(1-1/9) d]^2 h" S143 Q328
	Q858318 P2534 "H^2 = \frac{\mathrm{Var}(G)}{\mathrm{Var}(P)} ." S143 Q328
	Q4857506 P2534 "\|\psi \rangle = a\,\|000\rangle + b\,\|001\rangle + c\,\|010\rangle + d\,\|011\rangle + e\,\|100\rangle + f\,\|101\rangle + g\,\|110\rangle + h\,\|111\rangle" S143 Q328
	Q1496376 P2534 "{\mathbf{X}}_{t_1, \ldots, t_k} = (\mathbf{X}_{t_1}, \ldots, \mathbf{X}_{t_k}) " S143 Q328
	Q635217 P2534 " \Pr(Y=1 \| X=x) = x'\beta . " S143 Q328
	Q5375816 P2534 " \Delta L = 0.6 \cdot r = 0.3 \cdot D , " S143 Q328Q5891067 P2534 " V\subseteq W^s(f,p)\cap W^u(f,p)" S143 Q328
	Q7571554 P2534 "\lim_{k \to \infty} u_{k} = u \mbox{ in } L^{1} (\Omega; \mathbf{R}^{m})" S143 Q328
	Q540508 P2534 "\hbox{apotome} - \hbox{limma} \approx 113.69 - 90.23 \approx 23.46 ~\hbox{cents} \!" S143 Q328
	Q5147531 P2534 " f'(\theta) = \frac{(1-\theta)e^{\theta}-1}{(e^{\theta}-1)^2} . " S143 Q328
	Q5263725 P2534 "p Y \rightarrow X." S143 Q328
	Q2168496 P2534 "W = aL^b\!\," S143 Q328
	Q7540242 P2534 " \underline{a},\underline{b} \in U \Rightarrow \underline{a}+\underline{b} \in U" S143 Q328
	Q719695 P2534 "3^2+4^2=5^2" S143 Q328
	Q215111 P2534 " n = \sum_{i=1}^k{m_i}." S143 Q328
	Q857956 P2534 "\psi^{(m)}(z) = \frac{d^m}{dz^m} \psi(z) = \frac{d^{m+1}}{dz^{m+1}} \ln\Gamma(z)." S143 Q328
	Q1265983 P2534 "H=H_0+H_1" S143 Q328
	Q141022 P2534 "L\ =\ \frac{r \cdot R_o}{R_s - R_o}" S143 Q328
	Q1798603 P2534 "\mathbf{Y}=\mathcal{A}\mathbf{X}+b, where \mathcal{A} is an n \times n matrix and b is an n \times 1 column vector." S143 Q328
	Q5746554 P2534 "0 < p_2(x) \le p_1(x)\," S143 Q328
	Q382504 P2534 "\operatorname{aff} (S)=\left\{\sum_{i=1}^k \alpha_i x_i \, \Bigg \| \, k>0, \, x_i\in S, \, \alpha_i\in \mathbb{R}, \, \sum_{i=1}^k \alpha_i=1 \right\}." S143 Q328
	Q1152875 P2534 " P = C V^2 f" S143 Q328
	Q7430596 P2534 "\overline{\mathbf{x}} = \frac{1}{n}\sum_{j=1}^n \mathbf{x}_j" S143 Q328
	Q4903705 P2534 "B(f_1,f_2) = F(f_1)F(f_2)F^*(f_1+f_2)" S143 Q328
	Q17012898 P2534 "b_{ij}= \sum_{\lambda=1}^{10} G^{(\lambda)} T_{ij}^{(\lambda)}" S143 Q328
	Q1029151 P2534 "\text{Doppler Frequency} = \left (\frac { 2 \times \text{Transmit Frequency} \times \text{Range Velocity}}{C} \right)" S143 Q328
	Q5128445 P2534 "\pi Y\longrightarrow X\ " S143 Q328
	Q737851 P2534 "A=\bigcup_{i=1}^k A_i, \quad B=\bigcup_{i=1}^k B_i, \quad A_i\cap A_j=\emptyset," S143 Q328
	Q203914 P2534 " \nabla \cdot \mathbf{F} = 0, " S143 Q328
	Q7806653 P2534 "\psi(t) = {2 \over {\sqrt {3\sigma}\pi^{1 \over 4}}} \left( 1 - {t^2 \over \sigma^2} \right) e^{-t^2 \over 2\sigma^2}" S143 Q328
	Q2915184 P2534 "\Phi \colon H^k(B; \mathbf{Z}_2) \to \tilde{H}^{k+n}(T(E); \mathbf{Z}_2)," S143 Q328
	Q7278696 P2534 "\ddot{x}_a + \frac{2}{\tau_0}\dot{x}_a + \omega_a^2 x_a = \frac{e}{m} E(t,\mathbf{r}_a)," S143 Q328
	Q713051 P2534 " \lim_{a\to 0} \Pi(a) = \tfrac{1}{2}\pi\quad\text{ and }\quad\lim_{a\to\infty} \Pi(a) = 0. " S143 Q328
	Q4780406 P2534 "\frac{a(b+c)^2}{b+c-a} \frac{b(c+a)^2}{c+a-b} \frac{c(a+b)^2}{a+b-c}" S143 Q328
	Q1146458 P2534 "A_i = \operatorname{Adj}(R_i) \setminus R" S143 Q328
	Q4677848 P2534 "\,Z=v^T=(1+i)^{-T} = e^{-\delta T} " S143 Q328
	Q5694970 P2534 " \frac{\ell x^2 + mx + n}{(x-a)(x-b)(x-c)} = \frac{A}{(x-a)} + \frac{B}{(x-b)} + \frac{C}{(x-c)}" S143 Q328
	Q5467485 P2534 "e A \rightarrow A" S143 Q328
	Q177144 P2534 "p(x) = \prod\limits_{t \in K} (x-t).\," S143 Q328
	Q606977 P2534 "\frac{n(n+1)(5n-2)}{6}." S143 Q328
	Q7646004 P2534 " m_i \ddot u_{i \alpha} = - \sum _{j, \beta } \phi_{i \alpha , j \beta } u_{j, \beta } " S143 Q328
	Q6274474 P2534 "t=\frac{\rho _Br_s^2}{6D_ebM_Bc_{A_b}} \left[ 1-3 \left(\frac{r_c}{r_s}\right)^2 + 2 \left(\frac{r_c}{r_s}\right)^3 \right]" S143 Q328
	Q1429140 P2534 "s(P,E_i)=\prod_ks(P,E_{ik})" S143 Q328
	Q1826488 P2534 " \mathbf{Y} = \mathbf{X}\mathbf{B} + \mathbf{U}," S143 Q328
	Q575941 P2534 "{I_z \over I_0} = e^{-kz}" S143 Q328
	Q759117 P2534 "a_E = \sqrt{2 \lambda L_E} \qquad a_H = \sqrt{3 \lambda L_H}" S143 Q328
	Q1665389 P2534 " EIF_ix\in\mathcal{X}\mapsto n\cdot(T_n(x_1,\dots,x_{i-1},x,x_{i+1},\dots,x_n)-T_n(x_1,\dots,x_{i-1},x_i,x_{i+1},\dots,x_n))" S143 Q328
	Q3527079 P2534 "A + A\," S143 Q328
	Q25342 P2534 "P=\frac{W}{t}" S143 Q328
	Q911969 P2534 "PSL_2(\mathcal{O}_d)" S143 Q328
	Q182393 P2534 " \frac{23.976}{29.97} = \frac{4}{5}" S143 Q328
	Q25100274 P2534 "\left( \sum_{i,j=1}^\infty \|B(e_i,e_j)\|^{4/3} \right)^{3/4} \le \sqrt{2} \\| B \\|," S143 Q328
	Q3527069 P2534 " \lim_{a\to 0} \Pi(a) = \tfrac{1}{2}\pi\quad\text{ and }\quad\lim_{a\to\infty} \Pi(a) = 0. " S143 Q328
	Q6801707 P2534 " V\otimes\chi_i = \sum_j n_{ij} \chi_j," S143 Q328
	Q5425708 P2534 "F(t) = A e^{-t/\tau}" S143 Q328
	Q5535512 P2534 "\operatorname{gr}_I R = \oplus_{n=0}^\infty I^n/I^{n+1}." S143 Q328
	Q3631654 P2534 "U\, =\, \frac{H}{h} \left(\frac{\lambda}{h}\right)^2\, =\, \frac{H\, \lambda^2}{h^3}," S143 Q328
	Q1366833 P2534 "P(A>B) = P(B>C) = P(C>D) = P(D>A) = {2 \over 3}" S143 Q328
	Q1996305 P2534 "p^a q^b\ " S143 Q328
	Q6107543 P2534 " \hat H = J_1 \sum_{\langle ij \rangle}\vec S_i \cdot \vec S_j + J_2 \sum_{\langle\langle ij \rangle\rangle} \vec S_i \cdot \vec S_j " S143 Q328
	Q911141 P2534 "\sum_{m=1}^\infty x_m = s " S143 Q328
	Q665364 P2534 "W_\mathrm{SWU} = P \cdot V\left(x_{p}\right)+T \cdot V(x_{t})-F \cdot V(x_{f})" S143 Q328
	Q4913755 P2534 "Bi = M \wr \mathbb{Z}_2. \, " S143 Q328
	Q7445064 P2534 "A\rightarrow B\{X\}_{K_{A,B}}" S143 Q328
	Q3502015 P2534 "\|N - (q+1)\| \le 2 \sqrt{q}." S143 Q328
	Q692823 P2534 "(v-k-1)\mu = k(k-\lambda-1)" S143 Q328
	Q1965130 P2534 " \frac {a} {c} \text{ and } \frac {b} {d} " S143 Q328
	Q660730 P2534 "\tau_S = \lbrace S \cap U \mid U \in \tau \rbrace." S143 Q328
	Q1079958 P2534 " h'(x) = a f'(x) + b g'(x).\, " S143 Q328
	Q4700718 P2534 "\frac{\partial \textbf m}{\partial t}\, =\, -\gamma \,\textbf m\times \textbf{H}_{\mathrm{eff}}\, +\, \alpha\,\textbf m\times\frac{\partial \textbf m}{\partial t}\,.\qquad " S143 Q328
	Q901028 P2534 "RF = \sum_{n=1}^{100} Abs_i \cdot F_i / (path length \cdot density)" S143 Q328
	Q1172925 P2534 "pq - \varphi(pq) = pq - (p-1)(q-1) = p+q-1 = n-1. \," S143 Q328
	Q3318079 P2534 " \mathbf{T} + \lambda \stackrel{\nabla}{\mathbf{T}} = 2\eta_0 \mathbf {D} " S143 Q328
	Q1191684 P2534 "g_J= g_L\frac{J(J+1)-S(S+1)+L(L+1)}{2J(J+1)}+g_S\frac{J(J+1)+S(S+1)-L(L+1)}{2J(J+1)}." S143 Q328
	Q865920 P2534 "\epsilon = \|v-v_\text{approx}\|\ ," S143 Q328
	Q3798212 P2534 "\ RI = \frac {gland}{wall}" S143 Q328
	Q4272645 P2534 "\lim_{t\to\infty}f(t)" S143 Q328
	Q4941364 P2534 "\sum_{S \in 2^N\setminus\{\emptyset\}} \alpha (S) v (S) \leq v (N)." S143 Q328
	Q189112 P2534 " \operatorname{S}(f(u),f(v)) \iff \operatorname{R}(u,v) " S143 Q328
	Q5454856 P2534 "\hat{ \theta } =T(\hat F_n) \,," S143 Q328
	Q1875447 P2534 "\frac{1+2x}{(1+x)(1-2x)}." S143 Q328
	Q5421533 P2534 "u(c) = \begin{cases} (1-e^{-a c})/a & a \neq 0 \\ c & a = 0 \\ \end{cases} " S143 Q328
	Q692086 P2534 "\alpha + \gamma = \beta + \delta = \pi = 180^{\circ}." S143 Q328
	Q4698975 P2534 " T_a + \frac{T_m - T_a}{3}. " S143 Q328
	Q205084 P2534 "\operatorname{DTIME}\big(f(n) \big) \subsetneq \operatorname{DTIME} \big(f(n) \sdot \log^{2}(f(n)) \big)." S143 Q328
	Q1473526 P2534 "u=\int_0^\varphi \frac{\mathrm d\theta} {\sqrt {1-m \sin^2 \theta}}\, . " S143 Q328
	Q1449519 P2534 "\gamma = \alpha \times \beta" S143 Q328
	Q2103531 P2534 "\mathrm{CI} = \frac{mass}{height^3}" S143 Q328
	Q31924 P2534 "\eta_{\text{max}} = \eta_{\text{Carnot}} = 1 - \frac{T_\mathrm{C}}{T_\mathrm{H}}" S143 Q328
	Q9150419 P2534 "r_2 = \textstyle\frac{SOA^2 - SOA^1}{BR^1 - BR^2}" S143 Q328
	Q17104924 P2534 " P[F(t)]=P[I(t)]-P[B] \, " S143 Q328
	Q1068085 P2534 "\lbrace (x,y) \in X\times Y \mid Tx=y\rbrace." S143 Q328
	Q2914346 P2534 "p_s=g_w h_w ," S143 Q328
	Q18815110 P2534 "\operatorname{Griff}^k(X) = Z^k(X)_\mathrm{hom} / Z^k(X)_\mathrm{alg}" S143 Q328
	Q5161070 P2534 "z_1^5+z_2^5+z_3^5+z_4^5+z_5^5-5\psi z_1z_2z_3z_4z_5 = 0" S143 Q328
	Q1129714 P2534 "m = \frac{y_{end} -y_{start}}{x_{end}-x_{start}}" S143 Q328
	Q848497 P2534 " \textbf{a} = a_0 + a_1 X + a_2 X^2 + \cdots + a_{N-2} X^{N-2} + a_{N-1} X^{N-1} " S143 Q328
	Q7293284 P2534 "u_\theta(r) = \begin{cases} \Gamma r/(2 \pi R^2) & r \le R, \\ \Gamma/(2 \pi r) & r > R. \end{cases}" S143 Q328
	Q5279420 P2534 "\rho(x)\ddot u(x,t)=\int_R f(u(x',t)-u(x,t),x'-x,x)dV_{x'} + b(x,t)" S143 Q328
	Q5244744 P2534 " ds^2 = - f(r) dt^2 + {dr^2 \over f(r)} + r^2(d\theta^2 + \sin^2\theta \,d\phi^2) \," S143 Q328
	Q727035 P2534 " A = \begin{pmatrix} 0_{r,r} & B \\ B^T & 0_{s,s} \end{pmatrix}," S143 Q328
	Q3277853 P2534 "B(x)=B_0\exp\left(-\frac{x}{\lambda_L}\right),<ref name=Kittel8thEd/>" S143 Q328
	Q17010888 P2534 " \hat{H} =\frac{1}{2}\left[\hat{p}^2+\Omega^2(t)\hat{q}^2\right]." S143 Q328
	Q7098873 P2534 "\text{OMA} = P_1 - P_0 \, " S143 Q328
	Q2166280 P2534 "\dim\pi_\lambda = \frac{n!}{\prod_{x \in Y(\lambda)} \mathrm{hook}(x)}." S143 Q328
	Q1762403 P2534 "\sum M_A=0=-101+2R_B \Rightarrow R_B=5" S143 Q328
	Q2142563 P2534 " {\Delta H^o} = {RT^2}.\frac{d \ln K}{dT} " S143 Q328
	Q5072507 P2534 "ChR = 100 (1 - \frac{T_o}{T_s} ) = 100 \frac{T_a}{T_s} " S143 Q328
	Q5501402 P2534 "G = \langle x_{1}, \dots, x_{n} \| r = 1 \rangle" S143 Q328
	Q5408998 P2534 "g(x_1,x_2,x_3,v_1,v_2,v_3)\," S143 Q328
	Q3150682 P2534 "Q = C_\mathrm{th} \Delta T\," S143 Q328
	Q350877 P2534 "x^3 + y^3 - 3 a x y = 0 \,. " S143 Q328
	Q864145 P2534 "z = x + jy" S143 Q328
	Q4365897 P2534 "\{ a + b z \mid z \in {\mathbb{C}} \}\subset\mathbb{C}^n" S143 Q328
	Q287419 P2534 "j\left(e^{\frac{2}{3}\pi i}\right) = 0, \quad j(i) = 1728." S143 Q328
	Q180254 P2534 "\frac{x}{m}=kP^{\frac{1}{n}}" S143 Q328
	Q643749 P2534 "f_1(z)=\frac{(1+i)z}{2}" S143 Q328
	Q3022119 P2534 "a\,\mathcal{L}\,b if, and only if, ''Sa'' = ''Sb'';" S143 Q328
	Q3318105 P2534 "H(t) = -\sum_{i} P(X(t)=i) \log \left( \frac{P(X(t)=i)}{\pi_i}\right) , " S143 Q328
	Q6618987 P2534 "\bold{\hat{n}} = \bold{\hat{e}}_r\times\bold{\hat{e}}_\theta \,\!" S143 Q328
	Q2754558 P2534 " H(3,q^2) \ s=q^2,t=q" S143 Q328
	Q5957938 P2534 "f^{...abc....} + f^{...bca...}+f^{...cab...}+f^{...cba....} + f^{...acb...}+f^{...bac...} = 0" S143 Q328
	Q5532508 P2534 " \alpha_1 \geq \alpha_2 \geq \cdots \geq \alpha_k. \, " S143 Q328
	Q7370348 P2534 " R(x)R(y) + \theta R(xy) = R(R(x)y + xR(y)).\, " S143 Q328
	Q858320 P2534 " x_1A_1, x_2A_2, \ldots \vdash tB" S143 Q328
	Q5591914 P2534 " J = 1 - \langle \langle \frac{N_\text{receive}}{N_\text{send}} \rangle_h \rangle_\text{network} = R(0)" S143 Q328
	Q14318147 P2534 "{n\choose k}={n!\over k!(n-k)!}." S143 Q328
	Q751484 P2534 " bk = vr, \," S143 Q328
	Q11912046 P2534 " \frac{\partial V}{\partial t} + \frac{1}{2} S^2\frac{\partial^2 V}{\partial S^2} + S\frac{\partial V}{\partial S} - V = 0. " S143 Q328
	Q1662179 P2534 "I = {\rho \cdot \ell \over A} \," S143 Q328
	Q21072682 P2534 "" S143 Q328
	Q786897 P2534 " \alpha A + \beta B \rightleftharpoons \sigma S + \tau T" S143 Q328
	Q1991239 P2534 " \sum_{n\in A} \frac{1}{n} = \infty " S143 Q328
	Q37732 P2534 "Population_{t+1} = Population_t + Natural increase_t + Net migration_t" S143 Q328
	Q1172140 P2534 " \frac { \mbox{density of sphere}} { \mbox {density of gas} } = \frac { \mbox{weight of sphere}} { \mbox{weight of sphere} - \mbox{weight of immersed sphere}}\," S143 Q328
	Q15703126 P2534 "E = \frac{U}{d} = \frac{2\ \text{V}}{0{,}4\ \text{nm}} = 5000\ \text{kV/mm}" S143 Q328
	Q860609 P2534 "G(a_n;x)=\sum_{n=0}^\infty a_nx^n." S143 Q328
	Q7547626 P2534 "U_N = X_N," S143 Q328
	Q118107 P2534 "F _0 (x, y) = x+y,\," S143 Q328
	Q16147769 P2534 "\operatorname{Hom}(Y \otimes X, Z) \cong \operatorname{Hom}(Y,\operatorname{Hom}(X,Z))." S143 Q328
	Q222032 P2534 "A = \pi r^{2}" S143 Q328
	Q5399573 P2534 "H_n(M)\to H_n(K(\pi,1)), " S143 Q328
	Q7104535 P2534 " \rho_1\ \ f(x, y) \rightarrow g(y) " S143 Q328
	Q1071123 P2534 "\frac{8! \times 3^7 \times 24!^2}{4!^6 \times 24} \approx 7.40 \times 10^{45}." S143 Q328
	Q1621803 P2534 "\Delta p = P_{IP} - P_{EEP}" S143 Q328
	Q7440067 P2534 "x e^{-x^2} ? --[[UserQwfp\|Qwfp]] ([[User talkQwfp\|talk]]) 2156, 20 August 2010 (UTC)" S143 Q328
	Q5438429 P2534 "K_r = \frac{4}{\pi} \sum\limits_{k=0}^{\infty} \left[ \frac{(-1)^k}{2k+1} \right]^{r+1}." S143 Q328
	Q17090831 P2534 "S^1 \wedge \dots \wedge S^1 \wedge X_n \to S^1 \wedge \dots \wedge S^1 \wedge X_{n+1} \to \dots \to S^1 \wedge X_{n+p-1} \to X_{n+p}" S143 Q328
	Q6482453 P2534 "\bigoplus_{-\infty}^\infty \mathbb{Z}/2\mathbb{Z}," S143 Q328
	Q7885147 P2534 "0 < \mu(\mathbf{B}_{r}(x)) = \mu(\mathbf{B}_{r}(y)) < + \infty" S143 Q328
	Q2613931 P2534 " w(x) = \prod_{i=1}^{20} (x - i) = (x-1)(x-2) \cdots (x-20). " S143 Q328
	Q190546 P2534 " \|\langle \mathbf{u},\mathbf{v}\rangle\| ^2 \leq \langle \mathbf{u},\mathbf{u}\rangle \cdot \langle \mathbf{v},\mathbf{v}\rangle" S143 Q328
	Q1516988 P2534 " M \leftarrow \empty" S143 Q328
	Q199691 P2534 " z = \int X(x) e^{ax}\, dx \quad\text{ and }\quad z = \int X(x) x^A \, dx" S143 Q328
	Q5163158 P2534 " {\partial\over\partial t}Q=0\;," S143 Q328
	Q612206 P2534 "\text{Fractional transmittance} \equiv \frac{I}{I_0} = 10^{-d}," S143 Q328
	Q17104301 P2534 " \Pr[A] \cdot \Pr\left[\overline{A_t}\right] \le e^{-t^2/4} \, ," S143 Q328
	Q5420356 P2534 " Q(a) \to\ \exists{x}\, Q(x)" S143 Q328
	Q757649 P2534 "F=ne \nabla \phi" S143 Q328
	Q1943278 P2534 "\Lambda_{\mathrm{m}} = \frac{\kappa}{c}" S143 Q328
	Q1151533 P2534 " k = \frac{n\pi}{L} " S143 Q328
	Q5738393 P2534 "F(x)= \sum^{\infty}_{n=1} \left\{\frac{\Gamma^{\prime}(nx)}{\Gamma (nx)} -\log (nx)\right\} \frac{1}{n}." S143 Q328
	Q1048502 P2534 " \tau = {VQ \over It},<ref>{{cite web\|title=Flexure of Beams\|url=http//www.eng.mcmaster.ca/civil/mechanicslecture/4flexurebeams1.pdf\|work=Mechanical Engineering Lectures\|publisher=[[McMaster University]]}}</ref>" S143 Q328
	Q1077442 P2534 "A \to B" S143 Q328
	Q4688944 P2534 "A^2=I \quad\quad\quad\quad (1)" S143 Q328
	Q40631 P2534 " \frac{dP}{dz} = -\rho g_n = - \frac {mPg_n}{RT}" S143 Q328
	Q1758077 P2534 "J (F,T,W) = A_{\mathrm{G}} T^2 e^{ - (W - \Delta W) \over k T}" S143 Q328
	Q5186725 P2534 "q = h(T_w-T_f)\," S143 Q328
	Q186247 P2534 " (fV)(p) = f(p)V(p)\," S143 Q328
	Q4455094 P2534 "\frac{d \vec{u}}{dt} = -\nabla \phi" S143 Q328
	Q2346904 P2534 "Q^\mathrm{T} Q = Q Q^\mathrm{T} = I," S143 Q328
	Q4865376 P2534 "I=\frac{2E}{2Z_{oc}}" S143 Q328
	Q4118814 P2534 "\sigma_{s} = E \varepsilon" S143 Q328
	Q25303706 P2534 "\alpha = \frac{m-n+1}{2n-5}." S143 Q328
	Q7683194 P2534 "x = \tanh(\tfrac12 \pi \sinh t)\," S143 Q328
	Q17106076 P2534 "\text{reduction ratio} = \frac {\text{flex spline teeth} - \text{circular spline teeth}} {\text{flex spline teeth}}" S143 Q328
	Q1227702 P2534 "\left[1\times\log\left\|{\sqrt{5} + 1 \over 2}\right\|, \quad 1\times \log\left\|{-\sqrt{5} + 1 \over 2}\right\|\ \right]." S143 Q328
	Q3707378 P2534 " \mathbb{E} \left[X_t\right] < \infty , and" S143 Q328
	Q7783051 P2534 "Q=-k\frac{dT}{dz}" S143 Q328
	Q575887 P2534 " \Tau = \frac{1}{\text{PRF}}" S143 Q328
	Q516776 P2534 " f^{-1}(E) = \{ x\in X \|\; f(x) \in E \} \in \Sigma,\;\; \forall E \in \Tau. " S143 Q328
	Q899769 P2534 " \mathrm{Pe} = \dfrac{ \mbox{advective transport rate} }{ \mbox{diffusive transport rate} }" S143 Q328
	Q472210 P2534 " -\frac{\hbar^2}{2m}\nabla^2 \psi = E\psi " S143 Q328
	Q1403813 P2534 "U(C_1,C_2)" S143 Q328
	Q1047416 P2534 "L = {{w_\max - \bar w}\over w_\max}~~~~~~~~~~(1)" S143 Q328
	Q4291816 P2534 "I \propto \sqrt\frac{A}{L}" S143 Q328
	Q1501898 P2534 " S_a = \frac{E[R_a-R_b]}{\sigma_a} = \frac{E[R_a-R_b]}{\sqrt{\mathrm{var}[R_a-R_b]}}," S143 Q328
	Q39879 P2534 "I = \int_{\Omega}f(\overline{\mathbf{x}}) \, d\overline{\mathbf{x}}" S143 Q328
	Q2632613 P2534 " f(t) = \int_a^t K(t,s)\,x(s)\,ds" S143 Q328
	Q16251327 P2534 "\mathcal C \, \|\psi\rangle = \| \bar{\psi} \rangle." S143 Q328
	Q5051240 P2534 " n^2 = \sum_{k=1}^n (2k - 1) = 2\left(\sum_{k=1}^n k \right) - n \implies n^2 - n = 2\left(\sum_{k=1}^n k \right) \implies \sum_{k=1}^n k = \frac{1}{2}n(n+1) . " S143 Q328
	Q6664586 P2534 " dS_t = (r_t-d_t) S_t\,dt + \sigma_t S_t\,dW_t ," S143 Q328
	Q359151 P2534 "{\underline{Z}(\mathbf{r},\omega) = \frac{\underline{p}(\mathbf{r},\omega)}{\underline{v}(\mathbf{r},\omega)}}" S143 Q328
	Q318754 P2534 "\sum_{k=m}^n f_k(g_{k+1}-g_k) = \left[f_{n+1}g_{n+1} - f_m g_m\right] - \sum_{k=m}^n g_{k+1}(f_{k+1}- f_k)." S143 Q328
	Q7239635 P2534 "(P\sqsubseteq Q)\equiv (\forall b\cdot Q\Rightarrow P)" S143 Q328
	Q6569532 P2534 "F_{c}=\frac{m\ v^2}{r}" S143 Q328
	Q1191657 P2534 "B_4 = \left(\frac{1}{7} + \frac{1}{11}\right) + \left(\frac{1}{13} + \frac{1}{17}\right) + \left(\frac{1}{19} + \frac{1}{23}\right) + \cdots." S143 Q328
	Q791663 P2534 "\mathcal{B}_r = \lfloor r \rfloor, \lfloor 2r \rfloor, \lfloor 3r \rfloor,\ldots = ( \lfloor nr \rfloor)_{n\geq 1}" S143 Q328
	Q3748379 P2534 "N(T)=\frac{T}{2\pi}\log{\frac{T}{2\pi}}-\frac{T}{2\pi}+O(\log{T})." S143 Q328
	Q183759 P2534 " \mathbf{D} = \boldsymbol{\varepsilon}\,\mathbf{E} \quad \implies \quad D_i = \varepsilon_{ij}\,E_j \;" S143 Q328
	Q910810 P2534 "\operatorname{dim}_R M = \operatorname{dim}( R/\operatorname{Ann}_R(M))" S143 Q328
	Q1189968 P2534 " d(x, Y) = \inf_{y \in Y} \|x - y\|." S143 Q328
	Q855729 P2534 "M_p(x_1,\dots,x_n) = \left( \frac{1}{n} \sum_{i=1}^n x_i^p \right)^{\frac{1}{p}} ." S143 Q328
	Q16082032 P2534 "g(x) - \int_0^{\infty} K(x - t)g(t)\,dt = f(x)" S143 Q328
	Q5610624 P2534 "\tau_q(r) = -\pi^{s_p(r)}\prod_{0\leq i <f}\Gamma_p(r^{(i)}/(q-1))" S143 Q328
	Q665617 P2534 "\left[\mathrm{Ligand}\right] \cdot \left[\mathrm{Receptor}\right]\;\;\overset{K_d}{\rightleftharpoons}\;\;\left[\text{Ligand-receptor complex}\right] " S143 Q328
	Q1779479 P2534 " y'(t) = f(t,y(t)), \quad y(t_0)=y_0, " S143 Q328
	Q3054915 P2534 " f (X, x_0) \to (Y, y_0)." S143 Q328
	Q93520 P2534 " {\pi\over 4} = 4 \arctan \left({1\over 5}\right) - \arctan \left({1\over 239}\right)" S143 Q328
	Q431617 P2534 " \frac{f(x)}{g(x)} " S143 Q328
	Q5203038 P2534 " d' = \frac{\mu_S - \mu_N}{\sqrt{\frac{1}{2}(\sigma_S^2 + \sigma_N^2)}}<ref>Samuel Gale and David Perkel. A Basal Ganglia Pathway Drives Selective Auditory Responses in Songbird Dopaminergic Neurons via Disinhibition. The Journal of Neuroscience (2010). 30(3)1027–1037</ref>" S143 Q328
	Q5366944 P2534 "\mathrm{OPT_B}(f(x)) \le \alpha \mathrm{OPT_A}(x)," S143 Q328
	Q1068283 P2534 "f_{\varphi} M^n\to M" S143 Q328
	Q2719731 P2534 "S_n = S_{n-1} + S_{n-2}" S143 Q328
	Q182893 P2534 "v = \frac{c}{n}" S143 Q328
	Q3527166 P2534 " A-A=\{a-b\mid a,b\in A\} \, " S143 Q328
	Q5761249 P2534 "\int_{\Omega} \int_{\Omega} \| k(x, y) \|^{2} \,dx \, dy < \infty " S143 Q328
	Q15303685 P2534 "\frac{dP}{dt}=\lambda \cdot f(P,...)" S143 Q328
	Q7446317 P2534 "R=\frac{A_{t+1}}{P_{t1}}" S143 Q328
	Q4680710 P2534 "\|S(a,c) + S(c,b) - S(a,b)\|/15 < \epsilon \," S143 Q328
	Q6154863 P2534 " d(x, z)+d(z, y)=d(x, y),\," S143 Q328
	Q4370333 P2534 "A \cup B = S" S143 Q328
	Q2984284 P2534 " \%R = { high_{Ndays} - close_{today} \over high_{Ndays} - low_{Ndays} } \times -100 <ref>http//stockcharts.com/school/doku.php?id=chart_schooltechnical_indicatorswilliams_r</ref>" S143 Q328
	Q1630320 P2534 "\sum_{n=1}^\infty \varepsilon_n x_n" S143 Q328
	Q1566674 P2534 "Y_1 = c_0 + c_1 \left ( Y - T \right ) + I + G" S143 Q328
	Q253214 P2534 " C_T = C_K \cup \{U\} " S143 Q328
	Q7994255 P2534 "\hat{N} = \frac{Kn}{k}," S143 Q328
	Q2410432 P2534 "S_0=\epsilon, S_k = V_kS_{k-1},\, k\ge 1," S143 Q328
	Q824547 P2534 " r_N= \left[\lambda R \left(N - {1 \over 2}\right)\right]^{1/2}, " S143 Q328
	Q679488 P2534 "A = 5 \left(\sqrt{3}+6\sqrt{5+2\sqrt{5}}\right) a^2 \approx 100.990\,76a^2" S143 Q328
	Q7295772 P2534 "\nu\mathbf{P}^1\to\mathbf{P}^n" S143 Q328
	Q7051859 P2534 "hom_D(d_1, d_2) = hom_C(d_1, d_2)" S143 Q328
	Q4392326 P2534 "x(t)=\frac{1}{t_c-t}" S143 Q328
	Q18370 P2534 "G = g\frac{R_\text{earth}^2}{M_\text{earth}} = \frac{3g}{4\pi R_\text{earth}\rho_\text{earth}}\," S143 Q328
	Q298521 P2534 " X\;R\;Y if and only if for every formula A, if \Box A\in X then A\in Y," S143 Q328
	Q895997 P2534 "T_b = \frac{a}{Rb}" S143 Q328
	Q6472739 P2534 "\sum_n\frac{1}{\|z_n\|^2} converges, with zeros counted according to their [[multiplicity (mathematics)#Multiplicity of a root of a polynomial\|multiplicity]])" S143 Q328
	Q1179296 P2534 "\mathbf{T}(t)=\frac{\mathbf{r}^\prime(t)}{\|\mathbf{r}^\prime(t)\|}\,." S143 Q328
	Q810214 P2534 "\chi(X)\triangleq\sup\{\chi(x,X)x\in X\}." S143 Q328
	Q7544 P2534 "ds^2= - c^2 dt^2 + dl^2 + (k^2 + l^2)(d \theta^2 + \sin^2 \theta \, d\phi^2)," S143 Q328
	Q10860589 P2534 " b = 2i + (h-i-j) = h + i - j \, " S143 Q328
	Q1246553 P2534 "\frac{\mathrm d}{\mathrm dx}\left(\frac{1}{g(x)}\right) = \frac{- g'(x)}{(g(x))^2}" S143 Q328
	Q5421530 P2534 "\exp \mathcal O_M \to \mathcal O_M^*," S143 Q328
	Q6964161 P2534 " S_r = \frac{dQ/dT}{Q} ." S143 Q328
	Q5437947 P2534 "\operatorname{Spin}(3) \to \operatorname{SO}(3)\," S143 Q328
	Q4953702 P2534 "\Big[\mbox{un-}\Big] \Big[ \big[\mbox{easi}\big] \big[\mbox{-er}\big] \Big]" S143 Q328
	Q5141399 P2534 "H^k(X;R) \times H^\ell(X;R) \to H^{k+\ell}(X; R)." S143 Q328
	Q7912695 P2534 " v\mathcal{T} \rightarrow \mathbb{R}^+\cup\{+\infty\} " S143 Q328
	Q768575 P2534 " \frac{1}{f} = (n-1) \left[ \frac{1}{R_1} - \frac{1}{R_2} + \frac{(n-1)d}{n R_1 R_2} \right]," S143 Q328
	Q5454132 P2534 " \arcsin t = \sin t \, " S143 Q328
	Q2329723 P2534 " \left( \left\|x\right\|^{r} + \left\|y\right\|^{r} \right)^{t/r} + \left\|z\right\|^{t} \leq 1" S143 Q328
	Q15697 P2534 "(d + 1)(r - 1) + 1\ " S143 Q328
	Q1942321 P2534 "\mathrm{OTF}(\nu)=\mathrm{MTF}(\nu)e^{i\,\mathrm{PhTF}(\nu)}" S143 Q328
	Q1936897 P2534 "I(k) = \int g(x) e^{i k f(x)} \, dx" S143 Q328
	Q16975098 P2534 "T_\text{A} = \frac{1}{4\pi} \int_{0}^{2\pi} \int_{0}^{\pi} G(\theta,\varphi) T_\text{S}(\theta,\varphi) \sin(\theta) \; d\theta d\varphi <ref>[1]</ref>" S143 Q328
	Q359973 P2534 "X=\frac{X_a-X_K}{X_W-X_K} \frac{X_W}{Y_W}" S143 Q328
	Q1422682 P2534 " H H^{\mathrm{T}} = n I_n \ " S143 Q328
	Q5682772 P2534 "\kappa(M)\in H^4(M;\mathbb{Z}/2\mathbb{Z})" S143 Q328
	Q3042004 P2534 "T_\Lambda M = E^s\oplus E^u" S143 Q328
	Q1352827 P2534 " \text{Standard error} \approx \sqrt{\frac{p(1-p)}{n}}" S143 Q328
	Q1506584 P2534 "\frac{1}{d_\mathrm{o}}+ \frac{1}{d_\mathrm{i}} = \frac{1}{f}." S143 Q328
	Q4789137 P2534 "\sum\limits^g_{i=1}v_{2i-1,2i-1}v_{2i,2i} \pmod 2." S143 Q328
	Q823982 P2534 "x=\frac{-b \pm \sqrt{b^2 - 4ac}}{2a}" S143 Q328
	Q3413403 P2534 "q = a + bi + cj + dk, \quad a,b,c,d \in \Bbb{R} \!" S143 Q328
	Q11223329 P2534 "P=\tau\cdot\omega" S143 Q328
	Q920796 P2534 "\forall A \, \forall B \, \exists C \, \forall D \, [ D \in C \iff (D = A \or D = B)]" S143 Q328
	Q7301121 P2534 "E(z,s) ={1\over 2}\sum_{(m,n)=1}{y^s\over\|mz+n\|^{2s}}" S143 Q328
	Q7575269 P2534 "X\rightarrow Y\rightarrow Y\cup CX \rightarrow (Y\cup CX)\cup CY \cong \Sigma X." S143 Q328
	Q958871 P2534 "e^{\hat{M}}_N (x,\overline{\theta},\theta)^* = e^{\hat{M}^}_{N^}(x,\theta,\overline{\theta}) where \mu^=\mu, \alpha^=\dot{\alpha}, and \dot{\alpha}^=\alpha and \omega(x,\overline{\theta},\theta)^=\omega(x,\theta,\overline{\theta})." S143 Q328
	Q3355209 P2534 " \ \Phi(\mathbf{r}) = R_l(r) Y_{lm}(\theta,\phi)," S143 Q328
	Q2526030 P2534 "\mathbf{p}=m\mathbf{v}" S143 Q328
	Q954925 P2534 " \forall z \, ( z \in X \leftrightarrow z \in Y ) \rightarrow X = Y " S143 Q328
	Q2167356 P2534 "P(H\|D) = \frac{P(D \| H)\, P(H)}{P(D)}." S143 Q328
	Q3076659 P2534 " \frac{d{\mathbf r}(s)}{ds}={\mathbf T}(s) " S143 Q328
	Q3058206 P2534 " V = \bigoplus_{n \in \mathbb{N}} V_n" S143 Q328
	Q2443460 P2534 "g = h^{-1} \circ f \circ h," S143 Q328
	Q3257964 P2534 "\frac{s, h \models P \ast (P -\!\!\ast\, Q)}{s, h \models Q}" S143 Q328
	Q580253 P2534 " S(x)=\int_0^x \sin(t^2)\,\mathrm{d}t,\quad C(x)=\int_0^x \cos(t^2)\,\mathrm{d}t." S143 Q328
	Q17083684 P2534 "X = \bigcup_{n, \sigma} B(U_n(R)^\sigma)" S143 Q328
	Q1439803 P2534 "k_d = P k_t" S143 Q328
	Q4688953 P2534 " \rho_k=k\frac{U_{MN}}{I_{AB}}" S143 Q328
	Q189000 P2534 " p(x) = 2x^2 - 3x + 2 \," S143 Q328
	Q5891419 P2534 "\langle T, \alpha\rangle." S143 Q328
	Q5868436 P2534 "i^2 = j^2 = k^2 = ijk = -1.\," S143 Q328
	Q250355 P2534 " \frac{100{\left[ \sqrt{\frac{Score_a}{Score_b}} + 2{\left( \frac{Floor_a}{Floor_b} \right)} + \frac{Combo_a}{Combo_b}\right]}}{4}," S143 Q328
	Q864127 P2534 "y^2 = x^3 + ax + b" S143 Q328
	Q1052674 P2534 "v\otimes w - w\otimes v." S143 Q328
	Q5462112 P2534 "d\dot{m} = \rho c_{x}dy " S143 Q328
	Q588523 P2534 "I = \frac{V_\text{applied} - V_\text{cemf}}{R_\text{armature}}" S143 Q328
	Q378637 P2534 "\Phi U \subset T \times M \to M" S143 Q328
	Q6675770 P2534 "i_1 = 1\," S143 Q328
	Q5532675 P2534 "F\cap E \ne \varnothing,\, for all E &isin; D" S143 Q328
	Q7048948 P2534 "u(p) = {1 \over C(p)}\int_\Omega v(q) f(p,q)dq." S143 Q328
	Q4230490 P2534 " \mu = \left\langle (l,s),j,m_j = j \| \mu_z \| (l,s),j,m_j = j \right\rangle ." S143 Q328
	Q1825444 P2534 "\omega(x,f) = \bigcap_{n\in \mathbb{N}} \overline{\{f^k(x) k>n\}}," S143 Q328
	Q155953 P2534 "TCI = \frac{\textrm{FX Earnings} - \textrm{FX Expenses}}{\textrm{FX Earnings} + \textrm{FX Expenses}}" S143 Q328
	Q974332 P2534 "Q = I_\text{3} + \frac{B+S}{2}" S143 Q328
	Q7189434 P2534 "\begin{align} x_n^2 + y_n^2 = r^2 \end{align}" S143 Q328
	Q6547272 P2534 " LR+ = \frac{\text{sensitivity}}{1 - \text{specificity}} " S143 Q328
	Q5133156 P2534 "g= \frac{dx\,dy}{\tfrac{1}{2}(x^2+y^2)}" S143 Q328
	Q602011 P2534 "\mathcal{A}(i_{U,U\cup V})" S143 Q328
	Q884593 P2534 " \mathbf{H} is the [[magnetic field]], which Maxwell called the "''magnetic intensity''"." S143 Q328
	Q1784922 P2534 "T_{\mathrm{amortized}}(o) = T_{\mathrm{actual}}(o) + C\cdot(\Phi(S_{\mathrm{after}}) - \Phi(S_{\mathrm{before}}))," S143 Q328
	Q1036748 P2534 "\rho(\pi^,a) = \int_\Theta L(\theta, a) \, \operatorname{d} \pi^ (\theta)." S143 Q328
	Q4684655 P2534 "{\displaystyle\Box}\!\!\!\!{\scriptstyle\mathsf{A}}\!-\!\!\!-\!\!\!\blacktriangleleft\!\!\!\|" S143 Q328
	Q5531838 P2534 " \sum_{n=1}^{\infty}a_n e^{-\lambda_n s}," S143 Q328
	Q3258231 P2534 " \mu = \sum\limits_{i=1}^n p_i" S143 Q328
	Q651426 P2534 " I = I_0 \cos^2 \theta_i," S143 Q328
	Q2249209 P2534 "\displaystyle n = d + l.<ref name="d92">{{citation" S143 Q328
	Q4097 P2534 " R_\pi = (m_e/m_\mu)^2 \left(\frac{m_\pi^2-m_e^2}{m_\pi^2-m_\mu^2}\right)^2 = 1.283 \times 10^{-4}" S143 Q328
	Q425036 P2534 "\left(\pm1,\ \pm1,\ \pm(1+\sqrt{2}),\ \pm(1+\sqrt{2})\right)" S143 Q328
	Q1671564 P2534 "\lnot\left(\forall a, b, c a R b \land b R c \Rightarrow a R c\right)." S143 Q328
	Q598305 P2534 "{\mathbf P}=\varepsilon_0\chi_{\text{e}}{\mathbf E}," S143 Q328
	Q7046617 P2534 "x(u)=a\operatorname{sn}(u,k)+(a/k)\big((1-k^2)u - E(u,k)\big)" S143 Q328
	Q2608202 P2534 "\alpha TM \rightarrow {\mathbb{R}},\quad \alpha_x = \alpha\|_{T_xM} T_xM\rightarrow {\mathbb{R}}" S143 Q328
	Q7839628 P2534 "r_i = R_F +\beta_i(R_M-R_F)+\alpha_i+\epsilon_i" S143 Q328
	Q5475888 P2534 "V = (HH \cdot TR \cdot TU) + (HH\cdot TR\cdot MR \cdot RR \cdot RU)" S143 Q328
	Q881473 P2534 " S(x,y)=\left( \frac{S_1+S_2}{2}, S_1-S_2 \right). " S143 Q328
	Q797983 P2534 " \alpha^x = \beta\,." S143 Q328
	Q15579580 P2534 "\theta = \frac{4GM}{rc^2} ." S143 Q328
	Q3010804 P2534 "\mathrm{Core}_S(H) = \bigcap_{s \in S}{s^{-1}Hs}." S143 Q328
	Q899417 P2534 "\Delta G = \Delta H - T\Delta S" S143 Q328
	Q1418023 P2534 "H_\mathrm{e} = \frac{\partial Q_\mathrm{e}}{\partial A} = \int_0^T E_\mathrm{e}(t)\, \mathrm{d}t," S143 Q328
	Q944030 P2534 "\frac{\kappa}{\sigma}=LT" S143 Q328
	Q3229352 P2534 " \bigcup_{j\in J} B_j \subseteq \bigcup_{j \in J'} 5\,B_{j}." S143 Q328
	Q114403 P2534 "\mbox{Annual Depreciation Expense} = {\mbox{Cost of Fixed Asset} - \mbox{Residual Value} \over \mbox{Useful Life of Asset} (years)}" S143 Q328
	Q358547 P2534 " a\pm \frac{\|n-a^2\|}{2a\pm \frac{\|n-a^2\|}{2a\pm \frac{\|n-a^2\|}{2a\pm \cdots }}}" S143 Q328
	Q459067 P2534 "{\mathbf{p}}_{\text{crystal}} \equiv \hbar {\mathbf{k}}" S143 Q328
	Q806345 P2534 "Z = \frac{Z_0}{\pi \sqrt{\epsilon_r}} \, \operatorname{arcosh}\left(\frac{D}{d}\right)<ref>Balanced Transmission Line in Current Amateur Practice, ARRL Antenna Compendium, Volume 6. Wes Stewart, N7WS.</ref>" S143 Q328
	Q7502024 P2534 "\mathbf{W} is the full-load copper loss" S143 Q328
	Q1131913 P2534 "\mathbb{I}_S(T)=\{s\in S \mid sT\subseteq T \text{ and } Ts\subseteq T\}" S143 Q328
	Q6696419 P2534 " P(i) = \frac{w_i}{\sum_j{w_j}}" S143 Q328
	Q5072812 P2534 "\qquad x_{n+1} = r x_n (1-x_n) " S143 Q328
	Q897296 P2534 " AB^2 + CH^2 = AC^2 + BH^2 = BC^2 + AH^2 = 4R^2 " S143 Q328
	Q5464292 P2534 "\scriptstyle D_F(1\rightarrow 2)= 4(1)-1+1-3=1" S143 Q328
	Q7977966 P2534 " \frac{\partial u}{\partial t}+\frac{\partial u}{\partial x}=0 \quad \quad (1)" S143 Q328
	Q4812185 P2534 " \Pr[(\perp,(\text{accept}))\gets (\tilde{\mathcal{P}})(y) \leftrightarrow (\mathcal{V})(y)] < 2^{-80}." S143 Q328
	Q6783821 P2534 "\max\{\deg(a),\deg(b),\deg(c)\} \le \deg(\operatorname{rad}(abc))-1." S143 Q328
	Q674181 P2534 " \mathit{De} = \frac{\sqrt{(\text{centripetal forces})(\text{inertial forces})}}{\text{viscous forces}} = \frac{\sqrt{(\rho\,\frac{r}{d}\frac{v^2}{(r/d)^2})(\rho\,v^2)}}{\mu \frac{v}{d}} = \sqrt{ \frac{d}{2r} } \frac{\rho v\! d}{\mu} = \sqrt{ \frac{d}{2r} } \textit{Re}" S143 Q328
	Q1358313 P2534 "x=\sum_{i=1}^na_ib_i," S143 Q328
	Q905186 P2534 " \rho(\mathbf{r}) = \sum_\mu \sum_\nu P_{\mu \nu} \phi_\mu(\mathbf{r}) \phi_\nu(\mathbf{r}) " S143 Q328
	Q2919059 P2534 " n^{(n - 1)^{(n - 2) \cdots }}.\," S143 Q328
	Q286092 P2534 "\sum_{i} m_i v_i^2" S143 Q328
	Q5156047 P2534 "V_i is the membrane potential of ith compartment." S143 Q328
	Q25109835 P2534 " S^1 \to S^1 \, " S143 Q328
	Q1474074 P2534 "P(\lambda x_1, \ldots, \lambda x_n)=\lambda^d\,P(x_1,\ldots,x_n)\,," S143 Q328
	Q836088 P2534 "\underbrace{1+\cdots+1}_{n \text{ summands}} = 0" S143 Q328
	Q19609361 P2534 " \operatorname{Sinhc}(z)=\frac {\sinh(z) }{z}" S143 Q328
	Q1048911 P2534 " y^2 = x^3 + ax + b, \, " S143 Q328
	Q7191424 P2534 " (x,y) = (x_0,y_0)+(x_1-x_0,y_1-y_0)s+(x_2-x_0,y_2-y_0)t\," S143 Q328
	Q841934 P2534 " M_{pq}=\int\limits_{-\infty}^{\infty} \int\limits_{-\infty}^{\infty} x^py^qf(x,y) \,dx\, dy" S143 Q328
	Q11573495 P2534 " \chi_\lambda(\pi(f)) = \int_G f(g)\cdot \varphi_\lambda(g) \, dg." S143 Q328
	Q899539 P2534 " (A,B;C,D) = \frac {AC\cdot BD}{BC\cdot AD}" S143 Q328Q17098128 P2534 " \sum_{n=a}^b e(f(n)) \ " S143 Q328
	Q4698323 P2534 "V=1096.7 \sqrt{H/d}" S143 Q328
	Q2137303 P2534 "\\| f - \varphi_{\delta} \\|_{\infty} = \sup_{t \in [0, T]} \\| f(t) - \varphi_{\delta} (t) \\|_{X} < \delta;" S143 Q328
	Q5753111 P2534 " P\left(k\right)\sim ck^{-\gamma} \, " S143 Q328
	Q25303973 P2534 "\int_0^\infty e^{-nx}x^{s-1}\,dx = \Gamma(s)n^{-s}." S143 Q328
	Q4370338 P2534 "\int_a^b k(s)\,ds." S143 Q328
	Q5378501 P2534 "MA = \frac{LF}{EF}" S143 Q328
	Q1529876 P2534 " \Psi(x,B) \sim \frac{1}{\pi(B)!} \prod_{p\le B}\frac{\log x}{\log p}. " S143 Q328
	Q1451046 P2534 "\mathrm{enc}(x_1,x_2,x_3,\dots,x_n) = 2^{x_1}\cdot 3^{x_2}\cdot 5^{x_3}\cdots p_n^{x_n}.\," S143 Q328
	Q7433042 P2534 " \sum_{i=1}^n d_i \leq \sum_{i=1}^n \lambda_i \qquad n=1,2,\ldots,N" S143 Q328
	Q833480 P2534 "\begin{align} (1 + x)^\alpha &= \sum_{k=0}^{\infty} \; {\alpha \choose k} \; x^k \qquad\qquad\qquad (1) \\ &= 1 + \alpha x + \frac{\alpha(\alpha-1)}{2!} x^2 + \cdots, \end{align}" S143 Q328
	Q7442973 P2534 "\forall m_\bullet \forall X_\bullet ((\varphi(0) \land \forall n (\varphi(n) \rightarrow \varphi(Sn)) \rightarrow \forall n \varphi(n))" S143 Q328
	Q1065144 P2534 "\|A \setminus B\| \le 2\|B \setminus A\|." S143 Q328
	Q25305304 P2534 " \lim_{n \to \infty} \frac{1}{n} \sum_{i=1}^n a(i) < \infty " S143 Q328
	Q579262 P2534 "\frac{60}{bpm}(x)=W" S143 Q328
	Q5477527 P2534 "\chi_{f}(G) = \lim_{b \to \infty}\frac{\chi_{b}(G)}{b} = \inf_{b}\frac{\chi_{b}(G)}{b}" S143 Q328
	Q938283 P2534 "\{0\} = V_0 \sub V_1 \sub V_2 \sub \cdots \sub V_k = V." S143 Q328
	Q7188074 P2534 "A \to B \quad C" S143 Q328
	Q7250033 P2534 "\inf\{J(u)\|u\in V\} > -\infty.\," S143 Q328
	Q5120022 P2534 "\sigma_\mathrm{theoretical}= \sqrt{ \frac{E \gamma}{r_o} }" S143 Q328
	Q5318977 P2534 " E = \sigma A \, " S143 Q328
	Q2990821 P2534 "B(\frac{N_1}{N_{f1}} + \frac{N_2}{N_{f2}} + ... + \frac{N_k}{N_{fk}}) = 1" S143 Q328
	Q14034 P2534 "\operatorname{boxcar}(x)= (b-a)A\,f(a,b;x) = A(H(x-a) - H(x-b))," S143 Q328
	Q2410467 P2534 "\|X_k - X_{k-1}\| < c_k, \, " S143 Q328
	Q2633817 P2534 "\lim_{x\to a^+}f(x)\ or \lim_{x\downarrow a}\,f(x) or \lim_{x \searrow a}\,f(x) or \lim_{x \underset{>}{\to} a}f(x)" S143 Q328
	Q18205774 P2534 "\sigma_{total} = {\bigl( \sigma_{sample}^2 + \sigma_{calib}^2 \bigr)}^{ \frac{1}{2}}" S143 Q328
	Q5385327 P2534 "C_\mathrm{max} = \frac{n^2}{\sin^2\theta} ," S143 Q328
	Q180969 P2534 "x^2+y^2+z^2-1=0.\," S143 Q328
	Q4127175 P2534 "\delta t = L\left(\frac{1}{v_1}-\frac{1}{v_2}\right)\approx \frac{Lc}{2p^2}(m_1^2-m_2^2)" S143 Q328
	Q5054786 P2534 "\int_0^a x^n\,dx = \tfrac{1}{n+1}\, a^{n+1} \qquad n \geq 0," S143 Q328
	Q900549 P2534 " A(\tau) = \int_{-\infty}^{+\infty}E(t)E^*(t-\tau)dt" S143 Q328
	Q5571840 P2534 "\forall r,s \in R, m,n \in M," S143 Q328
	Q5532437 P2534 "\,\Delta w_{ij} ~ = ~ \eta\left(y_i x_j - y_i \sum_{k=1}^{i} w_{kj} y_k \right),<ref>{{Citation" S143 Q328
	Q6795830 P2534 "\langle x, v \rangle \ge c \, \text{ and } \langle y, v \rangle \le c" S143 Q328
	Q933186 P2534 " g_{mi}=\frac{C_i}{C_T}g_m\quad\mbox{for}\quad i=[1,N]" S143 Q328
	Q900905 P2534 " F = F_n + \alpha \|\psi\|^2 + \frac{\beta}{2} \|\psi\|^4 + \frac{1}{2m} \left\| \left(-i\hbar\nabla - 2e\mathbf{A} \right) \psi \right\|^2 + \frac{\|\mathbf{B}\|^2}{2\mu_0} " S143 Q328
	Q25038417 P2534 " P = {g m h \over t} " S143 Q328
	Q57498 P2534 "\min c^T x \text{ subject to } x \in P" S143 Q328
	Q948031 P2534 "\int_{0}^\infty f(t) e^{-st}\,dt \; \| \; s \; \in \mathbb{C}" S143 Q328
	Q7288993 P2534 " f(x)=\sum_{k=0}^\infty \frac{\phi(k)}{k!}(-x)^k \!" S143 Q328
	Q7141739 P2534 "S_{ij} = {n \choose r} = \frac{n!}{r!(n-r)!},\text{ where }n=i+j,\quad r=i." S143 Q328
	Q17103276 P2534 " \dot{x}_i = f(x_i) + \sigma \sum_{j=1}^N A_{ij} g(x_j). " S143 Q328
	Q1324110 P2534 "E = \frac{1}{2}C[V_{DC} + V_{AC}\sin(\omega_0 t)]^2 = \frac{1}{2}C[2V_{DC}V_{AC}\sin(\omega_0 t) - \frac{1}{2}V_{AC}^2 \cos(2\omega_0 t)]" S143 Q328
	Q17086363 P2534 "\mathrm{Log} \left({\mathbb C}\backslash\{0\}\right)^n \to \mathbb R^n" S143 Q328
	Q1191211 P2534 "{E} = \begin{matrix} \frac{1}{2} \end{matrix} \hbar \omega \ ." S143 Q328
	Q5380803 P2534 " S = - k_B \sum_i p_i \ln p_i,\, " S143 Q328
	Q513555 P2534 "W = cL^b\!\," S143 Q328
	Q6103838 P2534 "J \colon \pi_r (\mathrm{SO}(q)) \to \pi_{r+q}(S^q) \,\!" S143 Q328
	Q5244271 P2534 " \mathbf{s}(x) = \sum_{i=0}^{p-1} \mathbf{d}_i N_i^n(x) , " S143 Q328
	Q203218 P2534 " r=\sqrt{x^2 + y^2 + z^2}" S143 Q328
	Q332775 P2534 "\forall \alpha \in \mathbb{F} \vert \alpha \vert \ge r \Rightarrow x \in \alpha S" S143 Q328
	Q5416707 P2534 "F C \leftrightarrows D G" S143 Q328
	Q989604 P2534 "\Delta G^\circ > 0" S143 Q328
	Q5146002 P2534 "1 \times \text{LIBOR} + 0.40\%" S143 Q328
	Q4381136 P2534 "PI = \frac{v_{systole} - v_{diastole}}{v_{mean}}" S143 Q328
	Q2443456 P2534 "\min_{\rho}\; \int_{\Omega} \phi(\rho) \, \mathrm{d}\Omega" S143 Q328
	Q7315698 P2534 " \operatorname{add}(r) = \max(\|r\|-\max(\|p\|, \|n\|), 0) \, " S143 Q328
	Q1440723 P2534 "T_A=3.468F{{\lambda}^2}10^{G/10}" S143 Q328
	Q1897038 P2534 "BI {{=}} (AB)W_1 + (SN)W_2\,\!" S143 Q328
	Q14040 P2534 " I(x, y)\, \mathrm{d}x + J(x, y)\, \mathrm{d}y = 0, \,\!" S143 Q328
	Q2701537 P2534 "T_{raise} = \frac{F d_m}{2} \left( \frac{l + \pi \mu d_m}{\pi d_m - \mu l} \right) = \frac{F d_m}{2} \tan{\left(\phi + \lambda\right)}" S143 Q328
	Q1225412 P2534 "A \oplus B = \bigcup_{b\in B} A_b," S143 Q328
	Q17099701 P2534 "[X/G] \to X/G," S143 Q328
	Q6666829 P2534 " A_k = \log{1-r_k \over 1+r_k}" S143 Q328
	Q17102202 P2534 "\frac{dN}{dt} = \frac{I}{eV} - \frac{N}{\tau_n} - \sum_{\mu=1}^{\mu=M}G_\mu P_\mu" S143 Q328
	Q1465090 P2534 "\mathbf{c}(U) = \sup_{x \in U} \|x\|" S143 Q328
	Q5156533 P2534 " \delta(n)=n-\left(\tfrac{D}{n}\right)." S143 Q328
	Q7825035 P2534 " X \cap \bigcap_{n \in \omega} I_n \neq \emptyset." S143 Q328
	Q1240867 P2534 "q_v = \frac{q_m}{\rho_1}" S143 Q328
	Q1416996 P2534 "f(x,a)=0 \," S143 Q328
	Q1638091 P2534 "K_{\rm eq} = \frac{a_{\rm{H_3O^+}} \cdot a_{\rm{OH^-}}}{a_{\rm{H_2O}}^2}" S143 Q328
	Q814556 P2534 " T \equiv {\bar x_1 - \bar x_2 \over \sqrt{s_1^2/n_1 + s_2^2/n_2}} " S143 Q328
	Q190900 P2534 "C_{4,n} = n^2 + (n - 1)^2.\," S143 Q328
	Q767680 P2534 "\int_{-1}^1 f(x)\,dx = \sum_{i=1}^n w_i f(x_i)." S143 Q328
	Q208474 P2534 "e = \sqrt{1 + \frac{2 E L^2}{m_\text{red} \alpha ^2}}" S143 Q328
	Q3922399 P2534 "R_x(t;\tau) = \operatorname{E} \{ x(t + \tau) x^*(t) \},\," S143 Q328
	Q180188 P2534 " f(x) = \frac{x^{\alpha-1} (1+x)^{-\alpha -\beta}}{B(\alpha,\beta)}" S143 Q328
	Q271960 P2534 "H_\mathrm{e} = E_\mathrm{e}t," S143 Q328
	Q17105191 P2534 " \frac{\partial \rho u_i}{dt} + \frac{\partial \rho u_i u_j}{\partial x_j} = - \frac{\partial P}{\partial x_i} + \frac{\partial \tau_{ij}}{\partial x_j} + S_i, " S143 Q328
	Q2598955 P2534 " \begin{bmatrix} a & b \\ b & a \end{bmatrix}. " S143 Q328
	Q4863070 P2534 "\frac{D \eta}{D t} = 0," S143 Q328
	Q2526246 P2534 "a, 2a, 3a, \dots, \frac{p-1}{2}a" S143 Q328
	Q685892 P2534 "\Delta _G U=\Delta _G H -p\Delta V_m, where \Delta _G U is the molar lattice energy, \Delta _G H the molar lattice enthalpy and \Delta V_m the change of the volume per mol. Therefore the lattice enthalpy further takes into account that work has to be performed against an outer pressure p. Lattice Energy of an ionic compound depends upon charge of the ion and size of the ions.Moreover factors such as packing of ions doesn't matter efficiently" S143 Q328
	Q1184866 P2534 "W_T = \sum^n_{i=1} W_i. " S143 Q328
	Q1199823 P2534 " \mbox{power} = \mathbb P\big( \mbox{reject } H_0 \big\| H_1 \mbox{ is true} \big) " S143 Q328
	Q2534367 P2534 " \frac{1}{p} + \frac{1}{q} > \frac{1}{2} Polyhedron (existing in Euclidean 3-space)" S143 Q328
	Q1426722 P2534 " R(z;A)= (A-zI)^{-1}~. " S143 Q328
	Q3278929 P2534 "\mathrm{\delta ^{13}C} = \Biggl( \mathrm{\frac{\bigl( \frac{^{13}C}{^{12}C} \bigr)_{sample}}{\bigl( \frac{^{13}C}{^{12}C} \bigr)_{standard}}} -1 \Biggr) \ * 1000\ ^{o}\!/\!_{oo}" S143 Q328
	Q939725 P2534 "\!\mathrm{I}(x,y)= \langle x,y \rangle." S143 Q328
	Q378574 P2534 "\mathcal{E}^{(0)} = \left \{z \in \mathbb{R}^n \ \ (z - x_0)^T P_{(0)}^{-1} (z-x_0) \leqslant 1 \right \}" S143 Q328Q542690 P2534 "\sigma_{max} = \sigma\left(1+2\cfrac{a}{b}\right) = \sigma\left(1+2\sqrt{\cfrac{a}{\rho}}\right) " S143 Q328
	Q7269429 P2534 "(\mathfrak{g},[\,\,\,,\,\,\,],\beta ) " S143 Q328
	Q374811 P2534 " k = {y \over x}." S143 Q328
	Q4868769 P2534 "F_x = \frac{(\frac{1+\sqrt{5}}{2})^x - (\frac{1-\sqrt{5}}{2})^x}{\sqrt{5}}" S143 Q328
	Q6138961 P2534 " \mathrm{L} \subseteq \mathrm{SL} \subseteq \mathrm{NL}" S143 Q328
	Q17106061 P2534 "f(z) = a_0 z^n + a_1 z^{n-1} + \cdots + a_n \, (a_0 > 0) " S143 Q328
	Q4380191 P2534 "\sum_n (1-\|a_n\|) <\infty." S143 Q328
	Q1208908 P2534 "v_p= \sqrt{ \frac {K+\frac{4}{3}\mu} {\rho}}= \sqrt{ \frac{\lambda+2\mu}{\rho}} " S143 Q328
	Q180816 P2534 " \text{DJIA} = {\sum p \over d}" S143 Q328
	Q6058959 P2534 " {\rm \delta}S = \frac{{\rm \delta}q}{T}." S143 Q328Q4944920 P2534 "h \left( (1 - \lambda) x + \lambda y \right) \geq M_{p} \left( f(x), g(y), \lambda \right)," S143 Q328
	Q1121027 P2534 "\mu \left( F^{-1} (A) \right) = \mu (A)." S143 Q328
	Q504908 P2534 "j^{\star} = \sigma T^4" S143 Q328
	Q133327 P2534 "s^2 = \Delta r^2 - c^2\Delta t^2 \,&nbsp;&nbsp;&nbsp;(spacetime&nbsp;interval)," S143 Q328
	Q5421962 P2534 "z \mapsto \frac{z-i}{z+i}" S143 Q328
	Q1477205 P2534 " \dfrac{Y(s)}{X(s)} = \dfrac{G(s)}{1 + G(s) H(s)}" S143 Q328
	Q3296863 P2534 "\frac{1}{\sqrt{2}}\left( \left\|\uparrow \downarrow \right\rangle - \left\|\downarrow \uparrow \right\rangle\right)." S143 Q328Q1639413 P2534 "W_C = \mathrm{Tr}\,(\, \mathcal{P}\exp i \oint_C A_\mu dx^\mu \,)\,." S143 Q328
	Q7644139 P2534 " E[p^r](\overline{K}) \cong \begin{cases} 0 & \mbox{or}\\ \mathbb{Z}/p^r\mathbb{Z} \end{cases}" S143 Q328
	Q2246542 P2534 "pB_{p-1} \equiv -1 \pmod p. " S143 Q328
	Q5530455 P2534 "M = a_0 + a_1 S + a_2 \left[ I \left( I + 1 \right)-\frac{1}{4} S^2 \right] ," S143 Q328
	Q7310313 P2534 "\rho_{x} = A_{rx} / A_{x}" S143 Q328
	Q3491629 P2534 "H(x^(t),u^(t),\lambda^(t),t) \leq H(x^(t),u,\lambda^*(t),t), \quad \forall u \in \mathcal{U}, \quad t \in [t_0, t_f]" S143 Q328
	Q5642657 P2534 " g^\lambda_{\mu,\nu}(q)\in\mathbb{Z}[q]. \, " S143 Q328
	Q3799275 P2534 " \int [af(\theta)+bg(\theta)] \, d\theta = a\int f(\theta) \, d\theta + b\int g(\theta) \, d\theta" S143 Q328
	Q4491919 P2534 "AB + BC \bumpeq AC ." S143 Q328
	Q5532458 P2534 "M_{\mathfrak{p}}(V)=\mathcal{U}(\mathfrak{g})\otimes_{\mathcal{U}(\mathfrak{p})} V." S143 Q328
	Q4672905 P2534 "A(t) = k \cdot a(t). " S143 Q328
	Q214556 P2534 "x (\theta) = (R + r) \cos \theta - r \cos \left( \frac{R + r}{r} \theta \right)" S143 Q328
	Q4381551 P2534 " X(t) = ((k + \cos(t))\cos(t), (j + \cos(t))\sin(t), \sin(t)) \, " S143 Q328
	Q5532873 P2534 " B = Ke \oplus U_e \oplus Z_e " S143 Q328
	Q115590 P2534 "r_i = \frac{n_i}{n_\mathrm{tot}-n_i}" S143 Q328
	Q513028 P2534 " ax+by=d. " S143 Q328
	Q1540011 P2534 "S = \frac{dV_w}{dh}\frac{1}{A} = S_s b + S_y \," S143 Q328
	Q5657823 P2534 " c(\lambda)=c_{s_0}(\lambda)." S143 Q328
	Q1616875 P2534 " F=-\frac{L(P)}{4\pi G M_{*}(P)}g_\textrm{eff}" S143 Q328
	Q5527851 P2534 " \int_{-1}^1 f(x) (1-x)^\alpha (1+x)^\beta \,\mathrm{d}x " S143 Q328
	Q1513153 P2534 "f(x) = \frac{I_r - I_l}{2} \left( \operatorname{erf}\left(\frac{x}{\sqrt{2}\sigma}\right) + 1\right) + I_l." S143 Q328Q167476 P2534 "F_j(x) = \frac{1}{\Gamma(j+1)} \int_0^\infty \frac{t^j}{e^{t-x} + 1}\,dt, \qquad (j > 0)" S143 Q328
	Q2496877 P2534 "f(x,y,z)=z^6+x^4y^2+x^2y^4-3x^2y^2z^2 \, " S143 Q328
	Q5436273 P2534 "K_n(RG)" S143 Q328
	Q1188504 P2534 " f_X(x\mid\theta) = h(x) \exp \left (\eta(\theta) \cdot T(x) -A(\theta)\right )" S143 Q328
	Q3294789 P2534 "\mathbf{B} \ = \ \mu_0\mathbf{H}, " S143 Q328
	Q2394680 P2534 " T={1 \over nR}\lim_{p \to 0}{pV}." S143 Q328
	Q193972 P2534 "X_C = -\frac {1} {\omega C} = -\frac {1} {2\pi f C}" S143 Q328
	Q4165283 P2534 "\Pr(M\|D) = \frac{\Pr(D\|M)\Pr(M)}{\Pr(D)}." S143 Q328
	Q25304813 P2534 "<math display="block">\mathbf{T}_x = \|m+1,n\rangle\langle m,n\|e^{i\theta^x_{m,n}}, \quad \mathbf{T}_y = \|m,n+1\rangle\langle m,n\|e^{i\theta^y_{m,n}} " S143 Q328
	Q349669 P2534 "2d = N\lambda,\qquad\qquad N \in \{1,2,3,\dots\}" S143 Q328
	Q5420853 P2534 " \text{odds} = \frac{\text{probability}}{1 - \text{probability}} " S143 Q328
	Q5897973 P2534 "\hat{H} = -\frac{1}{2}\nabla^{2}_{1} -\frac{1}{2}\nabla^{2}_{2} + \frac{1}{2}k(r^{2}_{1}+r^{2}_{2}) + \frac{1}{\|\mathbf{r}_{1}-\mathbf{r}_{2}\|}." S143 Q328
	Q1806889 P2534 "\mathrm{VHC} = \rho c_p" S143 Q328
	Q1205428 P2534 "(x^2+y^2)^2=cx^2+dy^2," S143 Q328
	Q278090 P2534 "P(A_i\|B) = \frac{P(B \| A_i) P(A_i)}{\sum_j P(B\|A_j)P(A_j)}\, ," S143 Q328
	Q364330 P2534 " \frac{\text{Shutter Angle}}{360^\circ} = \frac{\text{Exposure Time}}{\text{Frame Interval}} ." S143 Q328
	Q5300077 P2534 " \ N(0,n) = \{ (x,y) \in {\bold R}^2 x^2 + y^2 < 1/n^2, \ y > 0\} \cup \{0\} . " S143 Q328
	Q22908084 P2534 "-\int_{S} \Phi J\cdot dS=\int_{\Omega}J_{q}\cdot Fd^{3}r-\int_{S}\varepsilon\frac{\partial A_{0}}{\partial t}F\cdot dS ," S143 Q328
	Q5275267 P2534 "F(x,y,y',\ \dots,\ y^{(n-1)})=y^{(n)} \quad x \in [0,+\infty) " S143 Q328
	Q2697332 P2534 " 2 \text{ } H_2 O \text{ } \stackrel {Heat} {\rightleftharpoons} \text{ } 2 \text{ } H_2 + \text{ } O_2" S143 Q328
	Q7245154 P2534 "A \land (B \lor C) \iff (A \land B) \lor (A \land C)" S143 Q328
	Q5395703 P2534 "3\sigma_R= \sqrt{3^2+5^2+2.5^2+2^2+1^2+0.5^2} \, \mathrm{m} \,=\,6.7 \, \mathrm{m}" S143 Q328
	Q25110904 P2534 "x_n = \frac{1+x_0^2+x_1^2+\cdots+x_{n-1}^2}{n},\!\," S143 Q328
	Q7092351 P2534 " y_{i,j}=\mu_j+\varepsilon_{i,j} (the means model)" S143 Q328
	Q6889358 P2534 "\operatorname{mod}\sigma_y^2(n\tau_0) = \frac{1}{2\tau^2}\left\langle \left[ \frac{1}{n}\sum_{i=0}^{n-1}x_{i+2n}-2x_{i+n}+x_i\right]^2 \right\rangle" S143 Q328
	Q7244223 P2534 " \frac{3\sqrt{2}}{4} \approx 1.0606601." S143 Q328
	Q6546227 P2534 " x = \frac{2 \pi r} {\lambda}. " S143 Q328
	Q23582449 P2534 " \\| \psi - \phi \\| " S143 Q328
	Q24963138 P2534 "TRevPAR = TotalRevenue /RoomsAvailable \," S143 Q328Q17152920 P2534 "u'(t) = L u(t) + N(u(t) ), \qquad u(t_0)=u_0, \qquad \qquad (1)" S143 Q328
	Q4115724 P2534 "x = b_0 + \cfrac{a_1}{b_1 + \cfrac{a_2}{b_2 + \cfrac{a_3}{b_3 + \cfrac{a_4}{b_4 + \ddots\,}}}}" S143 Q328
	Q188768 P2534 "\text{FLOPS} = \text{sockets} \times \frac{\text{cores}}{\text{socket}} \times \text{clock} \times \frac{\text{FLOPs}}{\text{cycle}}" S143 Q328
	Q211728 P2534 "\tan(\phi) = \frac{u_y'}{u_x'} = \frac{u_y}{(u_x-v)} = \frac{\sin(\theta)}{(\cos(\theta)-v/c)}" S143 Q328
	Q4370927 P2534 "\partial_+f(a)=\lim_{{\scriptstyle x\to a+\atop\scriptstyle x\in I}}\frac{f(x)-f(a)}{x-a}" S143 Q328
	Q2271572 P2534 "u(t) represents the input signal," S143 Q328
	Q3087844 P2534 "\mathbb C[\mathfrak g]^{G} \to H^*(M,\mathbb C)" S143 Q328
	Q2446786 P2534 "Z = \sqrt{\sum_{i=1}^k \left(\frac{X_i}{\sigma_i}\right)^2}" S143 Q328
	Q15401695 P2534 "L_n[\alpha,c]=e^{(c+o(1))(\ln n)^\alpha(\ln\ln n)^{1-\alpha}}" S143 Q328
	Q5474922 P2534 "N^a = \left( \nu, \nu \hat{\mathbf{n}} \right)" S143 Q328
	Q1139334 P2534 "\int_a^b f(x) \, dx \geq 0" S143 Q328
	Q29211 P2534 " I(x, y)\, \mathrm{d}x + J(x, y)\, \mathrm{d}y = 0, \,\!" S143 Q328
	Q206621 P2534 "F_D\, =\, \tfrac12\, \rho\, v^2\, C_D\, A" S143 Q328
	Q1127660 P2534 " F = -cv \, ," S143 Q328
	Q5507320 P2534 " R\sqrt{\frac{a^3-a^2b-ab^2+b^3-a^2c+3abc-b^2c-ac^2+c^3}{abc}}," S143 Q328
	Q5348613 P2534 "\lim_{i\rightarrow\infty} \frac{f(i)}{i}=\frac{1}{2}." S143 Q328
	Q2137810 P2534 "0 \to \mathbb{Z} \to \mathcal{O} \to \mathcal{O}^* \to 0" S143 Q328
	Q285719 P2534 "\alpha+\left( \alpha + \beta \right) + \beta = 180^\circ " S143 Q328
	Q1000845 P2534 "z_{n+1} = {z_n}^2 + c" S143 Q328
	Q9297784 P2534 "FCF_t = OCB_t - I_t \," S143 Q328
	Q1141747 P2534 "DF + DG + DH = R + r,\ " S143 Q328
	Q1892644 P2534 " \mathbf{n}=\frac{\mathbf{t}'}{\kappa}, \quad \mathbf{b}=\mathbf{t}\times\mathbf{n}," S143 Q328
	Q6834029 P2534 "\mbox{Specific Force} = \frac{\mathrm{Force_{non-gravitational}}}{{\mathrm{Mass}}}" S143 Q328
	Q1628729 P2534 "P=(-1)^{\sum_i l_i}\ ,\!" S143 Q328
	Q7661162 P2534 "x(yz) = (xy)z." S143 Q328
	Q837506 P2534 " R(3,3 2) = 6.\," S143 Q328
	Q7103671 P2534 "\Delta = \mathrm{div} \circ \nabla," S143 Q328
	Q619436 P2534 "R \langle X, Y \rangle / (X^2 + 1, Y^2 + 1, XY + YX )." S143 Q328
	Q6057275 P2534 " ax=b \," S143 Q328
	Q172280 P2534 "PV = nRT\," S143 Q328
	Q2524990 P2534 " \lambda_i =\alpha p_{0i} + \sum_{j=1}^J \lambda_j p_{ji}, i=1,\ldots,J. \qquad (1)" S143 Q328
	Q4956329 P2534 "b -1 \le k \le \left\lfloor\frac{3}{2}b\right\rfloor -1." S143 Q328
	Q541563 P2534 "\mathrm{Hom}_\mathcal{S}(X,Y)=\mathrm{Hom}_\mathcal{C}(X,Y)." S143 Q328
	Q1026330 P2534 "\mathrm{CaCO_3 + CO_2 + H_2O \ \rightleftharpoons \ Ca^{2+} (aq) + 2 \ HCO_3^- (aq)} " S143 Q328
	Q3099696 P2534 "x^n+c_{n-1}x^{n-1}+\cdots+c_2x^2+c_1x+c_0" S143 Q328
	Q1058362 P2534 "H_0 = P(0,T) \operatorname{E}_Q(H_T)." S143 Q328
	Q1464339 P2534 " \langle \xi \mid T \xi \rangle \geq 0 \quad \xi \in \operatorname{dom}\ T " S143 Q328
	Q5526276 P2534 "A^* + B \to AB^{+\bullet} + e^-" S143 Q328
	Q5167446 P2534 " X_k = \sum_{n=0}^{N-1} x_n e^{-\frac{2\pi i}{N} nk}," S143 Q328
	Q1511135 P2534 " P(n) = \frac{m^n \cdot e^{-m}}{n!} " S143 Q328
	Q242767 P2534 " B \setminus A = \{ x\in B \mid x \notin A \}. " S143 Q328
	Q4812187 P2534 "\textrm{Area}= \big\| (x_A - x_C) (y_B - y_A) - (x_A - x_B) (y_C - y_A) \big\|/2" S143 Q328
	Q3894672 P2534 "\lim_{h\to 0} f(x+h)-f(x-h) = 0." S143 Q328
	Q910445 P2534 "T = b \cdot \log_{2}(n + 1)" S143 Q328
	Q187959 P2534 "x * (y + z) = (x * y) + (x * z)," S143 Q328
	Q7936769 P2534 "\\| K \\| = \max \left\{ \left. \\| v \\|_{\mathbb{R}^{n}} \right\| v \in K \right\}" S143 Q328
	Q593203 P2534 "\frac{x^m - 1}{x-1}=\frac{y^n - 1}{y - 1}" S143 Q328
	Q1023483 P2534 " C = \frac {u\,\Delta t} {\Delta x} \leq C_\max " S143 Q328
	Q6909307 P2534 "K(n)_(X \times Y) \cong K(n)_(X) \otimes_{K(n)_} K(n)_(Y)." S143 Q328
	Q1660147 P2534 "f\colon V\to W " S143 Q328
	Q848569 P2534 "d(f, g) \equiv \sup\left\{d[f(x), g(x)] x \in X \right\}" S143 Q328
	Q4680758 P2534 "Q \approx \int_a^bf(x)\,\mbox{d}x ," S143 Q328
	Q201321 P2534 " \mathbf y_t + \mathbf A(\mathbf y) \mathbf y_x = 0 " S143 Q328
	Q1049381 P2534 "r = a\sec^3(\theta/3)." S143 Q328
	Q2347139 P2534 "\eta_{\text{max}} = \eta_{\text{Carnot}} = 1 - \frac{T_\mathrm{C}}{T_\mathrm{H}}" S143 Q328
	Q543533 P2534 "(x_3 - x_1) \cdot [(x_2 - x_1) \times (x_4 - x_3)] = 0." S143 Q328
	Q1985205 P2534 " V_{max}^{app} = \frac{V_{max}}{1+\frac{[I]}{K_I}}" S143 Q328
	Q17144224 P2534 " M = E - e \cdot \sin E " S143 Q328
	Q4118506 P2534 "APY = \left(1 + \frac {i_\text{nom}} {N} \right)^N -1" S143 Q328
	Q587704 P2534 "\psi(\mathbf{r}) = \mathrm{e}^{\mathrm{i} \mathbf{k}\cdot\mathbf{r}} u(\mathbf{r})" S143 Q328
	Q740424 P2534 "\forall A \, \forall B \, ( \forall X \, (X \in A \iff X \in B) \Rightarrow A = B)" S143 Q328
	Q1930697 P2534 "X_{(i)}{=}(x_i^1,\dots,x_i^p)\sim N_p(0,V)." S143 Q328
	Q1778247 P2534 "\operatorname{codim}(W) = \dim(V) - \dim(W)." S143 Q328
	Q3294140 P2534 "{r \over \sin 3\theta} = {a \over \sin 2\theta}\!" S143 Q328
	Q2246305 P2534 "O(n^{3.5} L^2 \cdot \log L \cdot \log \log L)" S143 Q328
	Q25339123 P2534 " F=- \frac{A_\text{H}}{12\pi D^3} " S143 Q328
	Q644719 P2534 "a_1x_1+a_2x_2+\cdots+a_nx_n>b" S143 Q328
	Q649036 P2534 " P_\text{absorb}=\frac{\langle S\rangle}{c} = \frac{E_f}{c}&nbsp;&nbsp;&nbsp;( N·m<sup>−2</sup> or Pa )" S143 Q328
	Q25098570 P2534 " \int_{0}^\infty E(t)\, dt = 1." S143 Q328
	Q7672702 P2534 "Z_1 \,\! the impedance of the generator" S143 Q328
	Q2142517 P2534 " \Delta\ E \approx\;\rho\;Gb^2 or \approx\;3\gamma\;_s/d_s \,\! " S143 Q328
	Q2112502 P2534 " \operatorname{Hom}(P,-)\colon\mathcal{C}\to\mathbf{Set}" S143 Q328
	Q7831154 P2534 "T(\rho,\sigma) = \frac{1}{2}\|\|\rho - \sigma\|\|_{1} = \frac{1}{2} \mathrm{Tr} \left[ \sqrt{(\rho-\sigma)^\dagger (\rho-\sigma)} \right] . " S143 Q328
	Q1048589 P2534 " \hat H \Psi = \left[{\hat T}+{\hat V}+{\hat U}\right]\Psi = \left[\sum_i^N \left(-\frac{\hbar^2}{2m_i}\nabla_i^2\right) + \sum_i^N V(\vec r_i) + \sum_{i<j}^N U(\vec r_i, \vec r_j)\right] \Psi = E \Psi " S143 Q328
	Q2579914 P2534 "H=\int \mathrm{d}x \left[{1\over 2}\|\partial_x\psi\|^2+{\kappa \over 2}\|\psi\|^4\right]" S143 Q328
	Q166860 P2534 "\sum_{j=1}^n {F_{S_i \rarr S_j}} = 1" S143 Q328
	Q7673209 P2534 "\text{Games Behind} = \frac{(\text{TeamA's wins – TeamB's wins}) + (\text{TeamB's losses – TeamA's losses})}{2}" S143 Q328
	Q6804163 P2534 " \partial_{\overline{z}} f(z) = \mu(z) \partial_z f(z)" S143 Q328
	Q736896 P2534 "F(x) \overset{\underset{\mathrm{def}}{}}{=} \int_0^x\frac{dt}{\sqrt{1-t^4}}" S143 Q328
	Q6043185 P2534 "V_{out} = -\dfrac{V_{in}}{RC}t_{int} + V_{initial}" S143 Q328
	Q6955494 P2534 "R[x]/(x^N-1) " S143 Q328
	Q898974 P2534 " \lambda = \frac{h c}{E} " S143 Q328
	Q25111352 P2534 "(\forall S)\left(S \subseteq A \wedge S \not= \emptyset \Rightarrow (\exists x \in S)(S \cap R^{-1}\{x\} = \emptyset)\right), <ref>See Definition 6.21 in {{cite book\|last1=Zaring W.M.\|first1= G. Takeuti\|title=Introduction to axiomatic set theory\|date=1971\|publisher=Springer-Verlag\|location=New York\|isbn=0387900241\|edition=2nd, rev.}}</ref>" S143 Q328
	Q1376463 P2534 "\delta = \left. \frac{\partial}{\partial\epsilon}\right\|_{\epsilon=0}\,." S143 Q328
	Q7449607 P2534 "V = (\oplus_{\alpha \in A} S) \oplus U" S143 Q328
	Q5519411 P2534 "{R} = {U \over I} " S143 Q328
	Q1996101 P2534 "\tau_{ij}=f(T)=a_{ij}+\frac{b_{ij}}{T}+c_{ij}\ \ln\ T+d_{ij}T" S143 Q328
	Q606934 P2534 "\left\{\mathcal{M}f\right\}(s) = \varphi(s)=\int_0^{\infty} x^{s-1} f(x)dx." S143 Q328
	Q4941334 P2534 " V = \sum(v_\text{i}) " S143 Q328
	Q7370315 P2534 "\hat e_1\ ,\ \hat e_2\ ,\ \hat e_3" S143 Q328
	Q687704 P2534 "\left\{\, \left\{\, w \in X \mid f(x)=f(w) \,\right\} \mid x \in X \,\right\}." S143 Q328
	Q5156514 P2534 "P(k,\rho,V) = \frac{(V\rho)^k e^{-(V\rho) }}{k!} . \,\!" S143 Q328
	Q664495 P2534 " [a x + b y, z] = a [x, z] + b [y, z], \quad [z, a x + b y] = a[z, x] + b [z, y] " S143 Q328
	Q4918412 P2534 " k-(\operatorname{rank} G-\operatorname{rank} H)\leq 5. " S143 Q328
	Q7621827 P2534 " U_x(x_1, x_2; y_2) = p_1 x_1 + (1 - x_2 - y_2 ) x_2 - (x_1 + x_2)^2/2 - F " S143 Q328
	Q282897 P2534 "\text{Rating}=\frac{2 \cdot \text{Load Waterline Length}+ \sqrt{\text{Sail Area}}}{3}" S143 Q328
	Q331348 P2534 "Q(z_1,\ldots z_n) = z_1^2+ z_2^2+\cdots+z_n^2." S143 Q328
	Q2071245 P2534 "a < b,\," S143 Q328
	Q1192873 P2534 "\mathcal{L}_\mathrm{gf} = -\frac{1}{2}\operatorname{Tr}(F^2)=- \frac{1}{4}F^{a\mu \nu} F_{\mu \nu}^a " S143 Q328
	Q1061251 P2534 "P_{mag} = \frac {B^2} {2 \mu_0}" S143 Q328
	Q176953 P2534 " L_o(x, \vec w) = L_e(x, \vec w) + \int_\Omega f_r(x, \vec w', \vec w) L_i(x, \vec w') (\vec w' \cdot \vec n) \mathrm{d}\vec w'" S143 Q328
	Q944 P2534 " E = h \nu\ " S143 Q328
	Q7098950 P2534 " V_t^T = \mathbb{E} G_{\tau^*} = \sup_{t\le \tau \le T} \mathbb{E} G_\tau " S143 Q328
	Q381287 P2534 " W_{[a,a+r]} = \int_a^{a+r} w(t)\, dt" S143 Q328
	Q720574 P2534 " \left(\frac{c+\sqrt{c^2-4ab}}{2}, \frac{-c-\sqrt{c^2-4ab}}{2a}, \frac{c+\sqrt{c^2-4ab}}{2a}\right)" S143 Q328
	Q5270364 P2534 "\Sigma a_i {x_i}^m\ " S143 Q328
	Q1224386 P2534 " \frac {\Delta I} {I} = k," S143 Q328
	Q426536 P2534 "G(1;x)=\sum_{n=0}^{\infty} x^n = \frac{1}{1-x}" S143 Q328
	Q7098886 P2534 " d = \frac{a}{\pi} \sqrt{(n^2 + nm + m^2)}." S143 Q328
	Q3658403 P2534 " q = \mathbf{S}(q) + \mathbf{V}(q)\," S143 Q328
	Q3110607 P2534 " \mathrm{Be} = \frac{\dot S'_{\mathrm{gen},\, \Delta T}}{\dot S'_{\mathrm{gen},\, \Delta T}+ \dot S'_{\mathrm{gen},\, \Delta p}}" S143 Q328
	Q1121 P2534 "\forall X \left[ \emptyset \notin X \implies \exists f \colon X \rightarrow \bigcup X \quad \forall A \in X \, ( f(A) \in A ) \right] \,." S143 Q328
	Q5464274 P2534 "P_{\rm dissipation\, in\, regulator} = (V_{\rm in} - V_{\rm out})\times I_{\rm out}" S143 Q328
	Q25111447 P2534 "g(u)+z\left[\frac{g(u)-g(u-b)}{b}\right] \leq g(u+z) + K" S143 Q328
	Q7160907 P2534 " \frac{T}{T_i} = \sqrt{\frac{M_i}{m_e}}." S143 Q328
	Q1142562 P2534 "\begin{pmatrix} 1 & 0 \\ 0 & -1 \end{pmatrix}, \quad \begin{pmatrix} 0 & 1 \\ 1 & 0 \end{pmatrix}. " S143 Q328
	Q2736593 P2534 " m' \equiv m r^e\ (\mathrm{mod}\ N) " S143 Q328
	Q2208385 P2534 " \frac{1}{\pi} = 12 \sum^\infty_{k=0} \frac{(-1)^k (6k)! (545140134k + 13591409)}{(3k)!(k!)^3 (640320^3)^{k + 1/2}}.\!" S143 Q328
	Q307169 P2534 " [H,X]=2X, \quad [H,Y]=-2Y, \quad [X,Y]=H. " S143 Q328
	Q183467 P2534 "\frac{dA(z)}{dz} = -j\gamma \left\| A(z)\right\|^2 A(z)" S143 Q328
	Q5157322 P2534 " \delta(n) = \left\| \Pr_{x \gets D_n}[ A(x) = 1] - \Pr_{x \gets E_n}[ A(x) = 1] \right\|." S143 Q328
	Q232086 P2534 " d = 1.26\; R_M\left( \frac {\rho_M} {\rho_m} \right)^{\frac{1}{3}} " S143 Q328
	Q7049201 P2534 "S(q)=\sum_{n=1}^\infty a_n \frac {q^n}{1-q^n}." S143 Q328
	Q411235 P2534 "<math chem>\ce{\underbrace{2Fe3O4}_{magnetite} + {1/2O2} ->}\ {\color{Brown}\ce{\underbrace{3(\lambda-Fe2O3)}_{maghemite}}}" S143 Q328
	Q5362437 P2534 " I[f_n] = \int_{X \times Y} V(f_n(x),y) \rho(x,y) dx dy, " S143 Q328
	Q942433 P2534 "\mathrm{E}_g(f; N) = {1 \over N } \sum_i^N { f(x_i)} / g(x_i) ." S143 Q328
	Q605807 P2534 "p^M (1-p)^{{n \choose 2}-M}." S143 Q328
	Q602144 P2534 " E_K = h\nu - I\,," S143 Q328
	Q22666103 P2534 " \mathbb P(\mathbf u) = \mathbf u - \nabla \Delta^{-1} (\nabla \cdot \mathbf u)." S143 Q328
	Q2835770 P2534 "\frac{1}{\sqrt{2^{n}}} \sum_x \left\| x \right\rangle \otimes \left\| \psi \right\rangle." S143 Q328
	Q5155301 P2534 "\lambda_A\circ(\varepsilon_A\otimes A)\circ\alpha_{A,A^*,A}^{-1}\circ(A\otimes\eta_A)\circ\rho_A^{-1}=\mathrm{id}_A" S143 Q328
	Q5272547 P2534 " L(\lambda) = m_\mathrm{b} c_\mathrm{b}(\lambda) + m_\mathrm{s}c_\mathrm{s}(\lambda) \, " S143 Q328
	Q5454436 P2534 " x(N)={1\over N+1}\sum_{n=0}^N T^n(x). " S143 Q328
	Q1563747 P2534 "P(t,T) = e^{-\int_t^T f(t,s) ds}" S143 Q328
	Q1231592 P2534 "{\Delta}E=A-I\,." S143 Q328
	Q1967197 P2534 "\mathrm{(Chromophore)^* + {}^3O_2 \ \xrightarrow{} \ Chromophore + {}^1O_2}" S143 Q328
	Q7783158 P2534 "PV=NkT\," S143 Q328
	Q7098906 P2534 "\mu_a(\lambda_1) = \ln(10)\varepsilon_{HbO2}(\lambda_1)C_{HbO2}+\ln(10)\varepsilon_{Hb}(\lambda_1)C_{Hb} \," S143 Q328
	Q348793 P2534 " \Pi_A (\Pi_B) is the [[Peltier coefficient]]<ref name="YAS-AIK">Yu. A. Skripnik, A. I. Khimicheva. Methods and devices for measuring the Peltier coefficient of an [[inhomogeneous]] electric circuit. Measurement Techniques July 1997, Volume 40, Issue 7, pp 673-677</ref><ref name="SA-AB-TC">See also [[Current source#Constant current source with thermal compensation\|Constant current source with thermal compensation]]</ref> of [[primary circuit\|conductor A]] ([[secondary circuit\|conductor B]]), and" S143 Q328
	Q5659253 P2534 "0 = (x^\alpha)_{; \beta ; \gamma} g^{\beta \gamma} = ((x^\alpha)_{, \beta , \gamma} - (x^\alpha)_{, \sigma} \Gamma^{\sigma}_{\beta \gamma}) g^{\beta \gamma} \,." S143 Q328
	Q17082595 P2534 " R_t^m=\alpha+\sum\limits_{i=1}^I\beta^iR_t^i+\epsilon_t" S143 Q328
	Q691109 P2534 " \mathrm{li}(x) = \int_0^x \frac{dt}{\ln t}, " S143 Q328
	Q3281360 P2534 " AM(\, x_1, \, \ldots, \, x_n \,) = \frac{1}{n}\, (\, x_1 + \, \cdots \, + x_n\, ) " S143 Q328
	Q4677469 P2534 "\,\phi(v_i)=\tanh\left(\beta_1 + \beta_0 \sum_j v_{i,j} x_j \right)," S143 Q328
	Q1424492 P2534 "c_{p} = \frac {c_{p0}} {\sqrt {\|1-{M_{\infty}}^2\|}}" S143 Q328
	Q930499 P2534 "P=t^n+a_{n-1}t^{n-1}+\cdots+a_2t^2+a_1t+a_0" S143 Q328
	Q5638668 P2534 " \\|f^{(k)}\\|_{L_\infty(T)} \le C(n, k, T) {\\|f\\|_{L_\infty(T)}}^{1-k/n} {\\|f^{(n)}\\|_{L_\infty(T)}}^{k/n} \text{ for } 1\le k < n." S143 Q328
	Q27575 P2534 "R_a=100-4.6 \Delta \bar{E}_{UVW}" S143 Q328
	Q187235 P2534 "\zeta(s) =\sum_{n=1}^\infty\frac{1}{n^s}" S143 Q328
	Q6934934 P2534 "\Gamma_N(w\|a_1,...,a_N) = \exp\left(\frac{\partial}{\partial s}\zeta_N(s,w\|a_1,...,a_N)\|_{s=0}\right)" S143 Q328
	Q1779213 P2534 " TE = \omega =\sqrt{\operatorname{Var}(r_p - r_b)} = \sqrt{{E}[(r_p-r_b)^2]-({E}[r_p - r_b])^2}" S143 Q328
	Q4241328 P2534 " a^{N - 1}_p\equiv 1 \pmod{N}" S143 Q328
	Q5348943 P2534 " \lim_{n\longrightarrow\infty}\alpha\left(G_n,\varepsilon\right) =0" S143 Q328
	Q7554146 P2534 "\sigma(\mathbf{z})_j = \frac{e^{z_j}}{\sum_{k=1}^K e^{z_k}} &nbsp;&nbsp; for ''j'' = 1, …, ''K''." S143 Q328
	Q1228929 P2534 " (\vec x- \vec \mu_0)^T \Sigma_0^{-1} ( \vec x- \vec \mu_0) + \ln\|\Sigma_0\| - (\vec x- \vec \mu_1)^T \Sigma_1^{-1} ( \vec x- \vec \mu_1) - \ln\|\Sigma_1\| \ > \ T " S143 Q328
	Q3751720 P2534 "a^2 - a + b^2 = 0 , or (a - \tfrac{1}{2})^2 + b^2 = \tfrac{1}{4}" S143 Q328
	Q16872679 P2534 "\{(z_1,z_2,z_3,z_4)\in\mathbb C^4\|z_1+z_1^2z_2+z_3^3+z_4^2=0\}." S143 Q328
	Q5327152 P2534 " d^2=(R+h)^{2}-R^2= 2\cdot R \cdot h +h^2" S143 Q328
	Q1417986 P2534 " P_\mathrm {a,b} \ " S143 Q328
	Q5135347 P2534 "A\mapsto A\otimes B " S143 Q328
	Q934367 P2534 " \\| y \\| \equiv \max_{a \le x \le b} \|y(x)\| \qquad \text{where} \ \ y \in \mathcal {C}(a,b) \, . " S143 Q328
	Q2003535 P2534 "R \bowtie S = \left\{ t \cup s \mid t \in R \ \land \ s \in S \ \land \ \mathit{Fun}(t \cup s) \right\}," S143 Q328
	Q305208 P2534 "\eta_{th} = \frac{\text{Desired Output}}{\text{Required Input}} = \frac{W'_{out}}{Q'_{in}}" S143 Q328
	Q2428439 P2534 "\mathrm{ind}(D) = \prod_{i=1}^r p_i^{m_i} \ " S143 Q328
	Q43261 P2534 "d \approx 3.57\sqrt{h} \,," S143 Q328
	Q898377 P2534 "\mathrm{Cd + 2OH^- \rightarrow Cd(OH)_2 + 2e^-}" S143 Q328
	Q1941294 P2534 "MoM(Patient) = \frac{Result(Patient)}{Median(PatientPopulation)}" S143 Q328
	Q431937 P2534 "L_A = \{x \mid \exists y\in A\mbox{ s.t. }x\le y\}." S143 Q328
	Q631203 P2534 " Z_{in} \gg Z_{out}" S143 Q328
	Q110863 P2534 "\frac{CN}{(\log N)^2}" S143 Q328
	Q25304342 P2534 "\int \|\kappa(s)\| ds," S143 Q328
	Q620784 P2534 "\sum_t \left\{[(at + b) - y_t]^2\right\}" S143 Q328
	Q173740 P2534 " A\times B = \{\,(a,b)\mid a\in A \ \mbox{ and } \ b\in B\,\}.<ref>{{cite book\|last=Warner\|first=S.\|title=Modern Algebra\|page=6\|publisher=[[Dover Publications]]\|date=1990}}</ref>" S143 Q328
	Q6030066 P2534 " \sum_{i=0}^{\infty} \frac{1}{2^i} = \lim_{x\to\infty}\frac{2^x-1}{2^{x-1}} = 2," S143 Q328
	Q526668 P2534 "S(t) = \frac{1}{1 + e^{-t}}." S143 Q328
	Q7979901 P2534 "P( A_K / A_L ) = \prod_{j=1}^n ( a_{Kj} / a_{Lj} ) ^{w_j}, \text{ for }K, L = 1, 2, 3,\dots, m. " S143 Q328Q905446 P2534 "U_{L} = {K} \cdot \frac{\nu \cdot \|z^+\| \cdot \|z^-\|}{r^+ + r^-} \cdot \biggl( 1 - \frac{d}{r^+ + r^-} \biggr) " S143 Q328
	Q16966913 P2534 "g(n+1) = \sum_{i = 0}^{n} g(i)^{n-i}." S143 Q328Q5172858 P2534 "C(\varepsilon) = \frac{1}{N^2} \sum_{\stackrel{i,j=1}{i \neq j}}^N \Theta(\varepsilon - \|\| \vec{x}(i) - \vec{x}(j)\|\|), \quad \vec{x}(i) \in \Bbb{R}^m," S143 Q328
	Q643257 P2534 "\mathrm{efficiency}=\frac{N_\mathrm{c}}{\mathrm{BW}\cdot A_\mathrm{c}}," S143 Q328
	Q7123028 P2534 " D(1-\epsilon)\leq \text{deg}(x)\leq D(1+\epsilon) " S143 Q328
	Q7880530 P2534 " m \lambda = d ( \sin{\theta_i} - \sin{\theta_m}). " S143 Q328
	Q1936288 P2534 " V^a_b(f)=\sup_{\mathcal{P}} \sum_{i=0}^{n_P-1} \| f(x_{i+1})-f(x_i) \|, \," S143 Q328
	Q2377216 P2534 "G = (M, T, R, S, P)" S143 Q328
	Q112927 P2534 " \operatorname{rank}(G)=\min\{ \|X\| X\subseteq G, \langle X\rangle =G\}." S143 Q328
	Q3115528 P2534 " (x-5) (x-2)^8 (x+1) (x+3)^4(x^4+2x^3-4x^2-5x+5)^2 (x^4+2x^3-6x^2-7x+11)^2." S143 Q328
	Q7371620 P2534 "C_0(\rho,q) = \sum_{i=1}^{N_{sd}} m_i" S143 Q328
	Q249013 P2534 "I_\mathrm{v} = 683 \cdot \overline{y}(\lambda) \cdot I_\mathrm{e}," S143 Q328
	Q1070472 P2534 "X = \prod_{i \in I} X_i" S143 Q328
	Q7623999 P2534 "m \Omega X\times \Omega X \to \Omega X" S143 Q328
	Q1191895 P2534 " \mathbf{A}\mathbf{x} = \mathbf{b}" S143 Q328
	Q18345161 P2534 "\nabla\times v = 0 " S143 Q328
	Q2790210 P2534 "\operatorname{Spin}(3) \to \operatorname{SO}(3)\," S143 Q328
	Q1128317 P2534 "= \frac{t}{i}." S143 Q328
	Q986147 P2534 " p(a_1, a_2, \ldots, a_n, x_1, x_2, \ldots, x_m)=0 ." S143 Q328
	Q4681308 P2534 "a_0 = 1, \," S143 Q328
	Q742777 P2534 "V_1\, and V_2\, are the absolute velocities at the inlet and outlet respectively." S143 Q328
	Q4884795 P2534 "\mathbf{F}\times (\nabla\times\mathbf{F})=0." S143 Q328
	Q332504 P2534 "\sum_k (y_k - x_k) < \delta" S143 Q328
	Q8739 P2534 "\sum_{n=0}^\infty 4^{-n} = 1 + 4^{-1} + 4^{-2} + 4^{-3} + \cdots = {4\over 3}. \;" S143 Q328
	Q2470499 P2534 "[1].(z_1,z_2)=(e^{2\pi i/p} \cdot z_1, e^{2\pi i q/p}\cdot z_2)" S143 Q328
	Q5227315 P2534 "\mathbf{Y} \approx \mathbf{X} \mathbf{B} " S143 Q328
	Q468422 P2534 "a^b is rational." S143 Q328
	Q944095 P2534 "\widetilde{g}_{ab} \equiv \begin{bmatrix}g_{\mu\nu} + \phi^2 A_\mu A_\nu & \phi^2 A_\mu \\ \phi^2 A_\nu & \phi^2\end{bmatrix}. " S143 Q328
	Q719375 P2534 "3 + 6 = 9\;" S143 Q328
	Q1936797 P2534 "H_\mathrm{eff} (E) = QHQ + \lim_{\varepsilon \to 0} QHP{1 \over E + i \varepsilon -PHP}PHQ = QHQ + \Delta(E) - i \Gamma(E)/2, \, " S143 Q328
	Q180943 P2534 " E_n(x) = (x + n) \mod {26}." S143 Q328
	Q188663 P2534 " f=\frac{1}{2L}\sqrt{\frac{F}{\mu}}, " S143 Q328
	Q7037181 P2534 "S=\int d^4x \left[aX^2-bX\right]" S143 Q328
	Q4426755 P2534 "(z_1,z_2,z_3) \in \mathbf{C}^3,\qquad (z_1,z_2,z_3)\neq (0,0,0)" S143 Q328
	Q7249488 P2534 "\|\Psi\rangle=\mathcal{T}\|\tilde{\Psi}\rangle" S143 Q328
	Q379788 P2534 "\mathbf{u} \cdot \nabla = u_x \frac{\partial}{\partial x} + u_y \frac{\partial}{\partial y} + u_z \frac{\partial}{\partial z}." S143 Q328
	Q2221081 P2534 "BC_{Physics} = \frac{M}{C_d \cdot A} = \frac{\rho \cdot l}{C_d}" S143 Q328
	Q7079901 P2534 "T_g = P M_g \vert_{H^2}," S143 Q328
	Q905132 P2534 " E_0 \le \frac{\langle \Psi \| \hat{H}\| \Psi \rangle}{\langle \Psi \| \Psi \rangle}. " S143 Q328
	Q5384444 P2534 "pq=m^2+n^2." S143 Q328
	Q333094 P2534 "\mbox{Intensity} \ \propto \ \frac{1}{\mbox{distance}^2} \, " S143 Q328
	Q6860246 P2534 " K^M_(F) = T^F^\times/(a\otimes (1-a)), \, " S143 Q328
	Q7696261 P2534 "\partial_t P(a, t\|x, t_0)=-\lambda P(a, t\|x, t_0)+\mu P(b, t\|x, t_0)" S143 Q328
	Q3064205 P2534 "B_{ij} = \frac{\mbox{Energy absorbed at }A_{j}\mbox{ originating as emission at } A_{i}}{\mbox{Total radiation emitted from }A_{i}}" S143 Q328
	Q5420852 P2534 " \mbox{EMV} = \max_i \sum_j p_j R_{ij}. \, " S143 Q328
	Q6734205 P2534 "M(p) = \|a\|\prod_{\|\alpha_i\| \ge 1} \|\alpha_i\| = \|a\| \prod_{i=1}^n \max\{1,\|\alpha_i\|\}," S143 Q328
	Q1153427 P2534 " \mu \Sigma \to \mathbb{C} " S143 Q328
	Q2141963 P2534 "r\colon X \to A" S143 Q328
	Q1627604 P2534 "S^1 \hookrightarrow S^3 \xrightarrow{\ p \, } S^2, " S143 Q328
	Q2663605 P2534 "\Delta\varphi=f" S143 Q328
	Q185243 P2534 "\theta = \frac{4GM}{rc^2}" S143 Q328
	Q8024052 P2534 "\tau_\text{wind} = \rho_\text{air} C_D U_h^2, " S143 Q328
	Q207643 P2534 " f(a_1 \mathbf{x}_1+\cdots+a_m \mathbf{x}_m) = a_1 f(\mathbf{x}_1)+\cdots+a_m f(\mathbf{x}_m). \!<ref>{{harvnb\|Rudin\|1991\|page=14}}<br>Suppose now that {{mvar\|X}} and {{mvar\|Y}} are vector spaces ''over the same scalar field''. A mapping \Lambda X \to Y is said to be ''linear'' if \Lambda(\alpha x + \beta y) = \alpha\Lambda x + \beta \Lambda y for all {{mvar\|x}} and {{mvar\|y}} in {{mvar\|X}} and all scalars \alpha and \beta. Note that one often writes \Lambda x, rather than \Lambda(x), when \Lambda is linear.</ref><ref>{{harvnb\|Rudin\|1976\|page=206}}<br>A mapping {{mvar\|A}} of a vector space {{mvar\|X}} into a vector space {{mvar\|Y}} is said to be a ''linear transformation'' if<br>A({\bf x}_1 + {\bf x}_2) = A{\bf x}_1 + A{\bf x}_2,\;\;\;\;\;A(c{\bf x})=cA{\bf x}<br>for all {\bf x},{\bf x}_1,{\bf x}_2 \in X and all scalars {{mvar\|c}}. Note that one often writes A{\bf x} instead of A({\bf x}) if {{mvar\|A}} is linear.</ref>" S143 Q328
	Q73026 P2534 " \pi(x) = \frac{x}{\ln(x) - B(x)} " S143 Q328
	Q3045793 P2534 "\left(\pm{1\over 2},\pm{1\over 2},\pm{1\over 2},\pm{1\over 2},\pm{1\over 2},\pm{1\over 2},\pm{1\over \sqrt{2}}\right)" S143 Q328
	Q7410160 P2534 " P(S) = q^{N_\text{sample}(S)} \times (1-q)^{(N_\text{pop} - N_\text{sample}(S))} " S143 Q328
	Q5164373 P2534 "H_k \,\backslash\, H_r \,\|\, G \Longleftrightarrow B" S143 Q328
	Q29221 P2534 " l=(f + 1)^n" S143 Q328
	Q7700713 P2534 "A \otimes_R B ," S143 Q328
	Q2665934 P2534 "i (a,b) =\text{ the smaller of }i \langle a,b\rangle\text{ and }i \langle b,a\rangle," S143 Q328
	Q1671724 P2534 " b_{k+1} = \frac{(A - \mu I)^{-1}b_k}{C_k}, " S143 Q328
	Q2365430 P2534 "\begin{array}{lcl} O_1(x,y) & = & x^{-1}_{N^2}y \,\bmod\, N^2 \end{array}" S143 Q328
	Q737120 P2534 "\mu_\mathrm{B} = \frac{e \hbar}{2 m_\mathrm{e}}" S143 Q328
	Q15995284 P2534 "M(x) \cdot x^n = Q(x) \cdot G(x) + R(x)." S143 Q328
	Q2886564 P2534 " D(m,n) = \sum_{k=0}^{\min(m,n)} \binom{m+n-k}{m} \binom{m}{k} . " S143 Q328
	Q7370299 P2534 "\mathbf{F} = q \left(\mathbf{E} + \mathbf{v}\times\mathbf{B}\right)," S143 Q328
	Q5013925 P2534 "\mbox{CROCI} = {\mbox{DACF} \over \mbox{GCI}} <ref>[http//ir.peaksport.com.hk/attachment/201010051507032_sc.pdf China sports primer Initiate on 3 names; Peak C-Buy, Anta C-Sell]</ref>" S143 Q328
	Q1482001 P2534 "x(k+1)=Ax(k)+Bu(k)\," S143 Q328
	Q693004 P2534 "\frac{\partial V(x)}{\partial x} = -(R + j \omega L)I(x)" S143 Q328
	Q22656 P2534 "Q_v = 12400, - 2,100d^2." S143 Q328
	Q4997254 P2534 "\prod_{k=1}^{\infty} \frac{1}{1-x^k} \ ." S143 Q328Q253319 P2534 "\xi^3+\xi^2+\xi=1, \," S143 Q328
	Q7880625 P2534 "\ A +\ B \rightleftharpoons \ AB" S143 Q328
	Q849392 P2534 "\Delta U_{system}= Q - W" S143 Q328
	Q19840851 P2534 "N_1(x)=\begin{cases}1 & 0\le x <1 \\ 0 & \text{otherwise}\end{cases}" S143 Q328
	Q10843274 P2534 " \lim_{x\to\infty}\frac{\pi(x)}{x/\ln(x)}=1," S143 Q328
	Q1141440 P2534 "x = R \frac{2 \sqrt 2}{\pi} \left( \lambda - \lambda_{0} \right) \cos \left( \theta \right)," S143 Q328
	Q751290 P2534 "\cos (\beta) = Z_3." S143 Q328
	Q656198 P2534 "\pi\sim_{st}\pi', " S143 Q328
	Q5282039 P2534 "\partial(\sigma) = \sum_{\tau \in \mathcal{X}}\kappa(\sigma,\tau)\tau" S143 Q328
	Q506496 P2534 "S = \left \{ (x, y) \, \ a \leq x \leq b, 0 < y < f(x) \right \}" S143 Q328
	Q7492183 P2534 "g = f^{*} g', \, " S143 Q328
	Q2286211 P2534 "f(x) = \sum_{n=-\infty}^{\infty} F_n \,e^{inx}" S143 Q328
	Q5284927 P2534 "\\|T\\|_{1,\infty} = \sup_N\frac{\sum_{i=1}^N \mu_i(T)}{\log(N)}" S143 Q328
	Q71288 P2534 "V=\frac {\mu} {r \left(1- \frac {1} {c} \frac {dr} {dt} \right)^2}" S143 Q328
	Q498792 P2534 "r \approx a (1-e) \sqrt[3]{\frac{m}{3 M}}." S143 Q328
	Q169451 P2534 "\frac{1}{p}+\frac{1}{q}+\frac{1}{r}<1." S143 Q328
	Q25099907 P2534 " \rho_{\mathcal{F}}(X,Y) = \max_{f, g \in \mathcal{F}} \operatorname{corr}( \langle L_X,f \rangle, \langle L_Y,g \rangle) " S143 Q328
	Q912925 P2534 "\Delta\sigma=\arccos\bigl(\sin\phi_1\cdot\sin\phi_2+\cos\phi_1\cdot\cos\phi_2\cdot\cos(\Delta\lambda)\bigr)." S143 Q328
	Q6975395 P2534 "F_1 = 2 \cdot \frac{\mathrm{precision} \cdot \mathrm{recall}}{\mathrm{precision} + \mathrm{recall}}." S143 Q328
	Q1902828 P2534 "B(p, I) = \{x \langle p, x \rangle \leq I\}," S143 Q328
	Q857201 P2534 "\sigma = \frac{\digamma}{bd}" S143 Q328
	Q6453869 P2534 "f(x) = \sum_{n=0}^\infty c_nx^n, \qquad c_0\neq 0." S143 Q328
	Q852117 P2534 "{x^2 \over a^2}+{y^2 \over b^2}+{z^2 \over c^2}=1," S143 Q328
	Q1392786 P2534 " SD = \frac{M}{A} <ref>[https//books.google.com/books?id=q4jzcfLhBcYC&pg=PA203&lpg=PA203&dq=sectional+density+cross+sectional+area&source=bl&ots=B5o83WijST&sig=V4thGb0Z4lYlnYbf9ymF2N_qsrs&hl=en&sa=X&ei=K3AOVbDJK8eVNoPYgig&ved=0CFQQ6AEwBw#v=onepage&q=sectional%20density%20cross%20sectional%20area&f=false Wound Ballistics Basics and Applications]</ref>" S143 Q328
	Q5337942 P2534 "f(t)= \exp\left[\sum_{r=1}^\infty\kappa_r\frac{(it)^r}{r!}\right] and " S143 Q328
	Q2598608 P2534 "\sum_{k=0}^\infty\frac{(-1)^k\zeta(2k+2)}{(2k+1)!}" S143 Q328
	Q6554614 P2534 "H_L = 10 \times \log_{10}(A_{510} / A_{610})" S143 Q328
	Q7642959 P2534 " \Delta r \approx \frac{\Delta}{\sqrt{1+I_\max/I_s}}&nbsp;&nbsp;&nbsp;({{EquationRef\|1}})" S143 Q328
	Q7169283 P2534 "A = \begin{bmatrix}2 & -2 \\ -2 & 1\end{bmatrix}" S143 Q328
	Q2123192 P2534 "\tan \left( \frac{p}{2} \right) e^{i \theta} = \mathrm{cn} \left( z, \tfrac{1}{\sqrt{2}} \right), \text{ where } w = p e^{i \theta} \text{ and } z = x + i y." S143 Q328
	Q5508190 P2534 " FC = \frac{SM \times AM}{SM-AM} = 411.78443 d" S143 Q328
	Q285050 P2534 " w = 4 \omega_a \frac{E_a}{\left\|E\right\|} \exp\left[ -\frac{2}{3}\frac{E_a}{\left\|E\right\|} \right]" S143 Q328
	Q7424986 P2534 "(M\times {\Bbb R}^{>0})\," S143 Q328
	Q7371746 P2534 "x^n = A" S143 Q328
	Q1027847 P2534 "f(\theta,\phi) = \sum_{l=0}^\infty\, \sum_{m=-l}^{l}\, C^m_l\, Y^m_l(\theta,\phi)." S143 Q328
	Q2886580 P2534 "\sum_{k=0}^\infty \varphi^{-2k}=\frac{1}{1-\varphi^{-2}} = \varphi" S143 Q328
	Q578430 P2534 " \|\psi \rang = \sum_i \|i\rang \lang i\|\psi \rang " S143 Q328
	Q1062978 P2534 "c_{i_1}\smile c_{i_2}\smile \dots \smile c_{i_m}([M])" S143 Q328
	Q2823740 P2534 "g_1(x)\ge 0, \dots, g_k(x)\ge 0 " S143 Q328
	Q76463 P2534 " \mathbf{74}_{10} = \mathbf{7} \times 10^1 + \mathbf{4} \times 10^0" S143 Q328
	Q5319044 P2534 " \vec{F} = m \vec{a}" S143 Q328
	Q5199282 P2534 "V_n(k;\rho,\varphi,z)=P_n(k,\rho)\Phi_n(\varphi)Z(k,z)\," S143 Q328
	Q4491929 P2534 "\sum\limits_{k=1}^{\infty }{\left( \frac{1}{{{p}_{k}}}-\frac{1}{{{p}_{k+1}}} \right)}" S143 Q328
	Q2134037 P2534 "M = \chi_0 H + \alpha_R \mu_0 H^2." S143 Q328
	Q570779 P2534 "P(x)=a_nx^n + a_{n-1}x^{n-1} +\cdots + a_1 x+ a_0 \, " S143 Q328
	Q285997 P2534 "2^X \,\!" S143 Q328
	Q656685 P2534 "T_J = T_a + P_D \times R_{ja}" S143 Q328
	Q243723 P2534 " \det(AB) = \sum_{S\in\tbinom{[n]}m} \det(A_{[m],S})\det(B_{S,[m]})." S143 Q328
	Q5741926 P2534 "\displaystyle{\mathfrak{h}=\mathfrak{k}\oplus\mathfrak{m},}" S143 Q328
	Q200726 P2534 " F(x) = Pr \left[ X \le x \right] \qquad \text{ for all } x \in \mathbb{R}." S143 Q328
	Q306564 P2534 "f_*([X])=\deg(f)[Y] \, ." S143 Q328
	Q34929 P2534 "V = \frac{4}{3}\pi r^{3}." S143 Q328
	Q3080148 P2534 " \int_0^1 x^2 \, dx = \frac{1}{3}," S143 Q328
	Q3518152 P2534 "C_{ijk} = \nabla_{k} R_{ij} - \nabla_{j} R_{ik} + \frac{1}{2(n-1)}\left( \nabla_{j}Rg_{ik} - \nabla_{k}Rg_{ij}\right)." S143 Q328
	Q8565232 P2534 "\mathrm{col}_n(L)," S143 Q328
	Q3058230 P2534 "v \sim w when v = \lambda w for some non-zero complex number \lambda." S143 Q328
	Q7586365 P2534 "ax^2 + bx + c = 0 " S143 Q328
	Q18356449 P2534 "\int_0^{2\pi}\frac{\rho^2}2 d\theta=8\int_0^{\pi/8}\rho^2d\theta." S143 Q328
	Q7706302 P2534 " e^{(a)} (e_{(b)}) = e^{(a)}_\mu e^\mu_{(b)} = \delta^{(a)}_{(b)}," S143 Q328
	Q2510107 P2534 "\mathrm{Pr}_\mathrm{m} = \frac{\mathrm{Re_m}}{\mathrm{Re}} = \frac{\nu}{\eta} = \frac{\mbox{viscous diffusion rate}}{\mbox{magnetic diffusion rate}}" S143 Q328
	Q850110 P2534 "y^2 = f(x)" S143 Q328
	Q7226738 P2534 " a_n = e^{i\frac{2\pi}{q}x_n} \, " S143 Q328
	Q8065061 P2534 "i \partial_t^{} u + \nabla^2 u = un" S143 Q328
	Q1836061 P2534 "Z_L \ = \ Ls " S143 Q328
	Q4476530 P2534 "(R\otimes \mathbf{1})(\mathbf{1}\otimes R)(R\otimes \mathbf{1}) =(\mathbf{1}\otimes R)(R\otimes \mathbf{1})(\mathbf{1}\otimes R)" S143 Q328
	Q3718392 P2534 " ER = P(D \mid E) - P(D \mid \bar{E}) " S143 Q328
	Q2329738 P2534 "\left\|\frac{\sqrt{x^2 + y^2}}{r}\right\|^p + \left\|\frac{z}{h}\right\|^p \leq 1" S143 Q328
	Q3399989 P2534 "R\ =\ N_S Zj\exp \left( \frac{-\Delta G^*}{k_BT} \right)" S143 Q328
	Q900911 P2534 "<math chem>H_{0} = \mbox{p}K_\ce{BH^+} + \log \frac\ce{[B]}\ce{[BH^+]}" S143 Q328
	Q2990581 P2534 "G = HK = \{ hk h\in H, k\in K\} \text{ and } H\cap K = \{e\}." S143 Q328
	Q3916814 P2534 "\pi(z) = \frac{(1-z)(1-\rho)g(\lambda(1-z))}{g(\lambda(1-z))-z}" S143 Q328
	Q892869 P2534 " p_1 \cdots p_n > p_{n+1}^2. \, " S143 Q328
	Q744762 P2534 "F_0 = S_0 e^{rT}" S143 Q328
	Q649469 P2534 "L(E, s) = \sum_{n=1}^\infty \frac{a_n}{n^s}." S143 Q328
	Q4688950 P2534 "g(\bar{x}; \Sigma) = \frac{1}{2 \pi \sqrt{\operatorname{det} \Sigma_t}} e^{-\bar{x} \Sigma_t^{-1} \bar{x}/2}" S143 Q328
	Q3777914 P2534 "1 \to C_{2n} \to \mbox{Dic}_n \to C_2 \to 1. \, " S143 Q328
	Q43260 P2534 "a_n x^n + a_{n-1}x^{n-1} + \dotsb + a_2 x^2 + a_1 x + a_0," S143 Q328
	Q895514 P2534 "Z_0 = R \cos(\Theta) =\sqrt{-2 \ln U_1} \cos(2 \pi U_2)\," S143 Q328
	Q6822469 P2534 "1 \rightarrow K \rightarrow G \rightarrow H \rightarrow 1,\," S143 Q328
	Q5506750 P2534 "\Omega^*(M) = \bigoplus_{k=0}^\infty \Omega^k(M)." S143 Q328
	Q7104532 P2534 "\Phi_{n+1}(z)=z\Phi_n(z)-\overline\alpha_n\Phi_n^*(z)" S143 Q328
	Q117785 P2534 "Y = c + ax_1 + bx_2 + \text{error}\," S143 Q328
	Q272735 P2534 " {n - 2 \choose d_1 - 1, d_2 - 1, \ldots, d_n - 1}." S143 Q328
	Q628309 P2534 " B_t = (W_t\mid W_T=0),\;t \in [0,T] " S143 Q328
	Q215675 P2534 " H_A \otimes H_B." S143 Q328
	Q1144533 P2534 "C = \frac{\mu_0 \mu_B^2}{3 k_B}N g^2 J(J+1)<ref>{{cite book \| last = Kittel \| first = Charles \| title = Introduction to Solid State Physics, 8th Edition \| publisher = Wiley \| pages = 304 \| isbn = 0-471-41526-X}}</ref>" S143 Q328
	Q1066623 P2534 "\boldsymbol{\sigma}=2\mu \boldsymbol{\varepsilon} +\lambda \; \mathrm{tr}(\boldsymbol{\varepsilon})I" S143 Q328
	Q59151 P2534 "R_{\mu \nu} -\frac{1}{2}R\,g_{\mu \nu} +\Lambda\,g_{\mu \nu} = {8 \pi G \over c^4} T_{\mu \nu}," S143 Q328
	Q2585683 P2534 "F_{\mathrm{Cfgl}} = m \mathit{\Omega}^2 r \ , " S143 Q328
	Q3042450 P2534 "\sigma(i)\equiv (i+1) [[modular arithmetic\|modulo]] ''n'', for all entries ''i = 1, ..., n''," S143 Q328
	Q225561 P2534 "z(t)=at^2+bt" S143 Q328
	Q7449609 P2534 " Y_i = X'_i \beta + g\left(Z_i \right) + u_i, \, \quad i = 1,\ldots,n, \, " S143 Q328
	Q2962940 P2534 " L_1 L_2 L_3 = 2 2.5 1 = 4 5 2. \, " S143 Q328
	Q4949981 P2534 "\varepsilon(u) = \frac{\nabla u + \nabla u^{\top}}{2}" S143 Q328
	Q102742 P2534 "P = \left( -1 \right)^{L+1}" S143 Q328
	Q535061 P2534 "\frac{1}{89}=\sum_{n=1}^\infty{F(n)\times 10^{-(n+1)}}=0.011235955\dots\ ." S143 Q328
	Q1053064 P2534 " h_Y \circ \operatorname{fmap}(f) = \operatorname{fmap}(f) \circ h_X for any function f X \to Y." S143 Q328
	Q64861 P2534 "\forall a,b,c \in X (aRb \wedge bRc) \Rightarrow aRc" S143 Q328
	Q17086206 P2534 "g^{-1} (0) = \{ x \in U \mid g(x) = 0 \in Y \} \subseteq U." S143 Q328
	Q15149343 P2534 "vL[u]-uL^*[v]=\nabla \cdot \boldsymbol M, \ " S143 Q328
	Q752726 P2534 "f(x) - \sum_{n=0}^{N-1} a_n \varphi_{n}(x) = O(\varphi_{N}(x)) \ (x \rightarrow L)" S143 Q328
	Q3115547 P2534 " (x-5)(x+1)^2(x^2-5)^3(x-1)^5(x^2+x-5)^8." S143 Q328
	Q4166054 P2534 " p \vee q" S143 Q328
	Q167 P2534 " \pi = \frac{C}{d}" S143 Q328
	Q4916482 P2534 " (\sigma,\omega) such that \sigma^{-1}\omega is a cycle. " S143 Q328
	Q4115796 P2534 "\frac{dL}{dt}=[P,L]" S143 Q328
	Q18405127 P2534 "{\Delta}S_{mix}=-R\sum_{i=1}^N c_i \ln{c_i}" S143 Q328
	Q2115796 P2534 "s(\theta) = \frac{1}{2} a_0 + \sum_{k=1}^{m-1} \mathrm{sinc}\Bigl(\frac{k}{m}\Bigr)\cdot \left[a_{k} \cos \Bigl( \frac{2 \pi k}{T} \theta \Bigr) +b_k\sin\Bigl( \frac{2 \pi k}{T} \theta \Bigr) \right] , " S143 Q328
	Q4118602 P2534 "\lim f(a_{\alpha}) = f (\lim a_{\alpha})" S143 Q328
	Q211294 P2534 "c^2 = a^2 + b^2" S143 Q328
	Q269441 P2534 " \\|\alpha^n\\| " S143 Q328
	Q6913403 P2534 " a s f(s) f(f(s)) \cdots f^{(n)}(s) \cdots \ " S143 Q328
	Q4919617 P2534 " [\textrm{CO}_2]_{eq} = \frac{[\textrm{H}^+]_{eq}^2}{[\textrm{H}^+]_{eq}^2 + K_1[\textrm{H}^+]_{eq} + K_1K_2} \times \textrm{DIC}, " S143 Q328
	Q3732584 P2534 " \epsilon = h \sin \theta" S143 Q328
	Q130513 P2534 "\ldots + d_3\cdot b^3+d_2\cdot b^2+d_1\cdot b+d_0+d_{-1}\cdot b^{-1}+d_{-2}\cdot b^{-2}+d_{-3}\cdot b^{-3}\ldots" S143 Q328
	Q1849020 P2534 "\exists x. \bigwedge_{i=1}^n L_i" S143 Q328
	Q131752 P2534 " 54 \times 1 = 27 \times 2 = 18 \times 3 = 9 \times 6. \, " S143 Q328
	Q7194894 P2534 " f(u,v,w) = u^2 - vw^2 + [4] \, " S143 Q328
	Q1443036 P2534 "A(x)=\sum_{n=-\infty}^\infty a_ne^{inx}" S143 Q328
	Q841170 P2534 "\frac{x+y}2 \ge \sqrt{xy}" S143 Q328
	Q2631887 P2534 "a^2x^2+b^2y^2+c^2z^2-2abxy-2bcyz-2cazx = 0" S143 Q328Q17099539 P2534 "K_i(X) \otimes \mathbf Q = 0 \ \, i > 0." S143 Q328
	Q25098885 P2534 "X^G \to X^{hG}," S143 Q328
	Q5535496 P2534 "\left. y_{i+1}=\left( \sum_{j=1}^m \frac{x_j}{\\| x_j - y_i \\|} \right) \right/ \left( \sum_{j=1}^m \frac{1}{\\| x_j - y_i \\|} \right)." S143 Q328
	Q899552 P2534 " I = k_1 I_S + k_2 I_S + 2 \sqrt { \left ( k_1 I_S \right ) \cdot \left ( k_2 I_S \right )} \cdot Re \left [\gamma \left ( \tau \right ) \right] \qquad (1) " S143 Q328
	Q7922848 P2534 " \Delta P = - \rho g \Delta h , where" S143 Q328
	Q3590896 P2534 "AB \bumpeq CD ." S143 Q328
	Q939272 P2534 " D_0 is the dissolved oxygen (DO) of the diluted solution after preparation (mg/l)" S143 Q328
	Q5277259 P2534 "\mu^{s} (E) = \lim_{\delta \to 0} \mu_{\delta}^{s} (E)," S143 Q328
	Q7595727 P2534 "u=U \cos\beta" S143 Q328
	Q25324514 P2534 " (g \circ g^\prime) \cdot m = g \cdot (g^\prime \cdot m)\in \mathcal { M} ." S143 Q328
	Q1648751 P2534 "\forall S \subseteq X\ (S \neq \varnothing \to \exists m \in S\;\; \forall s \in S\;\, ( s, m) \notin R)." S143 Q328
	Q6519090 P2534 "\log_a y = \gamma x + \log_a \lambda. " S143 Q328Q1623338 P2534 "F(b)=\int_{-\infty}^b f(b') db'" S143 Q328
	Q656176 P2534 "x \geq \lfloor x \rfloor ," S143 Q328
	Q11827794 P2534 "x(t)=\delta(t)" S143 Q328
	Q3022118 P2534 "\langle , \rangle X \times Y \to F" S143 Q328
	Q6457307 P2534 "\xi_k = \frac{1}{\\|\mathbf{X}_{k-row}\\| \\|\mathbf{X}^{+}_{k-col}\\|}" S143 Q328
	Q2226855 P2534 "f I \to I" S143 Q328
	Q511431 P2534 "\Delta(t) = t^2 - t + 1 - t^{-1} + t^{-2}," S143 Q328
	Q3060 P2534 "n(r)=A\times r^{-q}" S143 Q328
	Q4958230 P2534 "K_1, K_2, \ldots.\ " S143 Q328
	Q4997451 P2534 "X = \int_{380}^{780} L_{\mathrm{e},\Omega,\lambda}(\lambda)\,\overline{x}(\lambda)\,d\lambda," S143 Q328
	Q6546166 P2534 " f_1(X_1,\ldots, X_r, Y_1,\ldots, Y_s), \ldots, f_n(X_1,\ldots, X_r, Y_1,\ldots, Y_s) \, " S143 Q328
	Q913323 P2534 "\frac{d}{dx} f(x) = g(x)h(f(x))" S143 Q328
	Q5338467 P2534 "\mbox{QP} = \bigcup_{c \in \mathbb{N}} \mbox{DTIME}(2^{(\log n)^c})" S143 Q328
	Q5155322 P2534 "\bar{z}=w " S143 Q328
	Q1050490 P2534 "k_\mathrm{FE}=\bar{\gamma} G_\mathrm{FE}m\Delta t" S143 Q328
	Q5060045 P2534 "C_n = I_n - \tfrac{1}{n}\mathbb{O} " S143 Q328
	Q1073184 P2534 "m \frac{d v}{dt} = \mathbf{F_{L}} + \mathbf{F_G} + \mathbf{F_P} + \mathbf{F_D} + \mathbf{F_T}" S143 Q328
	Q382375 P2534 " z = x^3 - 3xy^2. \, " S143 Q328
	Q14954905 P2534 " 0.00101_2 = 1.01_2 \times 2^{-3}" S143 Q328
	Q178546 P2534 "\begin{align}\|A\| = \begin{vmatrix} a & b\\c & d \end{vmatrix}=ad - bc .\end{align}" S143 Q328
	Q655742 P2534 "\frac{P \to Q,\; P}{\therefore Q}" S143 Q328
	Q5260649 P2534 "\tilde{S}(q,\omega) \ = \ \frac{(2\pi)\delta(q)}{q^2} \, \left[\frac{2\eta\omega}{1-e^{-\omega/T}}\right]" S143 Q328
	Q3001212 P2534 " \operatorname{supp}(A \Rightarrow 0) = P(A \and 0) = P(A)P(0\mid A) = P(0)P(A\mid 0)" S143 Q328
	Q1469453 P2534 "x\text{ quus }y= \begin{cases} x+y & \text{for }x,y <57 \\[12pt] 5 & \text{for } x\ge 57 \text{ or } y\ge57 \end{cases} " S143 Q328
	Q17147725 P2534 "\parallel P() \parallel Q() ;" S143 Q328
	Q599876 P2534 "P(N) = \frac{k}{N}." S143 Q328
	Q5067960 P2534 " \mathbf{P} \left (\left\|\frac{1}{n}\sum_{i=1}^n X_i\right\| > \varepsilon \right ) \leq 2\exp \left (-\frac{n\varepsilon^2}{ 2 (1 + \frac{\varepsilon}{3})} \right)." S143 Q328
	Q1362228 P2534 " \forall {E}\; \exists {n \in \mathbb{N}}\; , { A_{1}, A_{2}, \ldots, A_{n} \subseteq X}\left ( S \subseteq \bigcup_{i=1}^{n} A_{i} \; \mbox{ and }\; \forall {i = 1, \ldots, n}\; \mathrm{size}(A_{i}) \leq E \right ). \! " S143 Q328
	Q5962 P2534 " k = \frac{R}{N_\text{A}}.\," S143 Q328
	Q424532 P2534 "\frac{1}{2}m v_{\rm rms}^2 = \frac{3}{2}k_{\rm B} T " S143 Q328
	Q4166523 P2534 " G= \prod_{i\in I} H_i it is clear that G is the direct product of the subgroups H_{i_0} \times \prod_{i\not=i_0}H_i." S143 Q328
	Q7662035 P2534 "A(t) = [{\rm Transmitter Release}(t)/ {\rm Transmitter Release} (0)] - 1," S143 Q328
	Q5693407 P2534 "C=\prod_p\left(1-\frac{1}{p}\right)^7\left(1+\frac{7p+1}{p^2}\right) = 0.001317641... " S143 Q328
	Q17099200 P2534 "\sum_i p_i z^i = \sum_i p'_i z^i \cdot \sum_i p''_i z^i " S143 Q328
	Q286345 P2534 "ab=ba \,. " S143 Q328
	Q727898 P2534 "L = 10\ n\ \log_{10}(d)+C" S143 Q328
	Q1 P2534 "\text{Unemployment rate}=\frac{\text{Unemployed workers}}{\text{Total labor force}} \times 100\%" S143 Q328
	Q19610603 P2534 " G(z)=\int_0^\infty \frac {e^{-t^2}}{t+z} \, dt" S143 Q328
	Q1009329 P2534 "N=h-H" S143 Q328
	Q24892610 P2534 "J\frac{d^2{\theta_m}}{dt^2} = T_a = T_m - T_e '''N'''-m" S143 Q328
	Q844612 P2534 " \pi_2(x) =O\left(\frac {x(\log\log x)^2}{(\log x)^2} \right)." S143 Q328
	Q7661341 P2534 " F \mathbb{R}^n \times U \to \mathbb{R} \ , \quad \mbox{where} \quad F(\underline{x},\underline{u}) = (\underline{x} - \underline{X}) \cdot (\underline{x} - \underline{X}) \ . " S143 Q328
	Q7840425 P2534 " r = \frac{1}{Ns^2} \sum_{n=1}^{N} (x_{n,1} - \bar{x}) ( x_{n,2} - \bar{x}) ," S143 Q328
	Q7127467 P2534 "\\| f \\|_{L^{2} (E, \gamma; \mathbb{R})} = \\| j(f) \\|_{H}" S143 Q328
	Q4674711 P2534 "\underbrace{A_i\land\dots\land A_i}_i" S143 Q328
	Q977297 P2534 "\\|A\\|_1= {\rm Tr}\|A\|=\sum_k \langle (A^*A)^{1/2} \, e_k, e_k \rangle " S143 Q328
	Q7276610 P2534 "{\mathrm{R = \sqrt[4]{\frac{\displaystyle {\mathrm{\lambda^2 \, EIRP \, G_R/T \, \sigma}}}{{\mathrm{\displaystyle 64 \, \pi^3 \, k_B \, BW \, SNR}}}}}}" S143 Q328
	Q5500272 P2534 "f(x)=\lim_{k\to\infty}\left(\lim_{j\to\infty}\left(\cos(k!\pi x)\right)^{2j}\right)" S143 Q328
	Q3527102 P2534 " typical\ price = {high + low + close \over 3}" S143 Q328
	Q1136501 P2534 " \alpha_1 = (gk + 2g + k + 1)(h + j) + h - z = 0" S143 Q328
	Q5166603 P2534 "P(Z=z) = \sum_{k=-\infty}^\infty P(X=k)P(Y=z-k)." S143 Q328
	Q2555655 P2534 "\dim_{\rm box}(S) = \lim_{\varepsilon \to 0} \frac {\log N(\varepsilon)}{\log (1/\varepsilon)}." S143 Q328
	Q1747700 P2534 "Ae^{i\omega t}." S143 Q328
	Q868425 P2534 " \mathbf{F}= \mathbf{B}-\mathbf{A} = (B_x-A_x, B_y-A_y, B_z-A_z). " S143 Q328
	Q5645461 P2534 " H_3 \quad \longrightarrow \quad H_3^+ \ + \ e^- <ref>Helm H. et al. [http//books.google.de/books?id=njAjmdxOH9oC&pg=PA275\|Coupling of Bound States to Continuum States in Neutral Triatomic Hydrogen. in ''Dissociative Recombination''], ed. S. Guberman, Kluwer Academic, Plenum Publishers, USA, 275-288 (2003) ISBN 0-306-47765-3</ref>" S143 Q328
	Q1376021 P2534 " \mathbf{x} = \begin{bmatrix} x[0] \\ x[1] \\ \vdots \\ x[N-1] \end{bmatrix}." S143 Q328
	Q204072 P2534 "\Phi_\mathrm{e}." S143 Q328
	Q6549489 P2534 "f(\vec x) = g(\vec x) + C \\|\vec x\\|_1" S143 Q328
	Q1971426 P2534 "J=\Phi\,[\,\textbf{x}(t_0),t_0,\textbf{x}(t_f),t_f\,] + \int_{t_0}^{t_f} \mathcal{L}\,[\,\textbf{x}(t),\textbf{u}(t),t\,] \,\operatorname{d}t" S143 Q328
	Q5160242 P2534 "\mathcal{L}_{X}g = \lambda g" S143 Q328
	Q740190 P2534 "\frac{dx}{dt}=r+x^2." S143 Q328
	Q4200726 P2534 " ds^2 = g^R_{ij} dx^i dx^j, \, " S143 Q328
	Q6982435 P2534 "\text{minimize } J(x_{1T},u_{1T})=\int\limits_T L(x_t,u_t,t) dt" S143 Q328
	Q448916 P2534 " E(Y) = f(x)" S143 Q328
	Q356772 P2534 "G(A,B) = A \cdot B" S143 Q328
	Q6888134 P2534 " \forall patients Stroke(patient) \rightarrow Confused(patient) \land Unequal(Pupils(patient))" S143 Q328
	Q16982266 P2534 "f = PU \," S143 Q328
	Q5280764 P2534 " \lim_{s\rightarrow 1^+} \frac{\sum_{p\in A}{1\over p^s}}{\sum_{p} \frac{1}{p^s}}" S143 Q328
	Q638004 P2534 "\text{distance} = 1 \text{mile} \times \frac{30}{3600}." S143 Q328
	Q62525 P2534 "\bar{\mu}_i=\mu_i + z_iF\Phi," S143 Q328
	Q7559335 P2534 " \operatorname{somb} (\rho) = \frac{2 J_1(\pi \rho)}{\pi \rho}." S143 Q328
	Q1885380 P2534 "N_k = s_k^2 = \frac{t_k(t_k+1)}{2}." S143 Q328
	Q190891 P2534 "{{5n^2 + 5n + 2} \over 2}." S143 Q328
	Q279090 P2534 "\frac{2 f_H}{n} \le f_s \le \frac{2 f_L}{n - 1}, for any integer ''n'' satisfying 1 \le n \le \left\lfloor \frac{f_H}{f_H-f_L} \right\rfloor" S143 Q328
	Q6059504 P2534 "f(i_1,\dots,i_n) = \sum_{k=0}^n i_k f(e_k) \in I^p" S143 Q328
	Q902086 P2534 "\mu = -\frac{1}{\Phi_\mathrm{e}} \frac{\mathrm{d}\Phi_\mathrm{e}}{\mathrm{d}z}," S143 Q328
	Q4055684 P2534 "\forall x \forall y (P(f(x)) \rightarrow\neg (P(x) \rightarrow Q(f(y),x,z)))" S143 Q328
	Q4828282 P2534 " \Pr_{x,y}[C(x, y) = f(x)] = E_y[p_y] \, " S143 Q328
	Q815018 P2534 "S \leq \frac{2 \pi k R E}{\hbar c}" S143 Q328
	Q7934788 P2534 "\tau_{ij} = \frac{1}{\Omega} \sum_{k \in \Omega} \left(-m^{(k)} (u_i^{(k)}- \bar{u}_i) (u_j^{(k)}- \bar{u}_j) + \frac{1}{2} \sum_{\ell \in \Omega} ( x_i^{(\ell)} - x_i^{(k)}) f_j^{(k\ell)}\right)" S143 Q328
	Q1326965 P2534 "b^n = \underbrace{b \times \cdots \times b}_n" S143 Q328
	Q3274587 P2534 " S = \text {(WW, WB, BW, BB)} " S143 Q328
	Q5047050 P2534 " e_a = e(f_a) = e^\mu_a \partial_\mu." S143 Q328
	Q837294 P2534 "f(w) = z\," S143 Q328
	Q23925154 P2534 "\phi_{sl}=\frac{\rho_{s}(\rho_{sl} - \rho_{l})}{\rho_{sl}(\rho_{s} - \rho_{l})}" S143 Q328
	Q4791131 P2534 "S\underset{\mathrm{Spec}(R)}{\times}\mathrm{Spec}(k_t)" S143 Q328
	Q3118090 P2534 "S^1\hookrightarrow S^3\rightarrow S^2. \,\!" S143 Q328
	Q2881122 P2534 "\frac{P \to Q, Q \to R}{\therefore P \to R}" S143 Q328
	Q1230543 P2534 "\Theta=2 \arctan\left(\frac{D_f-D_i}{2 l}\right)." S143 Q328
	Q7556691 P2534 " \cos \theta_s = \sin \alpha_s = \sin \Phi \sin \delta + \cos \Phi \cos \delta \cos h" S143 Q328
	Q2895315 P2534 "\epsilon = 1 + \frac{1}{B^2}c^2 \mu_0 \rho" S143 Q328
	Q1972470 P2534 "\langle Ux, Uy \rangle_H = \langle x, y \rangle_H." S143 Q328
	Q900334 P2534 " \nu_1 = \nu_2 \left(1+\frac{GM}{r c^2}\right). " S143 Q328
	Q6519643 P2534 " \frac{12 + 144 + 20 + 3 \sqrt{4}}{7} + (5 \times 11) = 9^2+0" S143 Q328
	Q515173 P2534 "d(f(x),f(y))\leq k\,d(x,y)." S143 Q328
	Q341810 P2534 "\partial_t \boldsymbol{q} = \underline{\underline{\boldsymbol{D}}} \,\nabla^2 \boldsymbol{q} + \boldsymbol{R}(\boldsymbol{q}), " S143 Q328
	Q7573622 P2534 "\mathrm{spark}(A) = \min_{d \ne 0} \\|d\\|_0 \text{ s.t. } A d = 0. " S143 Q328
	Q2573853 P2534 "\frac{\mbox{total} \; \mbox{votes}}{\mbox{total} \; \mbox{seats}}" S143 Q328
	Q5974814 P2534 "\Delta^\text{w}_\text{o}\phi = \phi^\text{w} - \phi^\text{o} = \Delta^\text{w}_\text{o}\phi^\ominus_i + \frac{RT}{z_iF}\ln\left(\frac{a^\text{o}_i}{a^\text{w}_i}\right)," S143 Q328
	Q460922 P2534 "L = k V^2 A C_l \," S143 Q328
	Q5891327 P2534 "\bigoplus_{d=0}^\infty H^0(V, L^d)" S143 Q328
	Q353346 P2534 " E_s (entropy bits of stack top)" S143 Q328
	Q1813177 P2534 "L_p(x) = \frac{\sum_{k=1}^n x_k^p}{\sum_{k=1}^n x_k^{p-1}}." S143 Q328
	Q625001 P2534 " X=\frac{(t_1 - t_2)(t_3 - t_4)}{(t_1 - t_3)(t_2 - t_4)}. " S143 Q328
	Q2913798 P2534 "\frac{R_1+R_2}{R_1-R_2}=\frac{2 \left( n^2-1 \right)}{n+2}\left( \frac{i+o}{i-o} \right)." S143 Q328
	Q7134969 P2534 " y(n)=ax(n)+bx(n-1)+cx(n-2)" S143 Q328
	Q223722 P2534 " (1-\epsilon)(k\ln k)^{2-\epsilon}<\ln A(k)<(1+\epsilon)(k\ln k)^{2+\epsilon} for sufficiently large ''k''." S143 Q328
	Q7306402 P2534 " \epsilon = h \sin \theta" S143 Q328
	Q60354 P2534 "\mathrm{VO_2\; max} = Q \times\ (\mathrm{C_aO_2} - \mathrm{C_vO_2}), when these values are obtained during an exertion at a maximal effort." S143 Q328
	Q1398443 P2534 "\sum_{k=1}^n k^p = 1^p + 2^p + 3^p + \cdots + n^p" S143 Q328
	Q1754809 P2534 "O(A_1A_2\|B) = \Lambda(A_1A_2\|B) \cdot O(A_1A_2) ," S143 Q328
	Q223661 P2534 "x=abc+abd+acd+bcd," S143 Q328
	Q331222 P2534 "\mbox{number of samples} = (2^n)^2 = 2^{2n}." S143 Q328
	Q17005116 P2534 "m(x,y,z)=(x\vee y)\wedge(x\vee z)\wedge(y\vee z)=(x\wedge y)\vee(x\wedge z)\vee(y\wedge z)" S143 Q328
	Q899155 P2534 " \sum_{i=1}^I N_i\,\mathrm{d}\mu_i = - S\,\mathrm{d}T + V\,\mathrm{d}p \," S143 Q328
	Q840540 P2534 "(R \bowtie S) \cup ((R - \pi_{r_1, r_2, \dots, r_n}(R \bowtie S)) \times \{(\omega, \dots \omega)\})" S143 Q328
	Q41751 P2534 "T = 2 \pi \sqrt{\frac{L}{g}} \," S143 Q328
	Q638328 P2534 " G(x, \dot{x}) = 0 \, " S143 Q328
	Q161973 P2534 "\operatorname{length}(\gamma)=\int_a^b \| \gamma '(t) \| \, dt." S143 Q328
	Q18394212 P2534 "\frac{dx}{dt} = \sin(y)-bx" S143 Q328
	Q1468336 P2534 "p(z) = p_0 + g \int_{0}^{z} \rho(z) \, dz" S143 Q328
	Q6712116 P2534 "V = \frac{\alpha}{2\pi} \cdot \frac{4}{3} \pi r^3 = \frac{2}{3} \alpha r^3." S143 Q328
	Q5380796 P2534 "\int \frac{\delta Q}{T} \ge 0 where Q = ... and T = ..." S143 Q328
	Q4944923 P2534 "H^i( G/B, \, L_\lambda ) = 0 for all {{mvar\|i}};" S143 Q328
	Q7959743 P2534 " J(\mathbf{R}) = \frac{1}{2} \sum_{k=1}^{N} a_k\|\| \mathbf{w}_k - \mathbf{R} \mathbf{v}_k \|\|^2 " S143 Q328
	Q7511798 P2534 "2xc_n^\lambda(x;k) = c_{n+1}^\lambda(x;k) + c_{n-1}^\lambda(x;k) if ''n'' is not divisible by ''k''" S143 Q328
	Q501267 P2534 " \frac{H(X)}{\log_2 a} \leq \mathbb{E}S < \frac{H(X)}{\log_2 a} +1 " S143 Q328
	Q1328068 P2534 " m \ge 2j - r \qquad \qquad \mathrm{(a)} " S143 Q328
	Q1193365 P2534 "\text{up quark} \rightarrow \begin{pmatrix} 1 \\ 0 \\ 0 \end{pmatrix}, \qquad \text{down quark} \rightarrow \begin{pmatrix} 0 \\ 1 \\ 0 \end{pmatrix}, \qquad \text{strange quark} \rightarrow \begin{pmatrix} 0 \\ 0 \\ 1 \end{pmatrix}" S143 Q328
	Q6060414 P2534 "S(u) = \int_{0}^{T} L(t, u(t), \dot{u}(t)) \, \mathrm{d} t," S143 Q328
	Q5457096 P2534 "D = {-}{(1 + y) \over P} {dP \over dy}" S143 Q328
	Q1162946 P2534 "C/N=E_b/N_0\cdot\frac{f_b}{B}" S143 Q328
	Q190760 P2534 " \Delta P =\rho g (\Delta h)\," S143 Q328
	Q6813106 P2534 "f(x)= \{ \mathcal{M}^{-1} \varphi \} = \frac{1}{2 \pi i} \int_{c-i \infty}^{c+i \infty} x^{-s} \varphi(s)\, ds" S143 Q328
	Q1186877 P2534 "[T] = [Z_1][X_1][Z_2][X_2]\ldots[X_{n-1}][Z_n],\!" S143 Q328
	Q5419224 P2534 " Z = \sqrt{n}(\overline{X} - \mu)/ \sigma \sim N(0,1) " S143 Q328
	Q4680696 P2534 " A_0e^{i\phi_n^{k}} \xrightarrow{FFT} A_n^fe^{i\phi_n^{f}}" S143 Q328
	Q907306 P2534 " \epsilon \frac{\mathrm{d}^ny}{\mathrm{d}x^n} + a(x)\frac{\mathrm{d}^{n-1}y}{\mathrm{d}x^{n-1}} + \cdots + k(x)\frac{\mathrm{d}y}{\mathrm{d}x} + m(x)y= 0 ~," S143 Q328
	Q2901249 P2534 "D_B(p,q) = -\ln \left( BC(p,q) \right)" S143 Q328
	Q5205771 P2534 "P = 1 - \left[1 - \frac{L}{G}\right]^N." S143 Q328
	Q17164764 P2534 " u = \left ( \gamma , \gamma { \mathbf{v} \over c } \right ) " S143 Q328
	Q1638777 P2534 "\zeta(s,q) = \sum_{n=0}^\infty \frac{1}{(q+n)^{s}}." S143 Q328
	Q1156903 P2534 "P= \left \{[x_0,x_1],[x_1,x_2],\dots,[x_{n-1},x_{n}] \right \}, " S143 Q328
	Q5961083 P2534 "\hat{H}\|\psi_n\rangle=E_n\|\psi_n\rangle," S143 Q328
	Q5158265 P2534 "p\|\|q=p b^{l(q)}+q" S143 Q328
	Q5379515 P2534 "T_{aa}\circ \operatorname{id}_a=\operatorname{id}_{T(a)}," S143 Q328
	Q7804811 P2534 " \| \psi \rangle = \alpha \|0 \rangle + \beta \|1 \rangle,\," S143 Q328
	Q1099034 P2534 "E \alpha \Delta T" S143 Q328
	Q7226491 P2534 "\mathbb{Z}/n\mathbb{Z} \simeq \mathbb{Z}/p\mathbb{Z} \times \mathbb{Z}/q\mathbb{Z}" S143 Q328
	Q549693 P2534 "AX = \Omega_{\mathrm{e}^x} + \begin{matrix}\frac{a}{b+\frac{c}{d}}\end{matrix}" S143 Q328
	Q17093544 P2534 "u'(t) = L u(t) + N(u(t) ), \qquad u(t_0)=u_0, \qquad \qquad (1)" S143 Q328
	Q6865349 P2534 " \vdash w X, for all w X \in L" S143 Q328
	Q4681307 P2534 "a^{15} = a \times (a \times [a \times a^2]^2)^2 \! (binary, 6 multiplications)" S143 Q328
	Q186090 P2534 "y(t) = t\, x(t)" S143 Q328
	Q831483 P2534 "\delta_g = \frac{\tau c_0}{2 \cos\gamma}" S143 Q328
	Q269096 P2534 "\frac{u}{u_r} = \bigg(\frac{z}{z_r} \bigg)^\alpha" S143 Q328
	Q17099687 P2534 "L(a) x \mapsto a x \ " S143 Q328
	Q22909047 P2534 " B = {\sqrt{m-1} \over Q} " S143 Q328
	Q189520 P2534 "\mbox{forward reaction rate} = k_{+} \mathrm{A}^\alpha\mathrm{B}^\beta \,\!" S143 Q328
	Q3258154 P2534 "\int_{-\infty}^{\infty} \delta(w)e^{-jwt} \, \operatorname{d}w = 1 \, ? " S143 Q328
	Q6889371 P2534 "\cfrac{\text {gain or loss}}{\text {average capital}}= \cfrac{ EMV - BMV - F}{ BMV+ \sum_{i=1}^n W_i \times F_i}" S143 Q328
	Q4454958 P2534 "R_A(x) = \frac{(Ax, x)}{(x,x)}" S143 Q328
	Q375479 P2534 "M_{e,\lambda}(\lambda, T) = \frac{c_1 \lambda^{-5}}{\exp\left(\frac{c_2}{\lambda T}\right) - 1}." S143 Q328
	Q565186 P2534 "C_H^d(S)=\inf\Bigl\{\sum_i r_i^d\text{ there is a cover of } S\text{ by balls with radii }r_i>0\Bigr\}." S143 Q328
	Q7635090 P2534 "{w}_{m}= \epsilon_{cf}s_m" S143 Q328
	Q17007968 P2534 "\left(-\frac{\nabla^2}{2}+\frac{Z}{r}\right) \psi_{\vec{k}}(\vec{r}) = \frac{k^2}{2} \psi_{\vec{k}}(\vec{r}) \,," S143 Q328
	Q4555178 P2534 "P = p(x,D) = \sum_{\|\alpha\|\le k} a_\alpha(x) D^\alpha." S143 Q328
	Q239224 P2534 "S = {1 \over 2\kappa} \int R \sqrt{-g} \, \mathrm{d}^4x \;," S143 Q328
	Q5018897 P2534 " C=\lim_{h\to 0} \frac{\text{Distance}(P,P^*)}{h}" S143 Q328
	Q15079586 P2534 " f_i(s)=\tilde{f}_i \left( s_i,\sum_{j=1}^n s_j \right) " S143 Q328
	Q2448949 P2534 "3.140\dots\!" S143 Q328
	Q1048005 P2534 " f(x_1,\ x_2,\ x_3,\ \dots,\ x_N,\ t)=0, \, " S143 Q328
	Q6556126 P2534 "S = \frac{1}{4\pi}\int d^2x\sqrt{-g} \left[ \left( b+ b^{-1} \right)\Phi R + \left( \nabla\Phi \right)^2 + 4\pi \mu e^{2b\Phi} \right]," S143 Q328
	Q571946 P2534 "A_{eff} = \frac {P_o}{PFD} \, ." S143 Q328
	Q1665386 P2534 "\mathrm{INL} = \max_{0 \le c \le c_{\max}} \left\| V_{\mathrm{out}}[c] - V_{\mathrm{out}}[0] - c \cdot m \right\|" S143 Q328
	Q190056 P2534 "(x_1,x_2,x_3)\cdot (y_1,y_2,y_3) = x_1y_1+x_2y_2+x_3y_3." S143 Q328
	Q1785085 P2534 "\left(\frac{\partial z}{\partial x}(x,y),\frac{\partial z}{\partial y}(x,y),-1\right).\," S143 Q328
	Q2075125 P2534 " g_i(x) \leq 0 , h_j(x) = 0" S143 Q328
	Q5907932 P2534 "p_i=\mathrm{Pr}(X=i),\quad i=0,1,2" S143 Q328
	Q3527077 P2534 "x_T = \sum_{i\in T}x_{\{i\}}," S143 Q328
	Q3302775 P2534 "V(x(0), 0) = \min_u \left\{ \int_0^T C[x(t),u(t)]\,dt + D[x(T)] \right\}" S143 Q328
	Q7370888 P2534 "\mathrm{d} Y^i_t = \sum^d_{j=1} V^i_j(Y_t) \, \mathrm{d}X^j_t. " S143 Q328
	Q357010 P2534 "C = \varepsilon \cdot \frac{A}{d}" S143 Q328
	Q526790 P2534 "\left [ \hat{O}_{ij} , \hat{O}_{k \ell} \right ] = \delta_{jk} \hat{O}_{i \ell} - \delta_{i \ell} \hat{O}_{kj}" S143 Q328
	Q140770 P2534 "\exp\left( \left(\sqrt[3]{\frac{64}{9}} + o(1)\right)(\ln n)^{\frac{1}{3}}(\ln \ln n)^{\frac{2}{3}}\right) =L_n\left[\frac{1}{3},\sqrt[3]{\frac{64}{9}}\right]" S143 Q328
	Q1486643 P2534 "1 = \frac{1}{2}+\frac{1}{6}+\frac{1}{12}\cdots=\sum_{i=1}^{\infty} \frac{1}{i(i+1)}." S143 Q328
	Q2313686 P2534 "n'=(3\cdot n^2 - 2\cdot n^3) \ \bmod{10^{2k}}\, ." S143 Q328
	Q1186228 P2534 " X\boxtimes X^* \boxtimes \cdots \boxtimes X,\,\, X^\boxtimes X \boxtimes \cdots \boxtimes X^, \,\, X^* \boxtimes X \boxtimes \cdots \boxtimes X,\,\, X\boxtimes X^* \boxtimes \cdots \boxtimes X^*." S143 Q328
	Q5161003 P2534 "y^2 - x^2 = z^2 - y^2." S143 Q328
	Q1196572 P2534 " T_c \approx \frac{1}{D_s}" S143 Q328
	Q2402984 P2534 "C_\mathrm{cal} = \frac{\Delta{H}}{\Delta{T}}" S143 Q328
	Q39297 P2534 "\iiint\limits_D 1 \,dx\,dy\,dz." S143 Q328
	Q7676085 P2534 " \operatorname{TVaR}_{\alpha}(X) = \operatorname{E} [-X\|X \leq -\operatorname{VaR}_{\alpha}(X)] = \operatorname{E} [-X \| X \leq x^{\alpha}] ," S143 Q328
	Q5957904 P2534 "\bigg({\Bbb H}\backslash 0\bigg)/{\Bbb Z} " S143 Q328
	Q176501 P2534 "T1 = \frac{a_1}{\sum_{h=1}^{H}{a_h}}" S143 Q328
	Q2190991 P2534 "\omega = dp \wedge dq" S143 Q328
	Q2813419 P2534 " n_0 + n_1 \zeta + n_2 \zeta^2 + ... + n_{m-1} \zeta^{m-1}\ " S143 Q328
	Q5583482 P2534 "\hat{P}(''E''<sub>1</sub> × ''E''<sub>2</sub> × … ''E''<sub>''n''</sub> × Ω × Ω × Ω × …) = ''P''(''E''<sub>1</sub>)⋅''P''(''E''<sub>2</sub>)⋅ … ⋅''P''(''E''<sub>''n''</sub>)⋅''P''(Ω)⋅''P''(Ω)⋅''P''(Ω)⋅ … = ''P''(''E''<sub>1</sub>)⋅''P''(''E''<sub>2</sub>)⋅ … ⋅''P''(''E''<sub>''n''</sub>), since ''P''(Ω) = 1." S143 Q328
	Q312588 P2534 " 2 d\sin\theta=n\lambda \,," S143 Q328
	Q1662393 P2534 "\frac{P}{P_0} = 0.066 \left( \left( \tau - \tau_s \right)^{-0.2} - \tau^{-0.2} \right)" S143 Q328
	Q3517831 P2534 "h_c = convective heat transfer coefficient" S143 Q328
	Q1754002 P2534 "V_{TN} = V_{TO} + \gamma ( \sqrt{ \| {V_{SB} + 2\phi_{F} \| } } - \sqrt{ \| 2\phi_{F} \| } )" S143 Q328
	Q1511415 P2534 " R_{\zeta} = \left( \zeta I - T \right)^{-1}." S143 Q328
	Q545724 P2534 "d(a,b) = \log \underset{p \in J}{\max} (pa/pb) + \log \underset{q \in J}{\max} (qb/qa) ." S143 Q328
	Q2705070 P2534 "S \in \operatorname{Sp}(2n,F) \quad \text{iff} \quad S^\text{T}\Omega S = \Omega" S143 Q328
	Q107061 P2534 "A =\frac{p \cdot q}{2}." S143 Q328
	Q1531713 P2534 "\prod_v \|x\|_v = 1.\ " S143 Q328
	Q910361 P2534 "\forall y ( \forall x Pxy \to Pty)" S143 Q328
	Q5659675 P2534 "\frac{1-(-1)^m}{2} \le c \le \frac{(m-1)(m-2)}{2}+1.\ " S143 Q328
	Q2661866 P2534 "x^y + y^x" S143 Q328
	Q209402 P2534 " \mu_z = \gamma S_z = \gamma m\hbar." S143 Q328
	Q579978 P2534 "\int_M K\;dA+\int_{\partial M}k_g\;ds=2\pi\chi(M), \, " S143 Q328
	Q1190146 P2534 "\mbox{Intensity} \ \propto \ \frac{1}{\mbox{distance}^2} \, " S143 Q328
	Q3976569 P2534 "a_1 = 1. " S143 Q328
	Q17098224 P2534 " \epsilon y'' + (1+\epsilon) y' + y = 0," S143 Q328
	Q17022447 P2534 "X = K_H P " S143 Q328
	Q6784057 P2534 "m = \frac{\sqrt{E^2 - \left(p c\right)^2}}{c^2} " S143 Q328
	Q5506661 P2534 "f M \to X" S143 Q328
	Q3505288 P2534 " F(x,y,z)=0 " S143 Q328
	Q7961511 P2534 "\scriptstyle 0\,\rightarrowtail\, A" S143 Q328
	Q8214677 P2534 "f(x,y)=0\, for all y \in V." S143 Q328
	Q511263 P2534 "\theta_\text{max} = \arccos \biggl(1 - \frac{\lambda}{2 L} \biggr)," S143 Q328
	Q2088891 P2534 " 2 \text{ } H_2 O \text{ } \stackrel {\mathrm{photon\,energy}\, > 1.23 eV} {\rightleftharpoons} \text{ } 2 \text{ } H_2 + \text{ } O_2" S143 Q328
	Q630650 P2534 "\Delta(z)= \sum_{n>0}\tau(n)q^n=q\prod_{n>0}\left (1-q^n \right)^{24} = q-24q^2+252q^3- 1472q^4 + 4830q^5-\cdots," S143 Q328
	Q19842966 P2534 "\mathcal{A} \equiv -\frac{\partial\mathcal{L}}{\partial(\partial_t \theta)} = +\frac{\partial\mathcal{L}}{\partial\omega} {{pad\|2em}} and {{pad\|2em}} \boldsymbol{\mathcal{B}} \equiv -\frac{\partial\mathcal{L}}{\partial(\boldsymbol{\nabla}\theta)} = -\frac{\partial\mathcal{L}}{\partial\boldsymbol{k}}" S143 Q328
	Q2006678 P2534 "\scriptstyle{\scriptstyle{\rm cost}}\approx \Big(\big(\frac{r}{1-(1+r)^{-N}} +r_{\rm PT}\big)" S143 Q328
	Q131857 P2534 "\eta = \frac{1}{2}\left(\frac{\partial^2 E}{\partial N^2}\right)_Z." S143 Q328
	Q7458629 P2534 " \mathbf{F} = q (\mathbf{E} + \mathbf{v} \times \mathbf{B})," S143 Q328
	Q2912089 P2534 " f(x)=x^{1/x}.\,<ref>{{cite web" S143 Q328
	Q4661001 P2534 " \Delta S = R ln \sigma " S143 Q328
	Q4008396 P2534 " x\ast (x\ast y)= y\ast (y\ast x)" S143 Q328
	Q929568 P2534 "X_0 \rightarrow Hc + X(t)" S143 Q328
	Q9357415 P2534 "{}^{2S+1}\!\Lambda^{(+/-)}_{\Omega,(g/u)}" S143 Q328
	Q6017765 P2534 "\mathbf{Denote}_{\mathtt{S}} \equiv \lim_{i \to \infty} \mathbf{progression}_{\mathtt{S}^i}(\bot_\mathtt{S})" S143 Q328
	Q247978 P2534 " \textrm{Magnification} = \frac{1}{(1-(\frac{t}{n})P)}\cdot \frac{1}{(1-hF)} " S143 Q328
	Q242188 P2534 "\mathbf{AB} = \mathbf{BA} = \mathbf{I}_n \ " S143 Q328
	Q5153620 P2534 "\mathbf{w}={\arg \max}_\mathbf{w} \frac{ \left\\| \mathbf{wX}_1 \right\\| ^2 } { \left\\| \mathbf{wX}_2 \right\\| ^2 }" S143 Q328
	Q51374 P2534 "\sigma = \frac{2\pi^5k_{\rm B}^4}{15h^3c^2} = \frac{\pi^2k_{\rm B}^4}{60\hbar^3c^2} = 5.670373(21) \, \cdot 10^{-8}\ \textrm{J}\,\textrm{m}^{-2}\,\textrm{s}^{-1}\,\textrm{K}^{-4} " S143 Q328
	Q7512618 P2534 "\mathrm{SNR}=\frac{3 \times 2^{2n}}{1+4P_e \times (2^{2n} - 1)} \frac{m_m(t)^2}{m_p(t)^2}" S143 Q328
	Q1505529 P2534 "f(w)={1\over 2\pi i} \int_\Beta {f(z) \, dz\over z-w}" S143 Q328
	Q3775955 P2534 " G_{\mu\nu} = \frac{ 8 \pi G }{ c^4 } \left\langle \hat T_{\mu\nu} \right\rangle_\psi " S143 Q328
	Q33198 P2534 "S= \frac{c^3kA}{4\hbar G}" S143 Q328
	Q226843 P2534 "x(u,v)= \left(1+\frac{v}{2} \cos \frac{u}{2}\right)\cos u" S143 Q328
	Q7803014 P2534 "J_{\varepsilon} (S) = \int_{S} e^{- F(x) / \varepsilon} \, \mathrm{d} \mu_{\varepsilon} (x)" S143 Q328
	Q6024412 P2534 " I= \frac{\frac{N}{S_{0}} \sum_{i}{\sum_{j}{W_{ij}Z_{i}Z_{j}}}}{\sum_{i}{Z_{i}^{2}}} " S143 Q328
	Q4739384 P2534 "f'\circ f = g' \circ g. \, " S143 Q328
	Q13520655 P2534 "n!! = \prod_{k=0}^m (n-2k) = n (n-2) (n-4) \cdots " S143 Q328
	Q25212873 P2534 "\mathsf{Adv}_{H_i, H_{i+1}}^{\mathsf{dist}}(\mathbf{A}) = \left\|\Pr[x \stackrel{\$}{\gets} H_i \mathbf{A}(x)=1] - \Pr[x \stackrel{\$}{\gets} H_{i+1} \mathbf{A}(x)=1] \right\|," S143 Q328
	Q1321469 P2534 "(a, \infty) = \{ x \mid a < x\}" S143 Q328
	Q966582 P2534 "\log_{10}120=\log_{10}(10^2\times 1.2)=2+\log_{10}1.2\approx2+0.07918." S143 Q328
	Q6590011 P2534 " Y^{\prime}[\sigma f] \to Y^{\prime}[\sigma]" S143 Q328Q17153096 P2534 " GL(4,\mathbb R) \to SO(4) " S143 Q328
	Q5958629 P2534 "\\| x(t) \\| < k_1 \\|x(0)\\| + k_2, \, \forall t \ge 0 " S143 Q328
	Q5754508 P2534 " T_{tot} = \frac{4}{28} + 2 + \frac{1.5 \times 28}{2} \left(\frac{1}{2.5} \right)" S143 Q328
	Q2622756 P2534 "X_w(a,b)=\frac{1}{\|a\|^{1/2}} \int_{-\infty}^{\infty} x(t)\overline\psi\left(\frac{t-b}{a}\right)\, dt" S143 Q328
	Q18822 P2534 "(x-x_i)^2 + (y-y_i)^2 + (z-z_i)^2 = \bigl([ \tilde{t}_i - b - s_i]c\bigr)^2, \; i=1,2,\dots,n" S143 Q328
	Q5282795 P2534 "<math chem>\ce{Rate_{overall}} = \left(\frac{k_2[\ce L'][Int]}{{k_{-1}[\ce L][Int]}+k_2[\ce L'][Int]}\right)({k_1 [\ce{L_\mathit{n}M-L}]}) = \frac{k_1 k_2[\ce L'][\ce{L_\mathit{n}M-L}]}{{k_{-1}[\ce L]}+k_2[\ce L']}" S143 Q328
	Q14369636 P2534 " \frac{-y_1}{f} = \frac{x_1}{x_3} or y_1 = -\frac{f \, x_1}{x_3} " S143 Q328
	Q2656522 P2534 " D \cap S = \partial\!D." S143 Q328
	Q254532 P2534 " 4 \pi \left(\frac{180}{\pi}\right)^2 \, \mathrm{deg^2} = \frac{360^2}{\pi}\,\, \mathrm{deg^2} = \frac{129\,600}{\pi} \,\, \mathrm{deg^2} \simeq 41\,252.96 \,\, \mathrm{deg^2}" S143 Q328
	Q17106021 P2534 "H = z+y+\frac{v^2}{2g} &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <big>'''Equation 1'''</big>" S143 Q328
	Q4983377 P2534 "\frac{\partial S}{\partial t} = U(S)\frac{\partial S}{\partial x}" S143 Q328
	Q125539 P2534 " i_{\ast} T_p S \to T_p M." S143 Q328
	Q186588 P2534 " Y_t =\alpha_0+\alpha_1 Y_{t-1}+\alpha_2 Y_{t-2}+\cdots+\alpha_p Y_{t-p}+\varepsilon_t\, " S143 Q328
	Q7835418 P2534 " \varepsilon \; = \; \frac {2r - 1}{(r - 1)^2} = \; \frac{a^2 - b^2}{b^2} \; " S143 Q328
	Q7443700 P2534 "\gamma _2 = \gamma _1 - P(\lambda _1 ) \, " S143 Q328
	Q25236 P2534 " \mathrm{1 ~ W = 1 ~ \frac{J}{s} = 1 ~ \frac{N \cdot m}{s} = 1 ~ \frac{kg \cdot m^2}{s^3}}" S143 Q328
	Q2566274 P2534 " EI = \frac{{\textrm{MYSI} + \textrm{EYSI}}} {2}" S143 Q328
	Q5891835 P2534 "\Psi(u_1,u_2,\dots,u_m, J^k_f)=0\!\," S143 Q328
	Q7390389 P2534 "e^{-sT}\dot{=}\frac{(sT)^{2}-6sT+12}{(sT)^{2}+6sT+12}" S143 Q328
	Q6791820 P2534 " D_L \ = \ R_0r_1(1+z) = \frac{c}{H_0q_0^2} \left[q_0z+(q_0-1)(-1+\sqrt{1+2q_0z})\right]" S143 Q328
	Q17144425 P2534 "\beta^+=\frac{\operatorname{Cov}(r_i,r_m \mid r_m>u_m)}{\operatorname{Var}(r_m \mid r_m>u_m)}" S143 Q328
	Q7269034 P2534 " a(\omega b)=(a\omega)b,\ \forall a,b\in A,\ \omega\in\Omega^1." S143 Q328
	Q7564751 P2534 "I = pv" S143 Q328
	Q147572 P2534 "\frac{L}{\mathrm{circumference}}=\frac{\theta}{2\pi}.\,\!" S143 Q328
	Q1569889 P2534 "\omega_{H} = \sqrt{\gamma\frac{A^2}{m} \frac{P_0}{V_0}} ([[radian\|rad]]/s)," S143 Q328
	Q2010006 P2534 " f(x) = f(x_1) + \cfrac{x-x_1}{\rho(x_1,x_2) + \cfrac{x-x_2}{\rho_2(x_1,x_2,x_3) - f(x_1) + \cfrac{x-x_3}{\rho_3(x_1,x_2,x_3,x_4) - \rho(x_1,x_2) + \cdots}}} " S143 Q328
	Q171340 P2534 " \mathbf{B}(\mathbf{r}) = \frac{\mu_0}{4\pi}\int_C \frac{I d\mathbf l\times\mathbf{\hat r'}}{\|\mathbf{r'}\|^2}" S143 Q328
	Q462095 P2534 "A(S,i)=\|S\| + \sum_{j} \left(B(S\cap X_j, j,i) - \|S\cap X_j\|\right)" S143 Q328
	Q17104959 P2534 " \ln[1+Z_q(V_o,T)]=\frac{V_o}{2\pi^2}\sum_{n=1}^{\infty}\frac{1}{n}\int_0^{\infty}dm \int_0^{\infty}dp \, p^2 \rho(n;m)[1+(q-1)\beta \sqrt{p^2+m^2}]^{-\frac{nq}{(q-1)}} \,." S143 Q328
	Q384169 P2534 "2f_1 - f_2, 3f_1 - 2f_2, \ldots, f_1 - k(f_2 - f_1)" S143 Q328
	Q4681343 P2534 "X \coprod Y \to X \prod Y" S143 Q328
	Q215612 P2534 " \eta_{therm}=\frac{\dot{W}_{thermal}-\dot{W}_{}}{\dot{Q}_{in}} \approx \frac{\dot{W}_{turb}}{\dot{Q}_{in}}." S143 Q328
	Q2590607 P2534 "\begin{pmatrix}h & 0\\0 & -h\end{pmatrix}\begin{pmatrix}0 & 1\\-1 & 0\end{pmatrix} = \begin{pmatrix}0 & h\\h & 0\end{pmatrix}." S143 Q328
	Q3354602 P2534 "h(x)=1/x-\lfloor 1/x \rfloor.\," S143 Q328
	Q2823748 P2534 " -\frac{dN}{dt}= \lambda N" S143 Q328
	Q16928506 P2534 "\lim_{r \rightarrow 1-} (1-r) \sum_{n=1}^\infty \frac{n a_n r^n}{1-r^n} = A . \, " S143 Q328
	Q837771 P2534 "x^3 + y^3 - 3 a x y = 0 \,." S143 Q328
	Q1262682 P2534 "\displaystyle K_X = f^*(K_Y)+\sum_i a_iE_i" S143 Q328
	Q2994932 P2534 "f'(0) = 1.\," S143 Q328
	Q16000060 P2534 "v_r=-\frac12 \alpha r," S143 Q328
	Q1377019 P2534 "Population_{t+1} = Population_t + Natural increase_t + Net migration_t" S143 Q328
	Q1053304 P2534 "\operatorname{Majority} \left ( p_1,\dots,p_n \right ) = \left \lfloor \frac{1}{2} + \frac{\left(\sum_{i=1}^n p_i\right) - 1/2}{n} \right \rfloor. " S143 Q328
	Q899044 P2534 "F_\nu(H)=\overline{\bigoplus_{n=0}^{\infty}S_\nu H^{\otimes n}} ~." S143 Q328
	Q7595770 P2534 "p\ " S143 Q328
	Q1767128 P2534 "x_1=6,\ \ x_2=9,\ \ x_3=3,\ \ x_4=8,\," S143 Q328
	Q423189 P2534 "\int {1 \over x}\,dx = \ln \left\|x \right\| + C" S143 Q328
	Q7302492 P2534 " \left(\frac{p}{q}\right) \left(\frac{q}{p}\right) = (-1)^{\frac{p-1}{2}\frac{q-1}{2}}." S143 Q328
	Q756747 P2534 "z^n = 1. " S143 Q328
	Q470981 P2534 " \forall x\,(x \neq \varnothing \rightarrow \exists y \in x\,(y \cap x = \varnothing))." S143 Q328
	Q7958522 P2534 " \|W\rangle = \frac{1}{\sqrt{3}}(\|001\rangle + \|010\rangle + \|100\rangle)" S143 Q328
	Q7550132 P2534 "\iint_\Omega \left (g (Dh) + (Dg) h \right ) \, dx \, dy = \lim_{n\to 0} \iint_\Omega \left (g (Dh_n) + (Dg) h_n \right ) \, dx \, dy =0." S143 Q328
	Q17027555 P2534 "\displaystyle{-f(rx)\ge -{1-r\over (1+r)^{n-1}} f(0),}" S143 Q328
	Q1307834 P2534 " \{a \vee b, \neg a \vee c, \neg c \vee d, a\}" S143 Q328
	Q2083758 P2534 " a = \frac{v_e^2}{2l} " S143 Q328
	Q989886 P2534 "1s^2\, 2s^2\, 2p^2\, ^3P_0\,.<ref>Striganov, 1968, pp. 83, 121, 155.</ref>" S143 Q328
	Q729923 P2534 "D = \frac{w^{2}}{4t_{D}}" S143 Q328
	Q1413959 P2534 "pK_w = -\log ( [\mathrm{H}^+] [\mathrm{OH}^-] )" S143 Q328
	Q7168642 P2534 "f_c(z)=z^2+c\," S143 Q328
	Q17087181 P2534 " R_B(x)= \sum_{k=0}^\infty r_k(B) x^k" S143 Q328
	Q1634792 P2534 "<math chem> K_a = \frac \ce{[H+][A^-]}\ce{[HA]}" S143 Q328
	Q5166604 P2534 " (a,f,b)(n,i,e)(d,s,\#)(\#,h,\#)" S143 Q328
	Q288524 P2534 "\omega_G(X_g) = (T_g L_g)^{-1} X_g " S143 Q328
	Q1119094 P2534 "f(\zeta) = \int_{-\infty}^\infty F(x)e^{i x \zeta}\,dx" S143 Q328
	Q7309603 P2534 "M=\{x\in R\mid RxR\text{ is a von Neumann regular ideal }\}." S143 Q328
	Q181658 P2534 " pF = 2E = qV.\," S143 Q328
	Q1738394 P2534 " typical\ price = {high + low + close \over 3}" S143 Q328
	Q10615255 P2534 " \Delta = \frac{1}{2} (a+b+c) r = s r, {{spaces\|4}} and {{spaces\|4}} r=\frac{\Delta}{s}," S143 Q328
	Q7604349 P2534 "\mathrm{SCL} R_{i,t} - R_{f} = \alpha_i + \beta_i\, ( R_{M,t} - R_{f} ) + \epsilon_{i,t} " S143 Q328
	Q3194154 P2534 "e_{\langle p \rangle} = \frac{\mathrm{d} Q/Q}{\mathrm{d} P/P}" S143 Q328
	Q1023978 P2534 "\chi=V-E+F=2\ " S143 Q328
	Q526581 P2534 " \int \| K(x, y) \|^2 dy < \infty " S143 Q328
	Q4771260 P2534 "d = {{2D^2}\over{\lambda}}," S143 Q328
	Q17098604 P2534 "\frac{m}{s}." S143 Q328
	Q6987233 P2534 "P_{sys} = mv + (-m)v = [m+(-m)]v = 0\times v = 0." S143 Q328
	Q5469970 P2534 "e(F(x,y)) = F(e(x), e(y)).\ " S143 Q328
	Q622669 P2534 "\phi = \frac{V_\mathrm{V}}{V_\mathrm{T}}" S143 Q328
	Q7614401 P2534 "\Delta(t) = -2t+5-2t^{-1}, \," S143 Q328
	Q5065827 P2534 "a_{6}=a_{7};" S143 Q328
	Q17141637 P2534 " {\frac{\pi}{n}},\psi." S143 Q328
	Q1091024 P2534 " A^{-1}(D)+x_0=A^{-1}(D+Ax_0) \,\!" S143 Q328
	Q1493853 P2534 " \{\langle X_1, X_2, ...., X_n \rangle \mid p(\langle X_1, X_2, ...., X_n\rangle) \} " S143 Q328
	Q33558 P2534 "{U\over V} = \frac{8\pi^5(kT)^4}{15 (hc)^3}," S143 Q328Q1417104 P2534 "f(-x) = \overline{f(x)}" S143 Q328
	Q631538 P2534 "\vec r \cdot \vec n_0 - d = 0.\," S143 Q328
	Q7333126 P2534 "\chi(D) = \chi(0) +\tfrac{1}{2} D . (D - K) \," S143 Q328
	Q927766 P2534 "I_{sp} = \frac{C_0 \cdot V_e}{g_n}" S143 Q328
	Q5500249 P2534 " A = L^\infty(\mathbb{R},\mu),\phi(f) = \int f(t)\,d\mu(t)." S143 Q328
	Q1228952 P2534 "Y_j= \sum _{i=-\tfrac{m-1}2}^{\tfrac{m-1}2}C_i\, y_{j+i},\qquad \frac{m+1}{2} \le j \le n-\frac{m-1}{2}" S143 Q328
	Q7510558 P2534 " \frac{\text{people} \times \text{hours}}{\text{bridges}} = \text{man hours per bridge}" S143 Q328
	Q11536200 P2534 "\mathcal{L}\mathcal{H} \to \mathcal{H}" S143 Q328
	Q620602 P2534 "f(x,y)\approx f(a,b)+\frac{\partial f}{\partial x} (a,b)(x-a)+\frac{\partial f}{\partial y}(a,b)(y-b)." S143 Q328
	Q905977 P2534 " \kappa < \operatorname{cf}(2^\kappa)\," S143 Q328
	Q4657739 P2534 "\text{new width} = \left\lfloor\sqrt{\tfrac{\text{target pixel count} \times \text{original width}}{\text{original height}}}\right\rfloor" S143 Q328
	Q744737 P2534 "\ \|y[n]\| \leq B \quad \forall n \in \mathbb{Z} for discrete-time signals, or" S143 Q328
	Q4906758 P2534 "\displaystyle P_n(x;a,b,c;q)={}_3\phi_2(q^{-n},abq^{n+1},x;aq,cq;q,q) " S143 Q328
	Q385989 P2534 "FWER = P\left\{ \bigcup_{i=1}^{m_0}\left(p_{i}\leq\frac{\alpha}{m}\right)\right\} \leq\sum_{i=1}^{m_0}\left\{P\left(p_{i}\leq\frac{\alpha}{m}\right)\right\}\leq m_{0}\frac{\alpha}{m}\leq m\frac{\alpha}{m}=\alpha" S143 Q328
	Q7076138 P2534 "\frac{Du}{Dt} = -\frac{1}{\rho} \frac{\partial p}{\partial x} + f v + \frac{1}{\rho} \frac{\partial \tau_x}{\partial z}" S143 Q328
	Q827688 P2534 "\Delta\varphi=f" S143 Q328
	Q245627 P2534 "\mathrm{H_{\mathrm{hp}}}(s) = \frac{ s \tau_c }{ 1 + s \tau_c } \; ," S143 Q328
	Q6664277 P2534 "2^{n-4}+2^{\lfloor (n-4)/2\rfloor}." S143 Q328
	Q2555508 P2534 "T = n_\text{t} - n_\bar{\text{t}}" S143 Q328
	Q5571804 P2534 " <M> can be calculated by" S143 Q328
	Q1373827 P2534 " T_2=T_1e^{\mu_s\beta} \, " S143 Q328
	Q5062222 P2534 " u_{X \otimes Y} = (1 \otimes u_Y)(u_X \otimes 1)" S143 Q328
	Q17011388 P2534 "F(N,V,T)= -k_{B}T\ln Q=-k_{B}T\ln\left(\frac{V^{N}}{\Lambda^{dN}N!}\right)-k_{B}T \ln{\int ds^{N}\exp[-\beta U(s^{N};L)]}=" S143 Q328
	Q4331879 P2534 " R_{i} is the return in scenario i;" S143 Q328
	Q371730 P2534 "f = \bigl\{(a,i) \mid i \in \{0,1\} \wedge a \in A_i \bigr\} ," S143 Q328
	Q7886967 P2534 "\mathbf{\nabla}\cdot(\epsilon\mathbf{\nabla}\varphi)= -4\pi\rho_f" S143 Q328
	Q5401384 P2534 " H \rightarrow 0, \, " S143 Q328
	Q2166240 P2534 " T(s)=\gamma'(s),\quad T'(s)=k(s)N(s),\quad R(s)=\frac{1}{\left\|k(s)\right\|}." S143 Q328
	Q2276721 P2534 "f X \to Y\," S143 Q328
	Q5532386 P2534 "p is the frequency of allele A1" S143 Q328
	Q7782351 P2534 "x_1 = \frac{\det(A_1)}{\det(A)}, \qquad x_2 = \frac{\det(A_2)}{\det(A)} , \qquad \dots , \qquad x_n = \frac{\det(A_n)}{\det(A)}," S143 Q328
	Q852586 P2534 "e = [2; 1, 2, 1, 1, 4, 1, 1, 6, 1, 1, 8, 1, 1, \ldots, 2n, 1, 1, \ldots]. \," S143 Q328
	Q5526349 P2534 "p=\frac{h}{2L}\sqrt{n_x^2+n_y^2+n_z^2} \qquad \qquad n_x,n_y,n_z=1,2,3,\ldots " S143 Q328
	Q7858698 P2534 " f(x)={{x^3}-9x} \!\ " S143 Q328
	Q26240 P2534 "v = \frac{dx}{dt}&nbsp; (definition of [[velocity]])" S143 Q328
	Q6029720 P2534 "f(t)=(f_1(t),f_2(t),f_3(t),\ldots) \, " S143 Q328
	Q2523239 P2534 " I_c = \{j \mid \exists x \in s j = c + x\} \, " S143 Q328
	Q847784 P2534 " z = \frac{1}{2} \log F " S143 Q328
	Q5304818 P2534 "M_{dd} + \frac{c_{l,design}}{10} + \frac{t}{c} = K" S143 Q328
	Q7881414 P2534 "\pi(\mathbf{r}^N) = \frac{w(\textbf{r}^N) \exp{\left(- \frac{U (\mathbf{r}^N)}{k_B T} \right)}} {\int{w(\mathbf{r^\prime}^N) \exp{\left(-\frac{U (\mathbf{r^\prime}^N)}{k_B T} \right)} d\mathbf{r^\prime}^N}}," S143 Q328
	Q5520378 P2534 " \hat{\tau} = isospin transition matrix which turn protons to neutrons and vise-versa" S143 Q328
	Q902719 P2534 "m 2^X \rightarrow [0,1] \,\!" S143 Q328
	Q4760300 P2534 "0 \to \operatorname{Der}_B(C, M) \to \operatorname{Der}_A(C, M) \to \operatorname{Der}_A(B, M)." S143 Q328
	Q1191722 P2534 "e^X = \sum_{k=0}^\infty{1 \over k!}X^k." S143 Q328
	Q15854269 P2534 "f(x)=ax+b," S143 Q328
	Q5615499 P2534 "h_{0} = hash(A_{x}\; \|\|\; L\; \|\|\; ts\; \|\|\; K_{s})" S143 Q328
	Q7448234 P2534 "(\forall x,y)\ (\exists z)\ {\rm multiply}(x,y,z)." S143 Q328
	Q739536 P2534 "n=\sqrt{\epsilon_r}=\sqrt{2-\left ( \frac{r}{R}\right ) ^2}" S143 Q328
	Q5788637 P2534 " \frac{\partial p}{\partial t} = 0 \quad \text{for all } t." S143 Q328
	Q17145678 P2534 " P(spike\|\mathbf{s}^K) = P(spike)f(\mathbf{s}^K)" S143 Q328
	Q5176629 P2534 "\mathrm{count}[j, h_j(i)] - \frac{N - \mathrm{count}[j, h_j(i)]}{w - 1}" S143 Q328
	Q7309594 P2534 "P(A\|B)=\frac{P(A\cap B)}{P(B)}." S143 Q328
	Q15221944 P2534 "2H_{2}O_{2(aq)} \longrightarrow 2H_{2}O_{(l)} + O_{2(g)}" S143 Q328
	Q1151839 P2534 "V = \sum_{i=1}^n \pi(p_i)v(x_i)" S143 Q328
	Q17007762 P2534 "\left(\binom{2n-2}{n-1}/n!\right)^2." S143 Q328
	Q3150401 P2534 "\left(\frac{x_\mathrm{m}}{x}\right)^\alpha" S143 Q328Q3563175 P2534 " 1 + \frac{1}{2} + \frac{1}{3} + \cdots + \frac{1}{n}" S143 Q328
	Q5495242 P2534 "\widehat{f}(a/p)=\widehat{f_p}(a)). " S143 Q328
	Q7243047 P2534 "1 + \sum_{i=1}^k (4\log_2 p_i - 4) = -4k + 4\log_2 p_1\cdots p_k \leq 4\log_2 p - 4," S143 Q328
	Q3343095 P2534 "\frac{b^{p - 1} - 1}{p}" S143 Q328
	Q62912 P2534 "d = \sqrt{(x_2-x_1)^2 + (y_2-y_1)^2}." S143 Q328
	Q7051756 P2534 " X\|T \sim N(\mu,1 /(\lambda T)) \,\! , " S143 Q328
	Q17015416 P2534 "f(x;b,s,\beta) = \frac{bse^{bx}\beta^{s}}{\left(\beta-1+e^{bx}\right)^{s+1}}" S143 Q328
	Q165495 P2534 "T_{1} reads x on A and writes y on B, i.e., T_{1} = R_{1A}(x) W_{1B}(y) when using notation common for concurrency control." S143 Q328
	Q840247 P2534 "X = \lbrace x_i \| i \in I_v \rbrace," S143 Q328
	Q901815 P2534 "\mathrm{Sh} = \frac{K}{D/L} = \frac{\mbox{Convective mass transfer rate}}{\mbox{Diffusion rate}} " S143 Q328
	Q7882499 P2534 " y^e(\mathbf{x})=y^m(\mathbf{x})+\delta(\mathbf{x})+\varepsilon " S143 Q328
	Q2460595 P2534 "\left\|\alpha-\frac{p}{q}\right\|<\frac{1}{q^{d+\varepsilon}}" S143 Q328
	Q17144402 P2534 "L_n(p, q) = p \star q," S143 Q328
	Q1756171 P2534 "c_0 \equiv a_0+b_0 \mod p" S143 Q328
	Q576221 P2534 "w_+=\frac{c}{n}+v \ , " S143 Q328
	Q2401507 P2534 "C_\mathrm{cal} = \frac{\Delta{H}}{\Delta{T}}" S143 Q328
	Q262370 P2534 "z = a + b\omega ," S143 Q328
	Q4179283 P2534 "M \geq \sqrt{Q^2 + P^2}," S143 Q328
	Q6015812 P2534 "\Delta \sum_x f(x) = f(x) \, ." S143 Q328
	Q4951620 P2534 " M_{\mathbf{\Xi}}(\mathbf{x}) = \frac{1}{\mid{\det{\Xi}}\mid}\chi_{\mathbf{\Xi}}(\mathbf{x}) = \begin{cases} \frac{1}{\mid{\det{\Xi}}\mid} & \mathbf{x} = \sum_{n=1}^d{t_n \xi_n} \text{ for some } 0 \le t_n < 1 \\ 0 & \text{otherwise}\end{cases}." S143 Q328
	Q750454 P2534 "\|P\| = \|S\| \cos\theta" S143 Q328
	Q1069090 P2534 "A\mathbf x = \mathbf b." S143 Q328
	Q5597097 P2534 " \alpha^x = \beta\,." S143 Q328
	Q1191963 P2534 " x = a \sin \theta" S143 Q328
	Q1440012 P2534 "\max(A_1(x_1, \dots, x_{r-1}), \dots, A_{n_A}(x_1, \dots, x_{r-1})) \leq x_r \leq \min(B_1(x_1, \dots, x_{r-1}), \dots, B_{n_B}(x_1, \dots, x_{r-1})) \wedge \phi." S143 Q328
	Q7227698 P2534 "U_p = {e^2 E_a^2 \over 4m \omega_0^2}," S143 Q328
	Q262959 P2534 "d = \sqrt{a^2+b^2+c^2}.\ " S143 Q328
	Q5198198 P2534 " r = \frac{2 m cv}{eH}" S143 Q328
	Q1703341 P2534 "H_0 \theta_1 = \theta_2 = \cdots = \theta_k" S143 Q328
	Q7280280 P2534 " \epsilon = \frac{v^2}{2} - \frac{ \mu }{ x } " S143 Q328
	Q192288 P2534 "\mathcal{E}=-\frac{\partial \Phi}{\partial t}," S143 Q328
	Q25101797 P2534 "H(x) = \frac{1}{\Gamma (1-x)}\,\dfrac{d}{dx} \left \{ \ln \left ( \frac{\Gamma ( \frac{1}{2}-\frac{x}{2})}{\Gamma (1-\frac{x}{2})}\right ) \right \}" S143 Q328
	Q17148652 P2534 " Q_\text{surf}=Q_\text{sec,man}+Q_\text{rad}+Q_\text{cmb} " S143 Q328
	Q17029389 P2534 " {\mathcal G}[u](x) = \int_\Omega \kappa(x,y) u(y) \,dy." S143 Q328
	Q3771212 P2534 "a^{(p-1)/2}\equiv -1 \mod{p}," S143 Q328
	Q83481 P2534 "\sqrt{-2\varepsilon}=\sqrt{\frac{\mu}{a}}" S143 Q328
	Q337748 P2534 "\mathbf{q} = (q_1,q_2,\cdots q_N) " S143 Q328
	Q4653113 P2534 "w(x) = \min \{t \| x=\sum_{i=1}^t a_i r^{n(i)}\} {{Citation needed\|date=December 2012}}" S143 Q328
	Q7805285 P2534 "X \Omega \subset \Bbb{R} \times M \longrightarrow TM" S143 Q328
	Q2282261 P2534 "\operatorname{exsec}(\theta) = \sec(\theta) - 1 = \frac{1}{\cos(\theta)} - 1.<ref name="Abramowitz_1972">{{AS ref\|4.3.147 Elementary Transcendental Functions - Circular functions\|78\|first1=Ruth\|last1=Zucker}}</ref><ref name="Calvert_2004"/><ref name="Tapson_2004"/><ref name="Cajori_1929"/><ref name="Precalc_1999"/><ref name="Kenyon_1913">{{cite book \|title=Trigonometry \|author-first1=Alfred Monroe \|author-last1=Kenyon \|author-first2=Louis \|author-last2=Ingold \|date=1913 \|publisher=[[The Macmillan Company]] \|location=New York, USA \|page=5 \|url=http//books.google.com/books?id=RsxHAAAAIAAJ \|access-date=2015-12-08}}</ref><ref name="Hudson_1917">{{cite book \|title=A Manual of Mathematics \|author-first1=Ralph Gorton \|author-last1=Hudson \|author-first2=Joseph \|author-last2=Lipka \|date=1917 \|publisher=[[John Wiley & sons]] \|location=New York, USA \|page=68 \|url=http//books.google.com/books/about/A_Manual_of_Mathematics.html?id=-_0SAQAAMAAJ \|access-date=2015-12-08}}</ref><ref name="Weisstein_exsec">{{cite web \|author-first=Eric W. \|author-last=Weisstein \|author-link=Eric W. Weisstein \|title=Exsecant \|work=[[MathWorld]] \|publisher=[[Wolfram Research, Inc.]] \|orig-year=2005 \|date=2015 \|dead-url=no \|archive-url=http//web.archive.org/web/20051129112840/http//mathworld.wolfram.com/Exsecant.html \|archive-date=2005-11-29 \|url=http//mathworld.wolfram.com/Exsecant.html \|access-date=2015-11-05}}</ref><ref name="Atlas_2009">{{cite book \|title=An Atlas of Functions with Equator, the Atlas Function Calculator \|author-first1=Keith B. \|author-last1=Oldham \|author-first2=Jan C. \|author-last2=Myland \|author-first3=Jerome \|author-last3=Spanier \|publisher=[[Springer Science+Business Media, LLC]] \|edition=2 \|date=2009 \|chapter=33.13. The Secant sec(x) and Cosecant csc(x) functions - Cognate functions \|page=336 \|orig-year=1987 \|isbn=978-0-387-48806-6 \|doi=10.1007/978-0-387-48807-3 \|lccn=2008937525}}</ref>" S143 Q328
	Q736111 P2534 "I(x,y,t) = I(x+\Delta x, y + \Delta y, t + \Delta t)" S143 Q328
	Q2165111 P2534 "[x,y,z] = (xy)z - x(yz)" S143 Q328
	Q738628 P2534 "\mathrm{SNR} = \frac{N}{\sqrt{N}} = \sqrt{N}. \, " S143 Q328
	Q3720190 P2534 "\delta m_0 = \frac{1}{4\pi G}\left[\frac{1}{\rho_0 c^2}\frac{\partial P}{\partial t} - \left(\frac{1}{\rho_0 c^2}\right)^2 \frac{P^2}{V}\right]" S143 Q328
	Q1779493 P2534 "F_n is prime if and only if 3^{(F_n-1)/2}\equiv-1\pmod{F_n}." S143 Q328
	Q6965520 P2534 " N(n,k) = \frac{1}{n}{n\choose k}{n\choose k-1}." S143 Q328
	Q6497128 P2534 " \lambda(L) = \min_{v \in L \setminus \{\mathbf{0}\}} \\|v\\|_N." S143 Q328
	Q3258551 P2534 "\phi(x)=\frac{1}{\sqrt{2\pi}}e^{-\frac{x^2}{2}}" S143 Q328
	Q177388 P2534 "E_\text{B} = -\dfrac{Rhc}{n^2}," S143 Q328
	Q7623979 P2534 "0\rightarrow K(Z,2)\rightarrow \text{String}(n)\rightarrow \text{Spin}(n)\rightarrow 0" S143 Q328
	Q472551 P2534 "\frac{G}{C} = \frac{R}{L}." S143 Q328
	Q251348 P2534 " \sigma= - \log_2 [R \times \varphi(T) \times \operatorname{P}(T)], " S143 Q328
	Q4944089 P2534 "\text{ iii) Inv}(s_\Lambda,\boldsymbol u_i) =\sum_{j=1}^m(-\log u_{ij})/s_\Lambda, " S143 Q328
	Q7886950 P2534 "p > q > r\,<!-- "\," forces PNG rendering, for consistency -->" S143 Q328
	Q839726 P2534 "\Pr\left(\bigcap_{i=1}^n A_i\right)=\prod_{i=1}^n \Pr(A_i)={1\over2^n}." S143 Q328
	Q107429 P2534 "\frac {F}{\rho AV^2} = f(R_n, \alpha)" S143 Q328
	Q17104778 P2534 "Z_\alpha(n) = \log_\alpha(1 + \alpha^n)," S143 Q328
	Q206604 P2534 " H \psi (\mathbf{x},t) = i \hbar \frac{\partial\psi}{\partial t} (\mathbf{x},t) " S143 Q328
	Q2814650 P2534 " \frac{\partial D}{\partial G} = 1 - \mu \tau \; , " S143 Q328
	Q381892 P2534 "\{U_\alpha\}_{\alpha\in A}" S143 Q328
	Q24282658 P2534 "T_p \leq T_N + \frac{T_1 - T_N}{p}," S143 Q328Q7662440 P2534 "\sigma(x,x') = \frac{1}{2} (\lambda_{1}-\lambda_{0}) \int_{\gamma} g_{\mu\nu}(z) t^{\mu}t^{\nu} d\lambda" S143 Q328
	Q2120067 P2534 " 0 \rightarrow \mathrm{Tor} I W(F) \rightarrow W(F) \rightarrow W(F^{\mathrm{py}}) " S143 Q328
	Q7268356 P2534 "\sum_{a,b\in P}w(a,b)\cdot d(f(a), f(b))" S143 Q328
	Q657903 P2534 "G(k)\le k(3\log k +11)" S143 Q328
	Q3100414 P2534 "G = \frac{{\rm d}}{{\rm d}z}\ln(P)=\frac{ {\rm d}P /{\rm d} z}{P}" S143 Q328
	Q3507155 P2534 " Y(x_1,\dots,x_n)=a_0+\sum\limits_{i = 1}^m a_i f_i" S143 Q328
	Q155640 P2534 "\,W = -\Delta U" S143 Q328
	Q21980965 P2534 "{d T_{inside} \over dt} = {Q \over m_{air} C_{air}}" S143 Q328
	Q905749 P2534 "\text{R-X}^-\text{C}^+\,+\, \text{M}^+ \, \text{B}^- \rightleftarrows \,\text{R-X}^-\text{M}^+ \,+\, \text{C}^+ \,+\, \text{B}^-" S143 Q328
	Q1179455 P2534 "F_{p-1} C \subset F_p C." S143 Q328
	Q17105729 P2534 " log[\rho(m)]= log[\sigma(E)] ." S143 Q328
	Q4678098 P2534 "\frac{\eta}{s}\approx\frac{\hbar}{4\pi k}" S143 Q328
	Q10944557 P2534 "s_1^{\varepsilon_1} s_2^{\varepsilon_2} \cdots s_n^{\varepsilon_n}" S143 Q328
	Q2519970 P2534 "f = \frac{1}{2\pi RC\sqrt{6}}" S143 Q328
	Q7488992 P2534 " \Psi^{(\operatorname{Sha}) }(w) = \prod \left( \frac {w- 3 \pi /2} {\pi}\right)+\prod \left( \frac {w+ 3 \pi /2} {\pi}\right). " S143 Q328
	Q5558987 P2534 "L [\rho_{\infty}] = 0 ." S143 Q328
	Q6361 P2534 "\biggl\| \sum^m_{i=1}q_i\alpha_{ij}-p_j-\beta_j\biggr\|<\epsilon,\ \ \ \ 1\le j\le n ," S143 Q328
	Q464794 P2534 "u \cdot v =\eta(u, v)" S143 Q328
	Q2654835 P2534 " a^d\equiv 1\pmod n,\;" S143 Q328
	Q3457902 P2534 "\\|Tf\\|_p = \left( \int_X \|fg\|^p \right)^{1/p} \leq \\|g\\|_\infty \left( \int_X \|f\|^p \right)^{1/p} = \\|g\\|_\infty \cdot \\|f\\|_p." S143 Q328
	Q5638112 P2534 " v(S) + v(T) = v(S \cap T) + v(S \cup T)~." S143 Q328Q287450 P2534 " f(x)=b.\," S143 Q328
	Q4681346 P2534 "P(a+b)=P(a)+P(b)\," S143 Q328
	Q2154943 P2534 "\mathcal{E}(x_1) \cdot \mathcal{E}(x_2) = x_1^e x_2^e \;\bmod\; m = (x_1x_2)^e \;\bmod\; m = \mathcal{E}(x_1 \cdot x_2)" S143 Q328
	Q1345207 P2534 "H(X) = -\int_\mathbb{X} f(x)\log f(x)\,dx" S143 Q328
	Q4339203 P2534 "Oscillator = (\text{19-day EMA of advances minus declines}) - (\text{39 day EMA of advances minus declines})" S143 Q328
	Q186300 P2534 "{\alpha} = \frac{{d\omega}}{dt} = \frac{d^2{\theta}}{dt^2} , or" S143 Q328
	Q7233206 P2534 "\sum_{s,t \in G}\langle F(s^{-1}t) h(t), h(s) \rangle \geq 0 ," S143 Q328
	Q2619517 P2534 "y(t) = \int_{0}^{T} x(t-\tau)\, h(\tau)\, d\tau" S143 Q328
	Q2993300 P2534 "I_C=I_E-I_B\," S143 Q328
	Q752977 P2534 " a_r = 2 \Omega u \cos \phi + \frac{u^2 + v^2}{R}. " S143 Q328
	Q7826587 P2534 "T(m,n,r)=r^{2n-m+1}e^{-r^2}\frac{\Gamma(\frac 1{2}m+\frac 1{2})}{\Gamma(n+1)}{}_1F_1({\textstyle\frac 1{2}}m+{\textstyle\frac 1{2}};n+1;r^2)." S143 Q328
	Q4674704 P2534 " F = \frac{2 \alpha I}{c}" S143 Q328
	Q5046766 P2534 "\tau_{CSA}(n) = \tau_{CRA}(n)" S143 Q328
	Q7280269 P2534 "\Phi(x,y) = \varphi(r), \quad r = \sqrt{x^2+y^2}" S143 Q328
	Q1609490 P2534 "\mathrm ds = 1 \otimes s - s \otimes 1. \, " S143 Q328
	Q1794809 P2534 "C_v = Q \sqrt{\dfrac{SG}{\Delta P}}" S143 Q328
	Q5021692 P2534 "y = mx + b," S143 Q328
	Q1226939 P2534 "\frac ab" S143 Q328
	Q3925845 P2534 " \int_{0}^\infty E(t)\, dt = 1." S143 Q328
	Q25105334 P2534 "\operatorname{Vol}(K) \le \frac{(n+1)^n}{n!}." S143 Q328
	Q11476 P2534 " \mathbf{P} = (x_P,y_P,z_P) = x_P\hat{i} + y_P\hat{j} + z_P\hat{k}," S143 Q328
	Q4652175 P2534 " \hat H = \sum_j \vec{S}_j \cdot \vec{S}_{j+1} + \frac{1}{3} (\vec{S}_j \cdot \vec{S}_{j+1})^2 " S143 Q328
	Q5380799 P2534 " S = \int { dQ \over \tau } " S143 Q328
	Q736753 P2534 "4x^2 + 2xy - 3y^2" S143 Q328
	Q558378 P2534 "t_\text{ig} = \frac{\pi}{4} k \rho c \left [ \frac{T_\text{ig} - T_0}{q''} \right]^2, " S143 Q328
	Q5532367 P2534 "y_t =c + A_1 y_{t-1} + A_2 y_{t-2} + \cdots + A_p y_{t-p} + e_t, \, " S143 Q328
	Q1142704 P2534 "\bigcap_{i=1}^\infty m^i = \{0\}" S143 Q328
	Q1602579 P2534 "V(z)=D \big\{exp \left[-2\alpha (z-z_m)\right] - 2 exp \left[-\alpha(z-z_m>)\right]\big\} + 2\beta D exp \left[2 \alpha (z-z_m) \right] \xi(x,y)" S143 Q328
	Q1630588 P2534 "\left \|\xi-\frac{m}{n}\right \|<\frac{1}{\sqrt{5}\, n^2}." S143 Q328
	Q906777 P2534 "R_r(N) = \frac{\varepsilon_m - \varepsilon_p(N)}{\varepsilon_m - \varepsilon_p(N-1)}" S143 Q328
	Q1503423 P2534 "a\,\|000\rangle + b\,\|001\rangle + c\,\|010\rangle + d\,\|011\rangle + e\,\|100\rangle + f\,\|101\rangle + g\,\|110\rangle + h\,\|111\rangle" S143 Q328
	Q615862 P2534 "\theta(z;q)=\prod_{n=0}^\infty (1-q^nz)\left(1-q^{n+1}/z\right)" S143 Q328
	Q5014001 P2534 "F(z,w) = \|z\|^2+\|w\|^2=1," S143 Q328
	Q11331406 P2534 "\text{Protocol overhead} = \frac{\text{Packet size} - \text{Payload size}}{\text{Packet size}}" S143 Q328
	Q7247865 P2534 "\frown\ H_p(X;R)\times H^q(X;R) \rightarrow H_{p-q}(X;R)" S143 Q328
	Q860623 P2534 "f[A] = \{ \, y \in Y \, \| \, y = f(x) \text{ for some } x \in A \, \}" S143 Q328
	Q3024615 P2534 "f(x) = -\frac{(x-1)^3(x-9)}{64x} = 1 - \frac{(x^2-6x-3)^2}{64x}." S143 Q328
	Q3391715 P2534 "\omega_{pe} = (4\pi n_ee^2/m_e)^{1/2} = 5.64 \times 10^4 n_e^{1/2} \mbox{rad/s} = 9000 \times n_e^{1/2} \mbox{Hz} " S143 Q328
	Q3884964 P2534 "\Phi U \to M where U \subset T \times M with \Phi(0,x)=x" S143 Q328
	Q1509647 P2534 "\langle Ah_1, h_2 \rangle_{H_2} = \langle h_1, A^* h_2 \rangle_{H_1}," S143 Q328
	Q976033 P2534 "{\left(\sqrt{2}^{\sqrt{2}}\right)}^{\sqrt{2}} = \sqrt{2}^{\sqrt{2} \cdot \sqrt{2}} = \sqrt{2}^2 = 2." S143 Q328
	Q2079742 P2534 "((a,b),[c,d])\in I \Longleftrightarrow T(a,c,d)=b" S143 Q328
	Q3997736 P2534 "g_{ab}\rightarrow e^{-2\omega(x)}g_{ab}" S143 Q328
	Q4890304 P2534 " \langle s+\sqrt{\lambda_i}p_i \| s+\sqrt{\lambda_j}p_j \rangle = \langle s \| s \rangle + \sqrt{\lambda_i} \langle s \| p_i \rangle + \sqrt{\lambda_j} \langle s \| p_j \rangle + \sqrt{\lambda_i \lambda_j} \langle p_i \| p_j \rangle = 1+0+0+ \sqrt{\lambda_i \lambda_j} \cos{\omega_{ij}} = 1 + \sqrt{\lambda_i \lambda_j} \cos{\omega_{ij}} " S143 Q328
	Q7682880 P2534 " \frac{(x'(t),\ y'(t))}{\|x'(t),\ y'(t)\|} = (\cos \varphi,\ \sin \varphi)." S143 Q328
	Q2178236 P2534 " \mathbf{F}=m\mathbf{a} \Rightarrow { ke^2 \over r^2}={mv^2 \over r}" S143 Q328
	Q7894192 P2534 " \nu(A)=\sum_{i=0}^\infty \frac{1}{2^{n+1}}\mu(A\cap N_i)" S143 Q328
	Q17007048 P2534 " V_i = \sum_k D_{i k}p_k + \sum_j C_{i j}V_j" S143 Q328
	Q849335 P2534 " \|A \cup B\| = \|A\| + \|B\| - \|A \cap B\|, " S143 Q328
	Q2119400 P2534 " p \leftarrow q \and \mathrm{not}~r" S143 Q328
	Q3705514 P2534 "j_0 = F k_0 ( C_{oxy}^{1-\beta} C_{red}^\beta ) " S143 Q328
	Q7268700 P2534 " M = \sum_{ i = 1 }^K ( f_m - f_i ) " S143 Q328
	Q45003 P2534 "S = k_{\mathrm{B}} \ln \Omega." S143 Q328
	Q182933 P2534 "2d \sin \theta = n \lambda" S143 Q328
	Q7575206 P2534 "\left\Vert r(T) \right\Vert \leq \left\Vert r \right\Vert_{X} = \sup \left\{\left\vert r(x) \right\vert x\in X \right\}" S143 Q328
	Q5419218 P2534 " M' \to M \to M''\ " S143 Q328
	Q613845 P2534 "T^{\mu\nu} = \left( \rho_m + \frac{p}{c^2} \right) \, U^\mu U^\nu + p \, \eta^{\mu\nu}\," S143 Q328
	Q371792 P2534 " M_{pq}=\int\limits_{-\infty}^{\infty} \int\limits_{-\infty}^{\infty} x^py^qf(x,y) \,dx\, dy" S143 Q328
	Q2054492 P2534 "\frac{\partial c}{\partial t} = \frac{\partial}{\partial x}\overbrace{\left[ D(c)\frac{\partial c}{\partial x} \right]}^\text{Flux}" S143 Q328
	Q7269435 P2534 " \int_{[0,1]^s} f(u)\,{\rm d}u \approx \frac{1}{N}\,\sum_{i=1}^N f(x_i). " S143 Q328
	Q379825 P2534 "x \in A " S143 Q328
	Q1748259 P2534 "<math chem>I^+=\beta Q_iL [\ce N] I_e" S143 Q328
	Q841254 P2534 "M(n) = \sum_{k=1}^n \mu(k)" S143 Q328
	Q338438 P2534 "s^{(J)}_n=2^J \langle f(t),\phi(2^J t-n) \rangle, " S143 Q328
	Q179635 P2534 "Q = v \rho c_p \Delta T" S143 Q328
	Q1149255 P2534 "\sum^{\infty}_{n=1}a_n b_n" S143 Q328
	Q764287 P2534 " W(r,k) \leq 2^{2^{r^{2^{2^{k + 9}}}}}," S143 Q328
	Q4669893 P2534 "\frac{P \to Q}{\therefore P \to (P \and Q)}" S143 Q328
	Q844304 P2534 "\tau_p^\mathrm{iono} = -\kappa \frac{\mathrm{TEC}}{f^2} " S143 Q328
	Q1767080 P2534 "E_{int}(x) = -\frac{q^2} {16\pi\epsilon_0{x}} " S143 Q328
	Q3098845 P2534 "\ i_\mathrm{M} = j \omega C_\mathrm{M} v_\mathrm{GS} = j \omega C_\mathrm{M} v_\mathrm{G} ," S143 Q328
	Q6481031 P2534 " {\mathcal G}[u](x) = \int_\Omega \kappa(x,y) u(y) \,dy." S143 Q328
	Q636889 P2534 "\frac{\operatorname df}{\operatorname dt}=\frac{\partial f}{\partial t} \frac{\operatorname dt}{\operatorname dt} + \frac{\partial f}{\partial x} \frac{\operatorname dx}{\operatorname dt} + \frac{\partial f}{\partial y} \frac{\operatorname dy}{\operatorname dt}" S143 Q328
	Q3798604 P2534 "N_s = 120\frac f p<br/>" S143 Q328
	Q5050952 P2534 "ax^3+bx^2+cx+d=0.\," S143 Q328
	Q7185081 P2534 "\mathrm{Seats} = (\frac{\mathrm{802,060}}{\mathrm{1,708,253}}) {3} = {1.41}" S143 Q328
	Q7688955 P2534 "L_qN\to\mathbf R,\qquad L_q(x) = \operatorname{dist}(x,q)^2\," S143 Q328
	Q910563 P2534 "ab \le \frac{a^p}{p} + \frac{b^q}{q}~." S143 Q328
	Q1751397 P2534 "\Gamma = \{(x, y)\|\, \varphi(x, y) = 0 \}, \," S143 Q328
	Q1196406 P2534 "x_{k+n} = x_{k+m} \oplus ({x_k}^u \mid {x_{k+1}}^l) A \qquad \qquad k=0,1,\ldots" S143 Q328
	Q1073627 P2534 " \Sigma = iGW - GWGWG + \cdots" S143 Q328
	Q5159269 P2534 "\sin \sigma = \sqrt{ (\cos U_2 \sin \lambda)^2 + (\cos U_1 \sin U_2 - \sin U_1 \cos U_2 \cos \lambda)^2}" S143 Q328
	Q17104546 P2534 " t\mapsto s&nbsp;&nbsp;&nbsp; and &nbsp;&nbsp;&nbsp;f\mapsto n" S143 Q328
	Q919459 P2534 "dF(u;\cdot)X\rightarrow Y." S143 Q328
	Q5333872 P2534 " \frac{dy}{dt} = (x - y ) / tau" S143 Q328
	Q734412 P2534 "m_S=\sqrt{\frac{e^2}{4 \pi \varepsilon_0 G}} = \sqrt{\alpha}\, m_P " S143 Q328
	Q17098518 P2534 "q = \left\langle{ -a_1, -a_2, a_1a_2, b_1, b_2, -b_1b_2 }\right\rangle \ . " S143 Q328
	Q897338 P2534 "G(P(n);x)=\frac{3-x^2}{1-x^2-x^3}." S143 Q328
	Q1349661 P2534 "E=\sum_{n=1}^{\infty}\frac{1}{2^n-1}\approx1.606695152415291763\dots<ref>{{OEIS\|A065442}}</ref>" S143 Q328
	Q1166886 P2534 "r=\frac{{\rm ln} X_2 - {\rm ln} X_1}{\Delta t}" S143 Q328
	Q5127621 P2534 "\left\\| \frac{f + g}{2} \right\\|_{L^p}^p + \left\\| \frac{f - g}{2} \right\\|_{L^p}^p \le \frac{1}{2} \left( \\| f \\|_{L^p}^p + \\| g \\|_{L^p}^p \right)." S143 Q328
	Q931447 P2534 "V_{OUT} = V_S \cdot \frac{R_{L}}{R_{L} + R_S}" S143 Q328
	Q409415 P2534 "\frac{d^2y}{dx^2} - xy = 0 , \,\!" S143 Q328
	Q7621897 P2534 " v_i X \longrightarrow R_+" S143 Q328
	Q5438430 P2534 " y_{n+1}= (x-c_n)y_n - d_n y_{n-1}" S143 Q328
	Q9128 P2534 "n_1\sin\theta_1 = n_2\sin\theta_2\ ." S143 Q328
	Q3775789 P2534 " c<rb \ " S143 Q328
	Q5254799 P2534 "d_i S_{n+1} \rightarrow S_n " S143 Q328
	Q582857 P2534 "\frac{d\ln K}{dT} = \frac{\Delta U}{RT^{2}}" S143 Q328Q1193090 P2534 "g = \exp(\langle \phi \rangle)" S143 Q328
	Q751969 P2534 "\{x \in V \colon x = a + n, n \in W\}" S143 Q328
	Q712154 P2534 "R_{crit} = - \frac{\pi M}{\sqrt{k - 1}}" S143 Q328
	Q7885145 P2534 "\displaystyle{f_{x,y}(g)=(T_g^{-1}x,T_g^{-1}y),}" S143 Q328
	Q900211 P2534 "\rho = \rho(P,T,S_1,S_2,...) " S143 Q328
	Q192127 P2534 "\eta = \frac{P_{max}}{E \cdot A_{cell}}.<ref>[http//www.pvpower.com/assets/Measuring-PV-Efficiency-Solar-Panels.pdf Measuring PV Efficiency]. pvpower.com</ref>" S143 Q328
	Q5105523 P2534 "(f) = \sum_Z \operatorname{ord}_Z (f) Z," S143 Q328
	Q1130216 P2534 "\frac{dp}{dr}=-\frac{G\rho(r) M_{enc}(r)}{r^2}," S143 Q328
	Q2627460 P2534 "\mathrm{d}U = T\mathrm{d}S - P\mathrm{d}V + \sum_i \mu_i \mathrm{d}N_i\,," S143 Q328
	Q628034 P2534 "{D_{AA*}} = {{\lambda u} \over {3}} = {{\lambda}\over{3}} \sqrt{{8k_B T}\over {\pi M_{A}}}" S143 Q328
	Q17017973 P2534 "\frac{\part u}{\part t} + a\frac{\part u}{\part x} = 0, " S143 Q328
	Q3258337 P2534 "p(x) = \frac{1}{2 \pi i} \int_{c-i\infty}^{c+i\infty}\! e^{s \log s + x s}\, ds , " S143 Q328
	Q5159264 P2534 " \Pr(R \cap B \mid \text{not } Y) \not= \Pr(R \mid \text{not } Y)\Pr(B \mid \text{not } Y).\,]]" S143 Q328
	Q2045231 P2534 "g_x(u,v) = g_x(v,u) \in \mathbb{R}." S143 Q328
	Q4853761 P2534 "\{ U_{i} \| i \in I \}" S143 Q328
	Q1879079 P2534 "\mathit{MPC}=\frac{dC}{dY}" S143 Q328
	Q451829 P2534 " L(n,k) = {n-1 \choose k-1} \frac{n!}{k!}." S143 Q328
	Q17121302 P2534 "\frac{4}{3} \pi r_s^3 = \frac{V}{N}." S143 Q328
	Q1370201 P2534 " \oint_{C} {f'(z) \over f(z)}\, dz=2\pi i (N-P)" S143 Q328
	Q7268383 P2534 "\cos[2\pi f_c t + \phi(t)]\ \equiv \ \cos(2\pi f_c t)\cdot I(t)\ +\ \underbrace{\cos\left(2\pi f_c t + \tfrac{\pi}{2} \right)}_{-\sin(2\pi f_c t)} \cdot Q(t)," S143 Q328
	Q4300351 P2534 "\Lambda^\cdot {\mathfrak g} \otimes C^{\infty}(M)." S143 Q328
	Q19063 P2534 " \max_{\nu=m+1,\dots,m+n} \left \| \sum_{j=1}^n b_j z_j^\nu \right \|, " S143 Q328
	Q1425266 P2534 "C_\text{L} (\alpha)=\frac{2 L}{ \rho U^2S} \quad \text{and} \quad C_\text{D} (\alpha)=\frac{2 D}{\rho U^2S}." S143 Q328
	Q1521192 P2534 "F(x,y,y',\ \dots,\ y^{(n-1)})=y^{(n)} \quad x \in [0,+\infty) " S143 Q328
	Q1945067 P2534 " f \circ g_1 = f \circ g_2 \Rightarrow g_1 = g_2." S143 Q328
	Q7116911 P2534 "\mathrm{Rep}_{cris}(K)\subsetneq\mathrm{Rep}_{st}(K)\subsetneq \mathrm{Rep}_{dR}(K)\subsetneq \mathrm{Rep}_{HT}(K)\subsetneq \mathrm{Rep}_{\mathbf{Q}_p}(K)" S143 Q328
	Q1991828 P2534 "\sum_{i=1}^{N_c} y_i = \sum_{i=1}^{N_c} K_i x_i = 1" S143 Q328
	Q3153759 P2534 " Y = F(x) = \int f(x) dx," S143 Q328
	Q7550124 P2534 " p^*=\frac{pn}{n-p}>p" S143 Q328
	Q7302366 P2534 "<math chem>k_\ce{on}\,[\ce{R}]\,[\ce{L}] = k_\ce{off}\,[\ce{RL}]," S143 Q328
	Q6532724 P2534 "(\boldsymbol{A}^*)_{ij} = \overline{\boldsymbol{A}_{ji}}" S143 Q328
	Q638874 P2534 "F=\frac{\sigma_W^2}{\mu_W}," S143 Q328
	Q7510574 P2534 "\psi(x;q,a)=\sum_{n\leq x\atop n\equiv a\pmod q}\Lambda(n)," S143 Q328
	Q4424496 P2534 "\phi(x) = \sum_{n=1}^\infty p_n x^n" S143 Q328
	Q379231 P2534 "P \propto \frac{1}{V}, or" S143 Q328
	Q17455 P2534 "p^T (A - \lambda B) q = 0" S143 Q328
	Q4654110 P2534 "x=\frac{-b \pm \sqrt{b^2 - 4ac}}{2a}" S143 Q328
	Q18206252 P2534 "a < b+c, \quad b < c + a, \quad c < a + b" S143 Q328
	Q919125 P2534 " 2(AB)^2+2(BC)^2=(AC)^2+(BD)^2\," S143 Q328
	Q2718608 P2534 " f(y(x)) \equiv g(x) \, " S143 Q328
	Q7283235 P2534 " p \le \tfrac32 k(k-1) + 1 \quad\text{and}\quad n \le \tfrac32 k(k-1). " S143 Q328
	Q734000 P2534 "M\!A = \frac{2 R}{R-r} = \frac{2}{1 - \frac{r}{R}}" S143 Q328
	Q7999145 P2534 " \lim_{\ell\rightarrow\infty}\frac{1}{2\ell+1}\sum_{j=-\ell}^\ell e^{ij\lambda} f(\tau^j P) " S143 Q328
	Q7359351 P2534 " C_n(x;\beta\|q) = \frac{(\beta;q)_n}{(q;q)_n}e^{in\theta} {}_2\phi_1(q^{-n},\beta;\beta^{-1}q^{1-n};q,q\beta^{-1}e^{-2i\theta})" S143 Q328
	Q5418703 P2534 "N = a^2 - b^2." S143 Q328
	Q170043 P2534 " N = 1 + \prod_{p\in S} p. " S143 Q328
	Q898535 P2534 "\langle X \rangle = \operatorname{Tr}(\hat X \rho)." S143 Q328
	Q649478 P2534 "\Psi=e^{iS/{\hbar}} " S143 Q328
	Q6960251 P2534 "x \in C(W,p) if and only if there is no y\in X such that y \succ^p_W x." S143 Q328
	Q5508845 P2534 "\sum_i x_i\le W" S143 Q328
	Q1238449 P2534 "Z_\mathrm{eff}=Z- \sigma \," S143 Q328
	Q7001952 P2534 "O_0^{(\alpha)}(t)=\frac 1 t," S143 Q328
	Q7140496 P2534 " {d \Gamma \over dt } = k c " S143 Q328
	Q5121666 P2534 " \mu_{\frac{1}{\sqrt{n}} X_n}(A) = n^{-1} \#\{j \leq n \lambda_j \in A \}~, \quad A \in \mathcal{B}(\mathbb{C})." S143 Q328
	Q2993319 P2534 "A=\{a_1G_1,\ \ldots,\ a_kG_k\}" S143 Q328
	Q1650843 P2534 "\operatorname{score}(\mathbf{X}_i,k) = \boldsymbol\beta_k \cdot \mathbf{X}_i," S143 Q328
	Q7318298 P2534 "\mathrm{d} X_{t} = b(X_{t}) \, \mathrm{d} t + \mathrm{d} B_{t}" S143 Q328
	Q35273 P2534 "\sin(\alpha_R) = 1.22 \frac{\lambda}{D}" S143 Q328
	Q5011347 P2534 "E(a, b) = \int \underline {A}(a, \lambda)\underline {B}(b, \lambda)\rho(\lambda)d\lambda" S143 Q328
	Q259517 P2534 "\pi^- + C\to \bar\Sigma^- + K^0 + \bar K^0 + K^- + p^+ + \pi^+ + \pi^- + \hbox{nucleus recoil}" S143 Q328
	Q1914255 P2534 "f(x_0)\ge f(x) \, " S143 Q328
	Q5423649 P2534 " \overline{X} = \frac{1}{n}\sum_{i=1}^n X_i\text{ and }\overline{Y} = \frac{1}{m}\sum_{i=1}^m Y_i" S143 Q328
	Q1424376 P2534 " T_{d} = \frac{\log(2)}{\log(1+\frac{r}{100})} ≈ \frac{70}{r}" S143 Q328
	Q6981 P2534 "(\rho v^2)_{sw}\approx \left( \frac{4 B(r)^2}{2\mu_0} \right) _m<ref group="note">The reason for the factor of 4 is because the magnetic field strength just inside the magnetopause is twice the dipole value for a planar magnetopause</ref> where \rho and v are the [[density]] and [[velocity]] of the [[solar wind]], and" S143 Q328
	Q632184 P2534 "\,{}_tp_x = {\ell_{x+t} \over \ell_x}" S143 Q328
	Q5160088 P2534 "\mathbf{Y} = \mathbf{X}\boldsymbol{\beta} + \boldsymbol{\varepsilon}" S143 Q328
	Q1227703 P2534 " \left \| q \alpha -p \right \| < \frac{1}{N} " S143 Q328Q2252430 P2534 "x^2(x^2 + y^2)=a^2y^2" S143 Q328
	Q372948 P2534 "h_{ab} = \mathrm{atan2}(b^, a^)," S143 Q328
	Q5384710 P2534 "B_{r'} (x; d_{1}) \subseteq B_{r} (x; d_{2}) and B_{r''} (x; d_{2}) \subseteq B_{r} (x; d_{1})." S143 Q328
	Q25325346 P2534 " \mathrm{^{238}_{\ 92}U\ \xrightarrow {(n,\gamma)} \ ^{239}_{\ 92}U\ \xrightarrow [23.5 \ min]{\beta^-} \ ^{239}_{\ 93}Np\ \xrightarrow [2.3565 \ d]{\beta^-} \ ^{239}_{\ 94}Pu}" S143 Q328
	Q5319042 P2534 " H_{\text{Hubbard}}=t \sum_{\langle ij \rangle \sigma} c_{i\sigma}^{\dagger}c_{j\sigma} + U\sum_{i}n_{i \uparrow} n_{i\downarrow}" S143 Q328
	Q903265 P2534 " p(r) = vapor pressure at a curved interface of radius r " S143 Q328
	Q821007 P2534 " S_{i + \nu} + \Lambda_1 S_{i+\nu-1} + \cdots + \Lambda_{\nu-1} S_{i+1} + \Lambda_{\nu} S_i = 0. " S143 Q328
	Q3527245 P2534 "\exp(x_i y_j),\quad (1\leq i\leq d, 1\leq j\leq l)." S143 Q328
	Q7195651 P2534 "\langle H_1,\dots, H_k\rangle=H_1\ast\dots \ast H_k." S143 Q328
	Q7314227 P2534 "[E,P_i]=0" S143 Q328
	Q3526996 P2534 "\nu_{t_{\pi (1)} \dots t_{\pi (k)}} \left( F_{\pi (1)} \times \dots \times F_{ \pi(k)} \right) = \nu_{t_{1} \dots t_{k}} \left( F_{1} \times \dots \times F_{k} \right);" S143 Q328
	Q7577419 P2534 "\partial_\nu T^{\mu\nu}=0\,," S143 Q328
	Q684220 P2534 "\phi_iU_i \to \mathbf{R}^n" S143 Q328
	Q719797 P2534 "x (\theta) = (R - r) \cos \theta + r \cos \left( \frac{R - r}{r} \theta \right)" S143 Q328
	Q3076763 P2534 "c^2 = \frac{1}{\mu_0\varepsilon_0} " S143 Q328
	Q1994977 P2534 " \lim_{x \to \infty} (f*h)(x) = A \int f(x) \, dx " S143 Q328
	Q25098516 P2534 "X_1, \dots, X_n\sim N(\mu,\sigma^2)\," S143 Q328
	Q1131601 P2534 "(U_1,U_2,\dots,U_d)=\left(F_1(X_1),F_2(X_2),\dots,F_d(X_d)\right)" S143 Q328
	Q4867576 P2534 "\min_x \\|x\\|_1 \quad \mbox{subject to} \quad y = Ax." S143 Q328
	Q17086259 P2534 "y = a_0 + a_1x_1 + a_2x_2 + \cdots + a_kx_k + e" S143 Q328
	Q5377230 P2534 " \frac{8! \times 3^7 \times 12! \times 2^{10} \times 24!^3}{4!^{12}} \approx 2.83 \times 10^{74}" S143 Q328
	Q2268240 P2534 "v=\sqrt{\mu\left({2\over{r}}-{1\over{a}}\right)}" S143 Q328
	Q7669824 P2534 " w_{t+1} - w_t = \alpha(Y_{t+1} - Y_t)\sum_{k=1}^{t}\lambda^{t-k} \nabla_w Y_k" S143 Q328
	Q956437 P2534 "\left\\| x \right\\| = \left\| x \right\|" S143 Q328
	Q3687015 P2534 "\begin{align} x_n^2 + y_n^2 = r^2 \end{align}" S143 Q328
	Q828284 P2534 " I = I_\mathrm{cm} + md^2." S143 Q328
	Q7843607 P2534 " T_a\ \ y^2 = x^3 + 3a(x+1)^2 " S143 Q328
	Q634028 P2534 "MP = \frac{\Delta Y}{\Delta X}" S143 Q328
	Q18393075 P2534 "\\|e^{it\Delta/2} u_0\\|_{L^q_tL^r_x}\leq C_{d,q,r} \\|u_0\\|_2. " S143 Q328
	Q6800742 P2534 "f(x) = {1 \over \pi (1 + x^2)}" S143 Q328
	Q7546461 P2534 " d_0 \|t\|^{-\beta} \leq \varphi_X(t) \leq d_1 \|t\|^{-\beta} \quad \text{as } t\to\infty" S143 Q328
	Q2905137 P2534 "S \otimes T\ " S143 Q328
	Q7893194 P2534 "B<PL" S143 Q328
	Q1315949 P2534 "p_k = \frac{1}{z-k} " S143 Q328
	Q387981 P2534 "p=f(\mathbf{AA})+ \frac{1}{2}f(\mathbf{AB})= \mbox{frequency of A}" S143 Q328
	Q892585 P2534 " \mathbf{Bor}\colon\mathbf{Top}_{2CHaus}\to\mathbf{Meas} " S143 Q328
	Q25211964 P2534 " TL = L_{Wi} - L_{Wo} = 10 \log_{10} \left\vert {S_i p_{i+} v_{i+} \over 2} {2\over S_o p_o v_0 }\right\vert = 10 \log_{10} \left\vert {S_i p_{i+}^2 \over S_o p_o^2 }\right\vert " S143 Q328
	Q17099582 P2534 "x^2 \equiv a \pmod p, \, " S143 Q328
	Q1049866 P2534 " \frac{dN}{dT} = B - D = bN - dN = (b - d)N = rN," S143 Q328
	Q3055355 P2534 " C \vee D " S143 Q328
	Q3075259 P2534 "f(x) < +\infty" S143 Q328
	Q14920680 P2534 " \lim_{n\to\infty} \frac{x_{n +1}-\alpha}{\prod^k_{i=0}(x_{n-i}-\alpha)} = L = \frac{(-1)^{k+1}} {(k+1)!}\frac{f^{(k+1)}(\alpha)}{f'(\alpha)}, " S143 Q328
	Q44207 P2534 "\beta_{rel} = { \beta + \beta \over 1 + \beta ^2 } = { 2\beta \over 1 + \beta^2 } \leq 1." S143 Q328
	Q1163304 P2534 " U = \text{close}_\text{now} - \text{close}_\text{previous}" S143 Q328
	Q7250026 P2534 "0 = \operatorname{Tr}(A^A) = \sum_{j=1}^n (A^A)_{jj} = \sum_{j=1}^n \sum_{i=1}^m (A^*)_{ji}A_{ij}=\sum_{i=1}^m \sum_{j=1}^n \|A_{ij}\|^2." S143 Q328
	Q176583 P2534 " \operatorname{GDP\ deflator} = \frac{\operatorname{Nominal\ GDP}}{\operatorname{Real\ GDP}}\times 100" S143 Q328
	Q193698 P2534 "a=4+x" S143 Q328
	Q3957888 P2534 "\Psi(t) = U(t,t_0) \Psi(t_0)" S143 Q328
	Q2998752 P2534 "\frac{V_c}{V_b}" S143 Q328
	Q4927286 P2534 "\ ee = \|F_+ - F_-\|" S143 Q328
	Q20707445 P2534 " \\| \psi - \phi \\| " S143 Q328
	Q911331 P2534 " 0 \to H_i(X; \mathbf{Z})\otimes A \, \overset{\mu}\to \, H_i(X;A) \to \operatorname{Tor}(H_{i-1}(X; \mathbf{Z}),A)\to 0." S143 Q328
	Q3840065 P2534 "1\ {\rm{u}}={M_{\rm{u}} \over N_{\rm A}}\ = {{1\ \rm{g/mol}} \over N_{\rm A}}" S143 Q328
	Q7250031 P2534 " X_n\ \xrightarrow{as}\ X \quad\Rightarrow\quad X_n\ \xrightarrow{p}\ X" S143 Q328
	Q2435044 P2534 " f(x) = \sum_{i=1}^\infty f^{(i)}(x)?" S143 Q328
	Q765289 P2534 " \sum_{\Omega(n)=2} \frac{1}{n^2} \approx 0.1407604 {{OEIS\|A117543}}" S143 Q328
	Q7578704 P2534 "\cdots\rightarrow 2\rightarrow 1\rightarrow 0" S143 Q328
	Q864844 P2534 "\mathrm{Bi} = \frac{h L_C}{\ k_b}" S143 Q328
	Q7269027 P2534 "\frac{N_{++}- N_{+-}- N_{-+}+N_{--}}{N_{total}}" S143 Q328
	Q890875 P2534 "\mathbf{F} = q \left(\mathbf{E} + \mathbf{v}\times\mathbf{B}\right)," S143 Q328
	Q6456169 P2534 "[\psi] = [\psi'] \Longleftrightarrow n, n' \in {\mathbb N}_0 \psi \oplus H_{(-1)^k}(R)^n \cong \psi' \oplus H_{(-1)^k}(R)^{n'}." S143 Q328
	Q124313 P2534 "m_{x}= -5 \log_{100} \left(\frac {F_x}{F_{x,0} }\right)" S143 Q328
	Q1673406 P2534 "[a,b] = ab - ba." S143 Q328
	Q2414958 P2534 "F_1 = \frac{M_0^\mathrm{act} M_1^\mathrm{pass}}{r^2}" S143 Q328
	Q5023656 P2534 " \frac{\partial P}{\partial t} = \frac{\partial^2 P}{\partial x^2}. " S143 Q328
	Q24965335 P2534 "\forall i y_i = t/n" S143 Q328
	Q2920850 P2534 "H = q^{-1}\Gamma(TM) \subset TP." S143 Q328
	Q7049203 P2534 " p_1 = \frac{m_1 \omega_1}{m_1 \omega_1 + m_2 \omega_2}." S143 Q328
	Q200397 P2534 " \cos x = \tfrac{1}{2} (\cos(nx) + i\sin(nx))^{1/n} + \tfrac{1}{2}(\cos(nx) - i\sin(nx))^{1/n} " S143 Q328
	Q15148889 P2534 "[X_1, [X_2,[\cdots[X_{n}, Y]\cdots]] = \mathrm{ad}_{X_1}\mathrm{ad}_{X_2}\cdots\mathrm{ad}_{X_{n}}Y \in \mathfrak{g}_n = 0 " S143 Q328
	Q7698910 P2534 " \bar V_t = \sum_{i=0}^{\infty} \gamma^i r_{t+i} " S143 Q328
	Q5159090 P2534 " \mathcal{C}(\rho)\equiv\max(0,\lambda_1-\lambda_2-\lambda_3-\lambda_4) " S143 Q328
	Q40460 P2534 " \Gamma_{AB} \star_{\,\Gamma_{ABC}} \Gamma_{AC} \rightarrow \Gamma_A." S143 Q328
	Q41159 P2534 "\displaystyle 4a^2=p^2+q^2." S143 Q328
	Q7102420 P2534 "p=(p_x,p_y,p_w)" S143 Q328
	Q1079524 P2534 "\mathbf{\hat{d}}_\mathrm{s} = 2 \left(\mathbf{\hat{d}}_\mathrm{n} \cdot \mathbf{\hat{d}}_\mathrm{i}\right) \mathbf{\hat{d}}_\mathrm{n} - \mathbf{\hat{d}}_\mathrm{i}," S143 Q328
	Q1182153 P2534 " \psi(n) = n \prod_{p\|n}\left(1+\frac{1}{p}\right)," S143 Q328
	Q6410695 P2534 "\frac{\partial h}{\partial t} + C \frac{\partial h}{\partial x} = D \frac{\partial^2 h}{\partial x^2}," S143 Q328
	Q5179257 P2534 "N^{\text{met}}_{2 r}(K) \leq N^{\text{pack}}_r(K) \leq N^{\text{ext}}_r(K) \leq N^{\text{int}}_r(K) \leq N^{\text{met}}_r(K)" S143 Q328
	Q812540 P2534 " \Pr(G,S,R)=\Pr(G\|S,R)\Pr(S\|R)\Pr(R)" S143 Q328
	Q5462351 P2534 " FCFE = FCFF + Net\ Borrowing - Interest*(1-t) " S143 Q328
	Q4060642 P2534 "g (A, B) =-g (B, A) " S143 Q328
	Q6586992 P2534 "x'=x\cos\theta-y\sin\theta\," S143 Q328
	Q2226698 P2534 "\\|F'(\mathbf x)-F'(\mathbf y)\\|\le L\;\\|\mathbf x-\mathbf y\\|" S143 Q328
	Q1977364 P2534 "Z_\mathrm {nom}=\sqrt \frac{L}{C}" S143 Q328
	Q1151031 P2534 "\lambda_n = {2L\over n}\,," S143 Q328
	Q15517039 P2534 " X / \exp((1/3)\log X \log\log\log X /\log\log X) \ . " S143 Q328
	Q584304 P2534 "\hat{H} \|\psi_1\rangle = E \|\psi_1\rangle" S143 Q328
	Q17027402 P2534 "f(x_1,x_2,\ldots,x_{i-1},1,x_{i+1},\ldots,x_n) \ge f(x_1,x_2,\ldots,x_{i-1},0,x_{i+1},\ldots,x_n).\," S143 Q328
	Q4903714 P2534 "\frac{P \to Q, Q \to P}{\therefore P \leftrightarrow Q}" S143 Q328
	Q756033 P2534 "\mathbf{P}(t) = \varepsilon_0( \chi^{(1)} \mathbf{E}(t) + \chi^{(2)} \mathbf{E}^2(t) + \chi^{(3)} \mathbf{E}^3(t) + \ldots )\ ." S143 Q328
	Q740686 P2534 "\frac{N^2 + N}{2}" S143 Q328
	Q7295778 P2534 "\langle T, \alpha\rangle." S143 Q328
	Q1946642 P2534 " M \hookrightarrow W \quad\mbox{and}\quad N \hookrightarrow W" S143 Q328
	Q4753991 P2534 "\Delta E_{\rm c} = \chi_{2} - \chi_{1}\," S143 Q328
	Q1196465 P2534 "a_{n} x^n y^{(n)}(x) + a_{n-1} x^{n-1} y^{(n-1)}(x) + \cdots + a_0 y(x) = 0." S143 Q328
	Q7249476 P2534 "\operatorname{GL}(V,F) \rightarrow \operatorname{PGL}(V, F)" S143 Q328
	Q2143621 P2534 "R \to X \times_{X/R} X \,\!" S143 Q328
	Q4877965 P2534 "F = M \otimes_A A_f = M_f \qquad G = M \otimes_A \hat{A}." S143 Q328
	Q1044799 P2534 "\,\! m_{1}\vec{u}_{1}+m_{2}\vec{u}_{2}=m_{1}\vec{v}_{1} + m_{2}\vec{v}_{2}." S143 Q328
	Q4596967 P2534 " (x_0\lor x_2)\land(x_0\lor\lnot x_3)\land(x_1\lor\lnot x_3)\land(x_1\lor\lnot x_4)\land" S143 Q328
	Q2004420 P2534 "\rho_0 \frac{\partial^2 z'}{\partial t^2} = - g (\rho (z)-\rho (z+z'))" S143 Q328
	Q570412 P2534 "\int \psi_1^* \mu \psi_2 d\tau ," S143 Q328
	Q7245087 P2534 " f(z) = \sum_{k=-\infty}^\infty a_k (z-a)^k" S143 Q328
	Q218005 P2534 "\sum_{i \mathop =1}^{100}i." S143 Q328
	Q176449 P2534 "n = \frac{N}{V}," S143 Q328
	Q25113074 P2534 "m = \frac{2 v \sigma \lambda q^{\frac{1}{p}} B(\frac{2}{p},q-\frac{1}{p})}{B(\frac{1}{p},q)} " S143 Q328
	Q4378892 P2534 "\overline{F(\bar{z})}" S143 Q328
	Q4874471 P2534 "P(A\|B) = \frac{P(B \| A)\, P(A)}{P(B)}. \," S143 Q328
	Q505760 P2534 "\\|x\\|_f \overset{\text{def}}{=} \|f(x)\|" S143 Q328
	Q5421272 P2534 "\pi_0(x) = \frac{1}{2} \lim_{h\to 0} (\pi(x+h) + \pi(x-h))." S143 Q328
	Q903789 P2534 "(X_1 \or Y_1) \and (X_2 \or Y_2) \and \dots \and (X_n \or Y_n)" S143 Q328
	Q6715868 P2534 " \mathcal{A}(1^+ \cdots n^+) = 0, " S143 Q328
	Q2082317 P2534 "s_k = a_1 + \cdots + a_k= \sum_{n=1}^k a_n." S143 Q328
	Q41872 P2534 "\alpha = \frac{T_2 - T}{T_d - T}" S143 Q328
	Q1799522 P2534 "p(z)-p(z_0)=\frac{1}{A}\int_{z_0}^z dz' \iint\limits_A dx' dy'\, \rho (z') g(z') = \int_{z_0}^z dz'\, \rho (z') g(z') ," S143 Q328
	Q1182161 P2534 "\eta(\tau) = e^{\frac{\pi \rm{i} \tau}{12}} \prod_{n=1}^{\infty} (1-e^{2 n\pi \rm{i} \tau})=q^{\frac{1}{24}} \prod_{n=1}^{\infty} (1-q^{n}) ." S143 Q328
	Q2621284 P2534 "\gamma=\gamma" S143 Q328
	Q5033824 P2534 "(x + \frac{1}{x})^3 = x^3 + 3x + 3\frac{1}{x} + \frac{1}{x^3}, we know that '''x<sup>3</sup> + 1/x<sup>3</sup> = 110''' so we have" S143 Q328
	Q3019748 P2534 " \frac{\partial D}{\partial t} = k_1 L_t -k_2 D " S143 Q328
	Q7254692 P2534 "\nabla f = \left(\frac{\partial f}{\partial x_1},\dots,\frac{\partial f}{\partial x_n}\right)." S143 Q328
	Q3686031 P2534 "\rho_i = \frac {m_i}{V}." S143 Q328
	Q506101 P2534 " pH = pK_{a~H_2CO_3}+ \log \left ( \frac{[HCO_3^-]}{[H_2CO_3]} \right )" S143 Q328
	Q13423021 P2534 " \frac{\partial u}{\partial t} + u \frac{\partial u}{\partial x} + v \frac{\partial u}{\partial y}+ w \frac{\partial u}{\partial z}= -\frac{\partial p}{\partial x} \frac{1}{\rho} + \nu \left(\frac{\partial^2 u}{\partial x^2} + \frac{\partial^2 u}{\partial y^2} + \frac{\partial^2 u}{\partial z^2}\right)+ f_x," S143 Q328
	Q870797 P2534 "\text{SL}(2, \mathbf Z) = \left \{ \left. \begin{pmatrix}a & b \\ c & d \end{pmatrix} \right\| a, b, c, d \in \mathbf Z,\ ad-bc = 1 \right \}" S143 Q328
	Q5365795 P2534 " O((\log n)^{5+\varepsilon})\, " S143 Q328
	Q7682884 P2534 "AB+CD=BC+DA." S143 Q328
	Q446798 P2534 " \sigma_g = \exp \left( \sqrt{ \sum_{i=1}^n ( \ln { A_i \over \mu_g } )^2 \over n } \right). \qquad \qquad (1) " S143 Q328
	Q909337 P2534 "c^2 \frac{\part ^2 v}{\part x ^2}-\frac{\part ^2 v}{\part t ^2}=0" S143 Q328
	Q616653 P2534 "V\mathbb{R}^n \to \mathbb{R}" S143 Q328
	Q5532348 P2534 "\{x\in F;\,x\Vdash p\}\in V for every [[propositional variable]] ''p''." S143 Q328
	Q625641 P2534 "V = a b c \sqrt{1+2\cos(\alpha)\cos(\beta)\cos(\gamma)-\cos^2(\alpha)-\cos^2(\beta)-\cos^2(\gamma)}." S143 Q328
	Q5527854 P2534 "V_\lambda(x,y,z) be the elliptic curve x^3+y^3+z^3 - \lambda xyz=0 \;." S143 Q328
	Q898601 P2534 "\|\psi(t)\rangle = U(t, t_0) \|\psi(t_0)\rangle." S143 Q328
	Q207726 P2534 " x = a (2\cos t - \cos 2 t), \," S143 Q328
	Q7882493 P2534 " \sum_{u\in V} \frac{1}{d(u)+1} ~\ge~\frac{\|V\|}{D+1}." S143 Q328
	Q7801630 P2534 "z \in I^* if and only if there exists a c \in R, where c is not contained in any minimal prime ideal of R, such that c z^{p^e} \in I^{[p^e]} for all e \gg 0. If R is reduced, then one can instead consider all e > 0." S143 Q328
	Q3269411 P2534 "\frac{dy}{dx}." S143 Q328
	Q842172 P2534 " f(n) = 4 n^2 + b n + c" S143 Q328
	Q5958021 P2534 "3x+4y=90" S143 Q328
	Q1334417 P2534 " (t,x,y,z) \mapsto t^2-x^2-y^2-z^2" S143 Q328
	Q6029708 P2534 "\kappa\rightarrow(\lambda)^n_m" S143 Q328
	Q830856 P2534 "f(-x) = \overline{f(x)}" S143 Q328
	Q5212949 P2534 " f_{Di}=c_{i1} \dot{u_1}+c_{i2} \dot{u_2}+\cdots+c_{in} \dot{u_n}=\sum_{j=1}^n c_{i,j}\dot{u_j} \, " S143 Q328
	Q3930282 P2534 "x^{2} \equiv 1\pmod{p} " S143 Q328
	Q17006925 P2534 "\|G\| = k\cdot (a/\gcd(a,b))\cdot (b/\gcd(a,b))\cdot \gcd(a,b), for some integer k. So n = kb/\gcd(a,b), and m=ka/\gcd(a,b)." S143 Q328
	Q466272 P2534 "\displaystyle f(z)=z^{-1}+a_0+a_1z+\cdots" S143 Q328
	Q6803610 P2534 " \mathrm{MASE} = \frac{1}{T}\sum_{t=1}^T\left( \frac{\left\| e_t \right\|}{\frac{1}{T-1}\sum_{t=2}^T \left\| Y_t-Y_{t-1}\right\|} \right) = \frac{\sum_{t=1}^{T} \left\| e_t \right\|}{\frac{T}{T-1}\sum_{t=2}^T \left\| Y_t-Y_{t-1}\right\|}<ref name="Hyndman2006" />" S143 Q328
	Q5438165 P2534 "Availability \ Reduction = \frac{ Total \ Time }{Total \ Time + Maintenance \ Down \ Time } " S143 Q328
	Q706937 P2534 "{}^q\!D={1 \over \sqrt[q-1]{{\sum_{i=1}^S p_i p_i^{q-1}}}}" S143 Q328
	Q4202 P2534 "BE = \frac{0.60\,\beta}{1 - \frac{\beta}{2}}&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;\beta \ = G\,M/R\,{c}^{2}" S143 Q328
	Q196727 P2534 "\ a_n = a_1 + (n - 1)d," S143 Q328
	Q4874478 P2534 "P(AB)=P(A\|B)P(B)=P(B\|A)P(A)" S143 Q328
	Q52637 P2534 "\phi(t) = f_1(\theta_1(t)) f_2(\theta_2(t))" S143 Q328
	Q593544 P2534 "\frac{dP^S}{dQ^S} > \left\|\frac{dP^D}{dQ^D}\right\|." S143 Q328
	Q17083869 P2534 "n_m\in N_m=\{1,2,\ldots,I\} \, " S143 Q328
	Q206451 P2534 "m = Z m_{p} + N m_{n} - \frac{E_{B}}{c^{2}}" S143 Q328
	Q507234 P2534 "\sum_{i=1}^k \frac {n_i} {N_i} = C " S143 Q328Q3327702 P2534 " H_2(G, \mathbf{Z}) \cong (R \cap [F, F])/[F, R]" S143 Q328
	Q5532482 P2534 "[B_1(t),\phi(t)]\Longleftarrow SLR \Longrightarrow [A_N(z),B_N(z)]" S143 Q328
	Q7835440 P2534 "v + S = \{ v + s \in V \| s \in S \}" S143 Q328
	Q1999258 P2534 "m_\alphaL\to L \text{ given by } m_\alpha (x) = \alpha x," S143 Q328
	Q138113 P2534 " N_0 = the number of microorganisms on the spacecraft initially" S143 Q328
	Q170181 P2534 " \frac{a}{\sin A} \,=\, \frac{b}{\sin B} \,=\, \frac{c}{\sin C} \,=\, d, " S143 Q328
	Q1377044 P2534 "g_n = p_{n + 1} - p_n.\ " S143 Q328
	Q1048763 P2534 "\mathcal{S} = {T \over 2}\int \mathrm{d}^2 \sigma \sqrt{-h} h^{ab} g_{\mu \nu} (X) \partial_a X^\mu (\sigma) \partial_b X^\nu(\sigma)" S143 Q328
	Q20809078 P2534 "\cdot S \times X \to X" S143 Q328
	Q1068239 P2534 "B(x)\, dA = E(x) \, dA +\rho(x) \, dA \int_{S}B(x') \frac{1}{\pi r^2} \cos\theta_x\cos\theta_{x'} \cdot \mathrm{Vis}(x,x') \,\mathrm dA'" S143 Q328
	Q736798 P2534 " \ R_0 \cdot S = 1. " S143 Q328
	Q4982017 P2534 "\sup_n\left\|\sum_{i=1}^n x_i\right\|" S143 Q328
	Q2655506 P2534 "x^TAx\geq 0" S143 Q328
	Q17099212 P2534 " \frac{\|h\|^2}{\sum\|f_i^2\|^c}" S143 Q328
	Q533036 P2534 "x=\frac{y - \mu}{\sigma}" S143 Q328
	Q5161000 P2534 " \Gamma(n) = \left\{ \begin{pmatrix} a & b \\ c & d \end{pmatrix} \in \mathrm{SL}_2(\mathbb Z) a, d \equiv 1 \pmod n, b, c \equiv 0 \pmod n \right\} " S143 Q328
	Q3997523 P2534 " \left[- \frac{\hbar^2}{2\mu R^2} \frac{\partial}{\partial R} \left(R^2 \frac{\partial}{\partial R}\right)+ \frac{\langle \Phi_s\|N^2\|\Phi_s \rangle}{2\mu R^2}+ E_s(R)-E\right]F_s(\mathbf R) = 0 " S143 Q328
	Q4408070 P2534 "X_1, X_2, X_3, \dots \!" S143 Q328
	Q5054339 P2534 "\ \boldsymbol{\sigma} = \mathcal{G}(\boldsymbol{F}) " S143 Q328
	Q5432696 P2534 " \mathrm{FDR} = Q_e = \mathrm{E}\!\left [Q \right ] = \mathrm{E}\!\left [\frac{V}{V+S}\right ] = \mathrm{E}\!\left [\frac{V}{R}\right ], " S143 Q328
	Q674928 P2534 "p_n = \tfrac{3n^2-n}{2}" S143 Q328
	Q16966154 P2534 "S=S^{-1}" S143 Q328
	Q16002310 P2534 " p_t=+ip^2q-\frac{i}{2}p_{xx}" S143 Q328
	Q40936 P2534 "\mathrm{pH} = - \log_{10}(a_{\textrm{H}^+}) = \log_{10}\left(\frac{1}{a_{\textrm{H}^+}}\right)" S143 Q328
	Q18358633 P2534 "\frac {d \lambda}{dt} = v ([[Faraday's law of induction]]) and, \frac {dq}{dt} = i" S143 Q328
	Q128709 P2534 " F=\mu A \frac{u}{y}." S143 Q328
	Q7663892 P2534 "\mathrm{SR}(K) \leq \frac{\pi}{\sqrt{8}}," S143 Q328
	Q6784090 P2534 "M + e^- \to M^{+\bullet} + 2e^- " S143 Q328
	Q7687981 P2534 "T_p(A)=\underset{\longleftarrow}{\lim} A[p^n]" S143 Q328
	Q849705 P2534 "(t-a_1)(t-a_2)(t-a_3)\cdots.\," S143 Q328
	Q17145837 P2534 " x\in A\iff L[S,x]\models\phi(S,x)" S143 Q328
	Q1879333 P2534 "x=\frac{2\,t}{1+t^2}" S143 Q328
	Q713113 P2534 "\sqrt{2} \approx 1 + \frac{1}{3} + \frac{1}{3\cdot4} - \frac{1}{3\cdot 4\cdot 34} = 1.4142156 \ldots" S143 Q328
	Q722131 P2534 "\Delta(T=0)=1.764 \, k_BT_c, " S143 Q328
	Q1667879 P2534 "ABPI_{Leg} = \frac { P_{Leg} }{ P_{Arm} }" S143 Q328
	Q660848 P2534 "f(\alpha x + \beta y) = \alpha f(x) + \beta f(y) \," S143 Q328
	Q2993296 P2534 " \pi(x;q,a) \approx \frac{\pi(x)}{\varphi(q)}" S143 Q328
	Q899110 P2534 "R_{\mathrm{min}} = \frac{2V_{l}}{RTln(s)}\sigma_{lv}\," S143 Q328
	Q3819761 P2534 "E^M_{\rm{(abs)}} = E^M_{\rm{(SHE)}}+(4.44 \pm 0.02)\ {\mathrm V}" S143 Q328
	Q3258307 P2534 " \mu_{\operatorname{eff}}(\dot \gamma) is [[viscosity]] as a function of [[shear rate]]," S143 Q328
	Q457547 P2534 "W=S \cdot \frac{1}{\sqrt{2}}" S143 Q328
	Q3610473 P2534 " \lambda = \left(\frac{1}{\lambda_1} + \frac{1}{\lambda_2} \right)^{-1}." S143 Q328
	Q898432 P2534 " \psi_j = \sum_{i=1}^{n} c_{ij} \chi_i." S143 Q328
	Q3977994 P2534 " \Phi (y , \theta ) = A(y) + \sqrt{2} \theta \psi (y) + \theta \theta F(y)" S143 Q328
	Q7632143 P2534 " \sigma(\bold{T}) = \bigcup_{(T_i,\varphi) \in \bold{T}} \{ ( T_j, Q \circ \varphi \circ Q^{-1} \circ \rho ) (T_j, \rho) \in \sigma(T_i) \} ." S143 Q328
	Q6766437 P2534 "\left(A - \lambda I\right)^k {\bold v} = 0," S143 Q328
	Q3055409 P2534 "e A \rightarrow A" S143 Q328
	Q7912768 P2534 "VORP = IP \cdot {{({{League R \over League G}} + 1) - RA9 \over 9}}" S143 Q328
	Q1939186 P2534 "\emptyset = M_{-1} \subset M_0 \subset M_1 \subset M_2 \subset \dots \subset M_{m-1} \subset M_m = M" S143 Q328
	Q898268 P2534 " \varepsilon \nabla^2 \Phi(\mathbf{r}) = -\, \sum_{j = 1}^N q_j \, n_j(\mathbf{r}) - \rho_E(\mathbf{r})," S143 Q328Q1532594 P2534 "P_{D,max} = \frac{T_{D,max} - T_{A}}{\theta_{DA}}" S143 Q328
	Q814880 P2534 "\frac{\partial u}{\partial\bar{z}}-iz\frac{\partial u}{\partial t} = F(t,z)" S143 Q328
	Q7899032 P2534 "m(\varnothing) = 0 \,\,\,\,\,\,\! ; \,\,\,\,\,\, \sum_{A \in P(X)} m(A) = 1. \,\!" S143 Q328
	Q7928688 P2534 "\tilde H_r(f^{-1}(y)) = 0, for all 0\leq r\leq n-1 and all y\in Y," S143 Q328
	Q1191147 P2534 "x f(x) = 0 \,." S143 Q328
	Q716168 P2534 "\operatorname{E}\bigl[(X)_r\bigr] = \operatorname{E}\bigl[ X(X-1)(X-2)\cdots(X-r+1)\bigr]," S143 Q328
	Q83478 P2534 "<math alt="a/b">\frac{a}{b}." S143 Q328
	Q6664605 P2534 "\|A-B\| < \|B-C\| \Rightarrow \|f(A) - f(B)\| < \|f(B) - f(C)\|. \," S143 Q328
	Q7064908 P2534 "f M\rightarrow BG" S143 Q328
	Q2634405 P2534 " \vec{u} = (u_x, u_y, u_z) = u_x\mathbf{i} + u_y\mathbf{j} + u_z\mathbf{k}" S143 Q328
	Q4979612 P2534 "\Delta E(r) = E_\mathrm{gap} + \frac{h^2}{8r^2} \left(1/m_\mathrm{e}^* + 1/m_\mathrm{h}^*\right) ." S143 Q328
	Q7380427 P2534 " ds^2 = g^R_{ij} dx^i dx^j, \, " S143 Q328
	Q29175 P2534 "m=\frac{\text{change in } y}{\text{change in } x} = \frac{\Delta y}{\Delta x}," S143 Q328
	Q381040 P2534 "[\mathbf{A}^\mathrm{T}]_{ij} = [\mathbf{A}]_{ji}" S143 Q328
	Q1626416 P2534 "[x,y]=-(-1)^{\|x\| \|y\|}[y,x].\ " S143 Q328
	Q5511960 P2534 " G = 2\sum_{i} {O_{i} \cdot \ln\left(\frac{O_i}{E_i}\right)}, " S143 Q328
	Q2034549 P2534 " A = \frac{4 \pi}{3} N_A \alpha, " S143 Q328
	Q946666 P2534 "\frac{1}{AB}=\int^1_0 \frac{du}{\left[uA +(1-u)B\right]^2}" S143 Q328
	Q17097275 P2534 "L(x) = \sum_{i=0}^n a_i x^{q^i}, \text{ where each } a_i \text{ is in } F_{q^m} (\text { = } GF(q^m)) \text{ for some fixed positive integer }m. " S143 Q328
	Q1046291 P2534 "G\times G \to G (x,y)\mapsto xy" S143 Q328
	Q1309251 P2534 " T_g \to T_{0c} \text{ as } \frac{dT}{dt} \to 0. " S143 Q328
	Q7887041 P2534 " B_{ij}=\|U_{ij}\|^2 \text{ for } i,j=1,\dots,n. \, " S143 Q328
	Q7433294 P2534 "\frac{1}{A^n}=\frac{1}{(n-1)!}\int^\infty_0 du \, u^{n-1}e^{-uA}," S143 Q328
	Q207527 P2534 "y(t) = A\sin(2 \pi f t + \varphi) = A\sin(\omega t + \varphi)" S143 Q328
	Q844118 P2534 "\frac{P \to Q, \neg Q}{\therefore \neg P}" S143 Q328
	Q860900 P2534 "W=L_w+L_t" S143 Q328
	Q7131600 P2534 "Df(x)(y) = \lim_{s\to 0}\delta_{1/s} f(x\delta_sy)" S143 Q328
	Q3885225 P2534 " \sum_{i=0}^{N-1} b_i \cdot 2^i " S143 Q328
	Q7877 P2534 "W_{max} = W_{electrical} = -nFE_{cell} ," S143 Q328
	Q5421988 P2534 "D\phi(v_0, v_1,\dots, v_k)= d \phi(h v_0 ,h v_1,\dots, h v_k)" S143 Q328
	Q5361768 P2534 " \{ F_t t \in T \}" S143 Q328
	Q1306887 P2534 "\frac{1}{2} \,+\, \frac{1}{4} \,+\, \frac{1}{8} \,+\, \frac{1}{16} \,+\, \cdots" S143 Q328
	Q6958658 P2534 "\deg C > \frac{1}{\sqrt{r}}\sum_{i=1}^r m_i." S143 Q328
	Q953861 P2534 "P_{out} \le \frac{(V_{br} - V_k)^2}{8Z_o} " S143 Q328
	Q6663584 P2534 "L_{m,n} = \frac{2m+1}{m+n+1}\binom{2n}{m+n} \qquad\text{ for }n \ge m \ge 0." S143 Q328
	Q7049210 P2534 " \widehat{\rho} = \int \varphi(\alpha) \|{\alpha}\rangle \langle {\alpha}\| \rm{d}^2 \alpha," S143 Q328
	Q22907106 P2534 " \varepsilon = C_\varepsilon \frac{\mathcal{U}^3}{\mathcal{L}}" S143 Q328
	Q5645302 P2534 "\Psi = \sqrt{\rho}e^{iS/\hbar}" S143 Q328
	Q5985139 P2534 " E = n_1\epsilon_1 + n_2\epsilon_2 + \ldots + n_6\epsilon_6," S143 Q328
	Q3071325 P2534 " X^2 + aXY + b Y^2 = P (T).\," S143 Q328
	Q5864709 P2534 "(1-1) + (1-1) + \cdots = 0" S143 Q328
	Q1260232 P2534 "\left( \frac{\mbox{Total Valid Poll}}{\left(\mbox{Seats}+1 \right)} \right) + 1" S143 Q328
	Q5576320 P2534 "\operatorname{Gode}(F)(U)=\prod_{x\in U} F_x." S143 Q328
	Q2533727 P2534 "4\cos^3 \frac \theta 3 - 3\cos \frac \theta 3 = \cos\theta," S143 Q328
	Q10853087 P2534 "\frac{60! \times 60! \times 30! \times 2^{29}}{8} \approx 1.2325 \times 10^{204}" S143 Q328
	Q2875693 P2534 "y = {xR \over L}" S143 Q328
	Q125569 P2534 "\sqrt{\frac{613t+203}{9(35t-62)}} \approx 7.889\,294\,677\,71," S143 Q328
	Q5638887 P2534 "f = \sum_{e\in\Gamma} c_e T^e" S143 Q328
	Q193394 P2534 "\tfrac{355}{113} = 3.1415929203539823008\dots" S143 Q328
	Q1981506 P2534 "OER = \frac{Radiation\, dose\, in\, hypoxia} {Radiation\, dose\, in\, air}" S143 Q328
	Q5617071 P2534 "E=nh\nu\,," S143 Q328
	Q2602200 P2534 "\mathsf{ESI} = \prod_{i=1}^{n}\left(1-\Big\vert\frac{x_i - x_{i0}}{x_i + x_{i0}}\Big\vert\right)^\frac{w_i}{n}," S143 Q328
	Q2624927 P2534 "\forall m. \, (\, \text{Mouse}(m) \rightarrow \exists c. \, (\text{Cat}(c) \land \text{Fears}(m,c)) \, )" S143 Q328
	Q2152581 P2534 "r_\text{e} = \frac{1}{4\pi\varepsilon_0}\frac{e^2}{m_{\text{e}} c^2} = 2.817 940 3267(27) \times 10^{-15} \text{ m} ," S143 Q328
	Q17140614 P2534 "\sigma_N=\frac{\nu_L \sigma_L - \nu_S \sigma_S}{\nu_L - \nu_S}\," S143 Q328
	Q5172857 P2534 "\overline{y}_x=\frac{\sum_i y_{xi}}{n_x} and \overline{y}=\frac{\sum_x n_x \overline{y}_x}{\sum_x n_x}," S143 Q328
	Q772232 P2534 " \operatorname{E} (X \mid H ) = \frac{\sum_{\omega \in H} X(\omega)}{\|H\|} " S143 Q328
	Q7661314 P2534 " \sum_{n = 0}^{\infty} \sum_{i = 0}^{2n} b_i( \Sigma^n C ) y^n u^{i-n} = \frac{ (1 + y)^{2g} }{ (1 - u y) (1 - u^{-1} y) }" S143 Q328
	Q6007516 P2534 " \vdash A \Rightarrow \ \vdash \Box A." S143 Q328
	Q2166583 P2534 "\Delta\nu = \frac{c}{2L}" S143 Q328
	Q7140386 P2534 "V=\sum _{i=1}^n m_i \bar{v_i}," S143 Q328
	Q5598008 P2534 "T_{\rm Kep}=2\pi\sqrt{\frac{a^3}{GM}}" S143 Q328
	Q194411 P2534 "E_\mathrm{v} = 10^{(-14.18-M_\mathrm{v})/2.5}," S143 Q328
	Q915169 P2534 "F_\text{P} = \frac{m_\text{P} c}{t_\text{P}} = \frac{c^4}{G} = 1.51027 \times 10^{44} \mbox{ N.}" S143 Q328
	Q245748 P2534 "\hat{f} = \frac{1}{B} \sum_{b=1}^B \hat{f}_b (x')" S143 Q328
	Q5475803 P2534 "\sum_{n=1}^\infty n = -\frac{1}{12}? Does that have any deeper meaning? In similar cases (1+2+4+8+...=-1, for example), the strange answer is actually because you're working in a strange metric without knowing it (2-adic in the case of that example), but I can't think of a metric in which 1+2+3+4+... would converge. --[[UserTango\|Tango]] ([[User talkTango\|talk]]) 0401, 19 July 2008 (UTC)" S143 Q328
	Q2996687 P2534 "{x} = \sqrt {r^2 + a^2} \sin\theta\cos\phi" S143 Q328Q857158 P2534 "N = \frac{V_s \times c \times r_s}{n_r} " S143 Q328
	Q5520315 P2534 "\alpha\Gamma(t;\gamma,\lambda) = \Gamma(t;\gamma,\lambda/\alpha)\," S143 Q328
	Q3028070 P2534 "\displaystyle S =\int d^{d}x\left\{ \frac{1}{2}\left( \nabla \phi \right) ^{2}+u\phi^{4}\right\}," S143 Q328
	Q262754 P2534 "f_c = \frac{1}{2 \pi \tau} = \frac{1}{2 \pi R C},\," S143 Q328
	Q2996692 P2534 " g = \varphi (dx_1^2 + \cdots + dx_n^2)," S143 Q328
	Q18848 P2534 "f(r \cdot m + s \cdot n) = r \cdot f(m) + s \cdot f(n)" S143 Q328
	Q3258317 P2534 "T(n) = T(0) \cdot C^{n} " S143 Q328
	Q820036 P2534 " \|f_n(x)\| \le g(x)" S143 Q328
	Q3798612 P2534 "J(\phi) = C \cos2 \phi + B \cos\,\phi + A" S143 Q328
	Q1049915 P2534 " {\mathbf S}={\mathbf P}\times_{\kappa}\Delta_n\," S143 Q328
	Q518524 P2534 "\vec{e}_0 = \partial_t, \; \vec{e}_1 = f(r) \, \partial_z, \; \vec{e}_2 = f(r) \, \partial_r, \; \vec{e}_3 = \frac{1}{r} \, \partial_\phi - h(r) \, \partial_t" S143 Q328
	Q5159256 P2534 " P(A\mid B) = P(A) \text{ or } P(B\mid A) = P(B)<ref>Conditional Independence in Statistical theory [http//edlab-www.cs.umass.edu/cs589/2010-lectures/conditional%20independence%20in%20statistical%20theory.pdf "Conditional Independence in Statistical Theory", A. P. Dawid"]</ref><ref>Probabilistic independence on Britannica [http//www.britannica.com/EBchecked/topic/477530/probability-theory/32768/Applications-of-conditional-probability#toc32769 "Probability->Applications of conditional probability->independence (equation 7) "]</ref> (''A'' and ''B'' are independent)" S143 Q328
	Q2269302 P2534 " \omega = \arccos { {\mathbf{n} \cdot \mathbf{e}} \over { \mathbf{\left \|n \right \|} \mathbf{\left \|e \right \|} }} " S143 Q328
	Q25138352 P2534 " V(x) = \frac{V_0}{1+W (e^{-x/\sigma})}." S143 Q328
	Q6736812 P2534 "Reliability = 0.5 \times \left( 1 + e^{ \left( - \lambda \times Time \ Between \ Maintenance \ Actions \right)} \right)" S143 Q328
	Q906420 P2534 "\frac{1}{R} =\frac{2ky}{rd}" S143 Q328
	Q5425387 P2534 "\bigcup_{x \in X}\ \bigcap_{t_x > 0}\ \bigcup_{t \in [0,t_x]} \{x_0 + tx\} \subseteq A." S143 Q328
	Q25304822 P2534 "\mathrm{Var}\bigl(\mathrm{Re}(\tilde{X}_j)\bigr) = \mathrm{Var}\bigl(\mathrm{Im}(\tilde{X}_j)\bigr) = S_1(f_j)" S143 Q328
	Q1129139 P2534 "RPF = \frac{U_x V}{P_a - P_v}" S143 Q328
	Q3191171 P2534 "m = \prod p_i^{\alpha_i}," S143 Q328
	Q2296113 P2534 "a^{(p-1)/2} \equiv \left(\frac{a}{p}\right) \pmod p " S143 Q328
	Q170804 P2534 " (f \star g)(\tau)\ \stackrel{\mathrm{def}}{=} \int_{-\infty}^{\infty} f^*(t)\ g(t+\tau)\,dt," S143 Q328
	Q3034788 P2534 "(x-3)x^{14}(x+3)(x^2-x-4)^7(x^2-2)^6(x^2+x-4)^7(x^4-6x^2+4)^{14}.\ " S143 Q328
	Q211382 P2534 "s = {1 \over 0.031 \times 1.016^t + 1}" S143 Q328
	Q904849 P2534 "\mathcal{I}W=\mathcal{R}W^W,\,\mathcal{F}W=\mathcal{R}WW^" S143 Q328
	Q2510719 P2534 " 0 = (x^2+y^2+z^2 + 16)^2 - 100(x^2+y^2). \,\! " S143 Q328
	Q492264 P2534 "\frac{60}{bpm}(x)=W" S143 Q328
	Q1545916 P2534 "x'(t)=V(x(t))" S143 Q328
	Q5506220 P2534 "\mu(B(x,r))\le r^s " S143 Q328
	Q3518150 P2534 "V \otimes \cdots \otimes V \otimes V^* \otimes \cdots \otimes V^*" S143 Q328
	Q17105946 P2534 "\mathcal{L}=\overline{\psi} \left(i\partial\!\!\!/-m \right) \psi + \frac{g}{2}\left(\overline{\psi} \psi\right)^2" S143 Q328
	Q4764021 P2534 "a_r(x) f^{(r)}(x) + a_{r-1}(x) f^{(r-1)}(x) + \ldots + a_1(x) f'(x) + a_0(x) f(x) = 0" S143 Q328
	Q427657 P2534 "\sin(A + \pi/3) \sin(B + \pi/3) \sin(C + \pi/3)." S143 Q328
	Q3238394 P2534 "m_{T}^2 = m^2 + p_{x}^2 + p_{y}^2 \," S143 Q328Q5432687 P2534 " \Pr[\theta \in \mathrm{CI},\ \text{CI constructed}] \leq \Pr[\theta \in \mathrm{CI}] \leq \alpha" S143 Q328
	Q7049061 P2534 " \mathcal L=\|\partial_\mu \Phi\|^2-U(\|\Phi\|) \, " S143 Q328
	Q598190 P2534 "T_t(a f + b h) = a T_t f + b T_t h" S143 Q328
	Q3338735 P2534 "\begin{smallmatrix} R_H = a\left ( \frac{m}{3M} \right )^{\frac{1}{3}} \end{smallmatrix}," S143 Q328
	Q16954269 P2534 " d \log X_i(t) = \gamma_i(t) \, dt + \sum_{\nu=1}^d \xi_{i \nu}(t) \, dW_{\nu}(t)" S143 Q328
	Q6433698 P2534 "\wedge^{p+1}M_{q-1}\rightarrow \wedge^{p}M_{q} \rightarrow \wedge^{p-1}M_{q+1}" S143 Q328
	Q1094282 P2534 "\operatorname{Si}(x) = \int_0^x\frac{\sin t}{t}\,dt" S143 Q328
	Q2141657 P2534 "n + m = 3n - m + 2(3n - m) + p" S143 Q328
	Q2696957 P2534 "x = \cot \varphi \sin((\lambda - \lambda_0)\sin \varphi)\," S143 Q328
	Q7847909 P2534 "\sigma(T) = \sigma_p (T) \cup \sigma_c (T) \cup \sigma_r (T)." S143 Q328
	Q7857666 P2534 "\binom xn = \frac{x^{\underline n}}{n!} = \frac{x(x-1)\cdots(x-n+2)(x-n+1)}{n(n-1)\cdots2\cdot1}." S143 Q328
	Q4868077 P2534 "\frac{\partial u}{\partial t}=\nu_c\,\frac{\partial^2u}{\partial y^2}," S143 Q328
	Q7333128 P2534 " \mathbf{F} = \mathbf{E} + ic \mathbf{B}" S143 Q328
	Q6495 P2534 " {\mbox{d} P \over \mbox{d} r} = - { G m \rho \over r^2 } ," S143 Q328
	Q837317 P2534 "tT^2=(0.74 \mathrm{\ s\ MeV^2})\times(10.75/g_* )^{1/2} ," S143 Q328
	Q232661 P2534 " S_\text{latency}(s) = \frac{1}{1 - p + \frac{p}{s}}," S143 Q328
	Q8070 P2534 "\,\mathit{I} = \frac{1}{2} + \log_{2} \mathit{H}_{av}" S143 Q328
	Q523759 P2534 " \frac{\Delta M_{stor}}{\Delta t} = \frac{M_{in}}{\Delta t} - \frac{M_{out}}{\Delta t} - \frac{M_{gen}}{\Delta t}" S143 Q328
	Q4291826 P2534 " Q^{n}_i = \frac{1}{\Delta x} \int_{x_{i-1/2}} ^ { x_{i+1/2} } q(t^n, x)\, dx " S143 Q328
	Q4668178 P2534 "\textrm{Abnormal\ Return} = \textrm{Actual\ Return} - \textrm{Expected\ Return}" S143 Q328
	Q5950712 P2534 "\delta X \rightarrow P(X) \, " S143 Q328
	Q2246294 P2534 "f(x)={2 \over \pi R^2}\sqrt{R^2-x^2\,}\, " S143 Q328
	Q4455015 P2534 "p-q=\frac{1}{\pi}\Delta\arg f(iy)= \left.\begin{cases} +I_{-\infty}^{+\infty}\frac{P_0(y)}{P_1(y)} & \text{for odd degree} \\[10pt] -I_{-\infty}^{+\infty}\frac{P_1(y)}{P_0(y)} & \text{for even degree} \end{cases}\right\} = w(+\infty)-w(-\infty)." S143 Q328
	Q5033381 P2534 "\displaystyle K_X = f^*(K_Y)+\sum_i a_iE_i" S143 Q328
	Q25303948 P2534 "M_X[i,j] = V_i(X_j)" S143 Q328
	Q995215 P2534 " I_c = C_m\frac{{\mathrm d} V_m}{{\mathrm d} t} " S143 Q328
	Q6402757 P2534 "\left\|\alpha - \frac{p}{q}\right\| < \frac{1}{\sqrt{5}q^2}." S143 Q328
	Q5500266 P2534 "P_K(p^0,p^1,u)=\frac{C(u,p^1)}{ C(u,p^0)}" S143 Q328
	Q2259070 P2534 " p = \frac{n^2+n+2}{2}." S143 Q328
	Q2734388 P2534 " \mathbf{a}_1 = a_1\mathbf{\hat b}\," S143 Q328
	Q18355233 P2534 "\operatorname{mtanh}x = \frac {e^{ax} - e^{-bx}} {e^{cx} + e^{-dx}}" S143 Q328
	Q1753040 P2534 " v = \frac{D^2\Delta P}{32\mu *L} " S143 Q328
	Q189434 P2534 " Z = ( A \cdot \overline{S}) + (B \cdot S)" S143 Q328
	Q4651121 P2534 "\Delta= \begin{pmatrix}I&B_2+z_2&B_1+z_1\\J^\dagger&-B_1^\dagger-\bar{z_1}&B_2^\dagger+\bar{z_2}\end{pmatrix}." S143 Q328
	Q18392164 P2534 " G_n(t) = \prod_{k=1}^n \left( 1 + r \cos(2 \pi m^k t) \right) " S143 Q328
	Q3179309 P2534 "CBR = 2 (\Delta f + f_m)" S143 Q328
	Q923906 P2534 "w=\frac{2(\rho_p-\rho_f)gr^2}{9\mu}" S143 Q328
	Q1326177 P2534 "V_c=kT_c/q" S143 Q328
	Q182003 P2534 " \forall a,b \in A, \;\; f(a)=f(b) \Rightarrow a=b" S143 Q328
	Q3061902 P2534 "x = (x_1, x_2, \ldots, x_n) \," S143 Q328
	Q613048 P2534 "A = x + y\ " S143 Q328
	Q516372 P2534 "\bar\lambda_m = \frac{M}{L}" S143 Q328
	Q6425087 P2534 "\,\!K_X = \bigwedge^n\Omega^1_X," S143 Q328
	Q7451765 P2534 " p = \sum_{i=1}^n x_i \otimes y_i" S143 Q328
	Q6132592 P2534 "\pi = \frac{NS - NF}{S} = N\left(1-\frac{F}{S}\right)" S143 Q328
	Q1206235 P2534 "E_n = E_0 + \frac{\hbar^2 \pi^2}{2 m L^2} n^2. \," S143 Q328
	Q842072 P2534 "\phi(t) = \arg[s(t)]," S143 Q328
	Q7277694 P2534 " a^{(p-1)} \equiv 1 \pmod{p}" S143 Q328
	Q858280 P2534 "f(z) = \frac{1}{2\pi}\int_0^{2\pi} \hat{f}(e^{i\theta}) P(z,e^{i\theta})\, d\theta" S143 Q328
	Q1353947 P2534 "\Psi_B(\cdots,\bold{r}_i,\cdots,\bold{r}_j,\cdots)=+\Psi_B(\cdots,\bold{r}_j,\cdots,\bold{r}_i,\cdots) if the particles are [[bosons]]," S143 Q328
	Q1424764 P2534 "\chi_1(\omega) = {1 \over \pi} \mathcal{P}\!\!\!\int \limits_{-\infty}^\infty {\chi_2(\omega') \over \omega' - \omega}\,d\omega'" S143 Q328
	Q6427428 P2534 " \frac{\partial P_{ij}}{\partial t}(s;t) = \sum_k P_{ik}(s;t) A_{kj}(t) " S143 Q328
	Q6809515 P2534 "E(x,y) = \sum_{n=0}^\infty \frac{(\rho/2)^n}{n!} ~ \mathit{H}_n(x)\mathit{H}_n(y) ~." S143 Q328
	Q787903 P2534 "P \to Q, P \vdash Q" S143 Q328
	Q2004951 P2534 "\left [ \hat{a}, \hat{a}^\dagger \right ] = 1~." S143 Q328
	Q389328 P2534 "\int_{b - k}^{b} f(x) \, dx \leq \int_{a}^{b} f(x) g(x) \, dx \leq \int_{a}^{a + k} f(x) \, dx," S143 Q328
	Q25100561 P2534 "g_1 p^{-1}(b) \to p^{-1}(\beta(1))." S143 Q328
	Q1172774 P2534 "a(Z)=2^{1-A}(1+Z)^A\,p(Z), with ''N=2A'', ''p'' having real coefficients, ''p(1)=1'' and ''degree(p)=A-1'', " S143 Q328
	Q898893 P2534 "\sigma_{j}^{+} = (\sigma_{j}^{x}+i\sigma_{j}^{y})/2 = f_{j}^{\dagger}" S143 Q328
	Q5154570 P2534 "i_* \Delta^{op} Sets \rightarrow \Delta^{op}_{\leq n} Sets" S143 Q328
	Q7915794 P2534 "P(\mathbf{Z}\mid \mathbf{X}) \approx Q(\mathbf{Z})." S143 Q328
	Q5270518 P2534 "(x_{11} \lor x_{12}) \land (x_{21} \lor x_{22}) \land \cdots \land (x_{n1} \lor x_{n2}) \land \cdots. " S143 Q328Q188248 P2534 "a x^2 + b x + c\, ," S143 Q328
	Q1465300 P2534 "x = \frac{-b \pm \sqrt{b^2 - 4ac}}{2a}" S143 Q328
	Q17043880 P2534 "f(t) = A[\cos(\frac{2\pi}{day}t)\cos\psi\cos\theta - \sin\psi\sin\theta]" S143 Q328
	Q6912232 P2534 " (A_1, B, C, D, A_3) = (A_1, D'', C'', B'', A_3) " S143 Q328
	Q17144845 P2534 "\frac{C}{MR^2}," S143 Q328
	Q1856609 P2534 "X_1, \dots, X_n\sim N(\mu,\sigma^2)\," S143 Q328
	Q24963045 P2534 "\lim_{c \to 0} \Big( {\Pi \over c} \Big) = {{RT} \over M_n} " S143 Q328
	Q597663 P2534 " \mathbf{S}X = \bigcup_{i=0}^{\infty} \mathbf{S}_{i}X \mbox{.} \! " S143 Q328
	Q254634 P2534 "R = (n_0 - 1) \cot h_\mathrm{a} \,," S143 Q328
	Q1455711 P2534 "f(w) = z\," S143 Q328
	Q1997812 P2534 "\int_Cf(z)e^{\lambda g(z)}dz" S143 Q328
	Q492260 P2534 "\mathbf{q}^m = \mathbf{f}^m \mathbf{Q}^m + \mathbf{q}^{om} \qquad \qquad \qquad \mathrm{(1)}" S143 Q328
	Q3299244 P2534 " [J_x,J_y] = i J_z,\quad [J_z,J_x] = i J_y,\quad [J_y,J_z] = i J_x, " S143 Q328
	Q214561 P2534 "y = a \, \cosh \left(\frac{x}{a}\right) = \frac{a\left(e^\frac{x}{a} + e^{-\frac{x}{a}}\right)}{2}" S143 Q328
	Q836133 P2534 "(n-1)!\ \equiv\ -1 \pmod n." S143 Q328
	Q1671727 P2534 " \# \$ \% ^\wedge \& \_ \{ \} \sim \backslash." S143 Q328
	Q2601117 P2534 "\left\{ {n \atop n} \right\} = 1 and for n \geq 1, \left\{ {n \atop 1}\right\} = 1 the only way to partition an ''n''-element set into ''n'' parts is to put each element of the set into its own part, and the only way to partition a nonempty set into one part is to put all of the elements in the same part." S143 Q328
	Q5012817 P2534 " \frac{\mathbb{P}(q_\theta(X) \geq q_\theta^* \|\theta)}{\mathbb{P}( q_\theta(X) \geq q_\theta^* \| 0 )} = \alpha' ." S143 Q328
	Q3139849 P2534 "d(t) = \frac{2}{\sqrt{\pi}} a_{\rm eff} T_1 \sqrt{\kappa t} + d_{\rm r}" S143 Q328
	Q5347254 P2534 "\operatorname{dom}f = \{x \in X f(x) < +\infty\}. \,<ref name="AB">{{cite book\|last1=Aliprantis\|first1=C.D.\|last2=Border\|first2=K.C.\|title=Infinite Dimensional Analysis A Hitchhiker's Guide\|edition=3\|publisher=Springer\|year=2007\|isbn=978-3-540-32696-0\|doi=10.1007/3-540-29587-9\|page=254}}</ref><ref>{{cite book\|first1=Hans\|last1=Föllmer\|first2=Alexander\|last2=Schied\|title=Stochastic finance an introduction in discrete time\|publisher=Walter de Gruyter\|year=2004\|edition=2\|isbn=978-3-11-018346-7\|page=400}}</ref>" S143 Q328
	Q3964630 P2534 "\mathrm{TSS}=\sum_{i=1}^{n}\left(y_{i}-\bar{y}\right)^2" S143 Q328
	Q966837 P2534 " \overline{X}_n = (X_{n1},\dots,X_{nk}) \; " S143 Q328
	Q94491 P2534 "f(x)=\sum_{n=0} ^\infty a^n \cos(b^n \pi x)," S143 Q328
	Q464356 P2534 " p(x_n) = y_n, \quad n=0,\ldots ,N-1. \, " S143 Q328
	Q17135656 P2534 " \alpha (w)=a_1\|w\|^{1-\gamma} \quad (1.1)" S143 Q328
	Q6028493 P2534 " F,f R^{n_x} \times R^{n_y} \to R" S143 Q328
	Q796230 P2534 "q_{or}=k_1 \lor^p k_2 \lor^p .... \lor^p k_t " S143 Q328
	Q6446396 P2534 "H=F(X)(_{i\in I} g_i A_ig_i^{-1})* (*_{j\in J} f_jB_jf_j^{-1})." S143 Q328
	Q5135546 P2534 " \vec{F} = m \vec{a}" S143 Q328
	Q18354955 P2534 "h = {\frac {2}{3g}}r^{\frac 3 2}," S143 Q328
	Q238170 P2534 "G^a_{\mu \nu} = \partial_\mu \mathcal{A}^a_\nu - \partial_\nu \mathcal{A}^a_\mu + g f^{abc} \mathcal{A}^b_\mu \mathcal{A}^c_\nu \,," S143 Q328
	Q7546464 P2534 " \operatorname{smoothstep}(x) = 3x^2 - 2x^3 " S143 Q328
	Q949167 P2534 "R=e^{-\frac{t}{S}}" S143 Q328
	Q5928235 P2534 "a_0x^n + a_1x^{n-1} + \cdots + a_{n-1}x + a_n = 0 \, " S143 Q328
	Q7673691 P2534 "total\ revolutions/(2400*60)" S143 Q328
	Q842953 P2534 " d_\varepsilon(x)=\frac{\mu(A\cap B_\varepsilon(x))}{\mu(B_\varepsilon(x))}" S143 Q328
	Q468881 P2534 "\mathrm{\Beta}(n,m)= {(n-1)!(m-1)! \over (n+m-1)!}={n+m \over nm{n+m \choose n}}" S143 Q328
	Q13434396 P2534 " {\kappa}^{\sigma} = \frac{4F^2Cz^2D(1+3m/z^2)}{RT\kappa}\left(\cosh\frac{zF\zeta}{2RT}-1\right)" S143 Q328
	Q5553164 P2534 "(-1)^{(\|a\|-1)(\|c\|-1)}[a,[b,c]]+(-1)^{(\|b\|-1)(\|a\|-1)}[b,[c,a]]+(-1)^{(\|c\|-1)(\|b\|-1)}[c,[a,b]] = 0.\," S143 Q328
	Q25303771 P2534 " I_1 = (V_0 -V_2) \mathrm{Y_1} " S143 Q328
	Q1327941 P2534 "H = \left\{a+bi+cj+dk \in \mathbb{H} \mid a,b,c,d \in \mathbb{Z} \;\mbox{ or }\, a,b,c,d \in \mathbb{Z} + \tfrac{1}{2}\right\}." S143 Q328
	Q7442982 P2534 "V_{in} = A\cos(wt)" S143 Q328
	Q5348898 P2534 "s_{ij} = \operatorname{sat}(i,j) - \operatorname{unsat}(i,j)" S143 Q328
	Q7510567 P2534 "\mathcal{H}_g=\left\{\tau \in M_{g \times g}(\mathbb{C}) \ \big\| \ \tau^{\mathrm{T}}=\tau, \textrm{Im}(\tau) \text{ positive definite} \right\}, " S143 Q328
	Q7003033 P2534 "X=X_1,\ldots,X_k " S143 Q328
	Q5105492 P2534 "\phi\colon U \to P = P_1 \times_S \cdots \times_S P_n." S143 Q328
	Q6553479 P2534 " \mathbf{E} ( \mathbf{r} , t ) = \mid\mathbf{E}\mid \mathrm{Re} \left \{ \|\psi\rangle \exp \left [ i \left ( kz-\omega t \right ) \right ] \right \} " S143 Q328
	Q1952404 P2534 "f\colon V_1 \times \cdots \times V_n \to W\text{,}" S143 Q328
	Q332683 P2534 "f_\mathrm{img} = \begin{cases} f + 2f_\mathrm{IF} , & \text{if } f_\mathrm{LO} > f \text{ (high side injection)}\\ f- 2f_\mathrm{IF}, & \text{if } f_\mathrm{LO} < f \text{ (low side injection)} \end{cases} " S143 Q328
	Q188191 P2534 " \mathrm{crd}\ \theta = \sqrt{(1-\cos \theta)^2+\sin^2 \theta} = \sqrt{2-2\cos \theta} =2 \sin \left(\frac{\theta }{2}\right). " S143 Q328
	Q2264448 P2534 " \nu = \arccos { {\mathbf{e} \cdot \mathbf{r}} \over { \mathbf{\left \|e \right \|} \mathbf{\left \|r \right \|} }}" S143 Q328
	Q14942749 P2534 "\mathrm{2Re + 7S \ \xrightarrow{\Delta}\ Re_2S_7 }" S143 Q328
	Q4274070 P2534 "B = \frac{\mu_0 \mu_r I N}{l}" S143 Q328
	Q1502581 P2534 " \frac{dx}{dt}=rx-x^2. \, " S143 Q328
	Q1368380 P2534 "\left [ 0.9 \left [ \frac{A+B}{2} + \frac{A-B}{2}\sin4\pi f_pt \right ] + 0.1\sin2\pi f_pt \right ] \times 75~\mathrm{kHz}<ref>{{citation \| title=Stereophonic Broadcasting Technical Details of Pilot-tone System \| work=Information Sheet 1604(4) \| publisher=[[BBC]] Engineering Information Service \|date=June 1970}}</ref>" S143 Q328
	Q17030678 P2534 "D^n \sqcup_{S^{n-1}} pt" S143 Q328
	Q7236514 P2534 "G_P = \frac{P_\mathrm{load}}{P_\mathrm{input}}" S143 Q328
	Q1060372 P2534 "F(t, x, y) = {\partial F \over \partial t}(t, x, y) = 0" S143 Q328
	Q243821 P2534 " \|\psi\rangle = \begin{pmatrix} c_1 \\ c_2\end{pmatrix} = c_1\begin{pmatrix} 1 \\ 0\end{pmatrix} + c_2\begin{pmatrix} 0 \\ 1\end{pmatrix} ; where, c_1 and c_2 are the coordinates.<ref name="griffiths353">{{cite book\|last=Griffiths\|first=David\|title=Introduction to Quantum Mechanics\|edition=2nd\|year=2005\|page=353}}</ref>" S143 Q328
	Q17058592 P2534 "1 + 2 + 3 + ... + 97 + 98 + 99\, " S143 Q328
	Q2232737 P2534 "(C_L-C_S) \ df_S = (f_L) \ dC_L." S143 Q328Q264164 P2534 "\bar x = \sum_{i=1}^n x_i/n " S143 Q328
	Q10713448 P2534 " v_0 h_0 = v_1 h_1 = q {{pad\|2em}} or {{pad\|2em}} v_1 = v_0 {h_0 \over h_1}, " S143 Q328
	Q749773 P2534 "M = \bigcap_{n\in\mathbb{N}} M_n" S143 Q328
	Q32043 P2534 "1 + 1 = 2 ("one plus one equals two")" S143 Q328
	Q1153553 P2534 "P = e^{\frac{\Omega + \mu N - E}{k T}}," S143 Q328
	Q3851920 P2534 " (1 + x)^\alpha \approx 1 + \alpha x. " S143 Q328
	Q25138413 P2534 "\left(\log n\right)^7<\sqrt n" S143 Q328
	Q3183033 P2534 " (A \times B \times I) / R, \, " S143 Q328
	Q159653 P2534 "100^{\frac{m-M}{5}}=\frac{F_{10}}{F}=\left(\frac{d}{10\;\mathrm{pc}}\right)^2," S143 Q328
	Q6786277 P2534 "\frac{R_1}{R_1+R_2}=\frac{Rf_1}{Rf_1+Rf_2}" S143 Q328
	Q254860 P2534 "\hat f_\rho = \chi_\rho\hat f" S143 Q328
	Q7269077 P2534 "\vert \psi \rangle \approx \sum_i \vert A_i \rangle_\mathcal{S} \vert R_i \rangle_\mathcal{R}" S143 Q328
	Q186713 P2534 "\mathrm{MA} = F_\text{out}/F_\text{in}\, " S143 Q328
	Q621850 P2534 "\forall a \in X(a R a)" S143 Q328
	Q19596510 P2534 "\operatorname{Hom}_{\mathcal{O}_X}(\Omega_{X/S}, F) = \operatorname{Der}_S(\mathcal{O}_X, F)" S143 Q328
	Q5709145 P2534 " I^I = \prod_{i \in I} I_i " S143 Q328
	Q4459373 P2534 "E_{ij} = \sum_{a=1}^n x_{ia}\frac{\partial}{\partial x_{ja}}." S143 Q328
	Q7309604 P2534 "f = (f_1, \dots, f_m)" S143 Q328
	Q6553542 P2534 "\int (af(x)+bg(x))\, dx." S143 Q328
	Q6803645 P2534 "MRT {{space}} is Mean Radiant Temperature;" S143 Q328
	Q925617 P2534 "\left(\frac{p}{5}\right) = \begin{cases} 1 &\text{if }p \equiv \pm1 \pmod 5;\\ -1 &\text{if }p \equiv \pm2 \pmod 5.\end{cases}" S143 Q328
	Q467440 P2534 "P(event) = \frac{\text{number of outcomes in event}}{\text{number of outcomes in sample space}}" S143 Q328
	Q1145478 P2534 "<math chem> \frac{d[\ce C]}{dt} = k_1[\ce A]" S143 Q328
	Q770846 P2534 "\hbox{SSIM}(x,y) = \frac{(2\mu_x\mu_y + c_1)(2\sigma_{xy} + c_2)}{(\mu_x^2 + \mu_y^2 + c_1)(\sigma_x^2 + \sigma_y^2 + c_2)}" S143 Q328
	Q4201928 P2534 " F(x,\theta)=\int_0^\theta {e^{-x\sec(\varphi)}}\,d{\varphi}.\," S143 Q328
	Q5659289 P2534 "\left(u^{+i}\right)^* = u^-_i." S143 Q328
	Q1361620 P2534 "S_E(A) = \frac{1}{e^{D/a} + 1}" S143 Q328
	Q3527059 P2534 " U = \{x \in \{0, 1\} (x = 0) \vee P\} " S143 Q328Q2844249 P2534 "R\overset r{\underset s\rightrightarrows} X\to Y " S143 Q328
	Q2607750 P2534 "A^2=I \quad\quad\quad\quad (1)" S143 Q328
	Q7314221 P2534 "hv=\Delta h(v_{(1)}\otimes v_{(2)})=h_{(1)}v_{(1)}\otimes h_{(2)}v_{(2)}," S143 Q328
	Q868279 P2534 "\displaystyle{{1-(r/R)\over [1+(r/R)]^{n-1}}f(x_0)\le f(x) \le {1+(r/R)\over [1-(r/R)]^{n-1}} f(x_0).}" S143 Q328
	Q1774143 P2534 "3i, \quad \frac{3\sqrt{3}}{2}-\frac{3}{2}i, \quad \text{and} \quad -\frac{3\sqrt{3}}{2}-\frac{3}{2}i. " S143 Q328
	Q542929 P2534 " R \rightarrow P " S143 Q328
	Q1071004 P2534 " 150\times\frac{349}{650} \approx 80.54. " S143 Q328
	Q4751163 P2534 "f(z)=g(\bar{z},z) " S143 Q328
	Q1671453 P2534 "[a,b] = \{x \in \mathbb{R} \,\|\, a \le x \le b\}," S143 Q328
	Q16985269 P2534 "m\ddot{x}(t) + c\dot{x}(t) + kx(t) = F cos (\omega t) (eq. 1)" S143 Q328
	Q1771575 P2534 "\succcurlyeq~\subseteq~X^2" S143 Q328
	Q427018 P2534 "(p,f)\cdot g = (p\cdot g, \rho(g^{-1})f)\, ." S143 Q328
	Q1330377 P2534 "\|X/G\| = \frac{1}{\|G\|}\sum_{g \in G}\|X^g\|." S143 Q328
	Q289610 P2534 "F(x,y,y',\ \dots,\ y^{(n-1)})=y^{(n)} \quad x \in [0,+\infty) " S143 Q328
	Q1872 P2534 "\mathrm{^{239}_{\ 94}Pu\ \xrightarrow {(n,\gamma)} \ ^{240}_{\ 94}Pu\ \xrightarrow {(n,\gamma)} \ ^{241}_{\ 94}Pu\ \xrightarrow [14.35 \ yr]{\beta^-} \ ^{241}_{\ 95}Am\ \left(\ \xrightarrow [432.2 \ yr]{\alpha} \ ^{237}_{\ 93}Np \right)}" S143 Q328
	Q912313 P2534 "d = \frac { \lambda } { 2 NA }" S143 Q328
	Q3036474 P2534 "H \propto \sqrt{\Lambda} ," S143 Q328
	Q1418474 P2534 "H_1 \lor H_2 \lor ... \lor H_n" S143 Q328
	Q8083995 P2534 "Z_1 \,\! the impedance of the generator" S143 Q328
	Q1434658 P2534 "{}_2F_1(a,b;c;z) = \sum_{n=0}^\infty \frac{(a)_n (b)_n}{(c)_n} \frac{z^n}{n!}." S143 Q328
	Q1447291 P2534 "\frac{\tau_\lambda}{\tau_{\lambda_0}}=\left (\frac{\lambda}{\lambda_0}\right )^{-\alpha}" S143 Q328
	Q904564 P2534 " \dfrac{dN}{dt} \dfrac{1}{N} = r" S143 Q328
	Q387743 P2534 "E/V = K_1 \left(\alpha^2+\beta^2\right) = K_1\left(1-\gamma^2\right). <ref>The lowest-order term in the energy can be written in more than one way because, by definition, {{math\| <var>&alpha;<sup>2</sup>+&beta;<sup>2</sup>+&gamma;<sup>2</sup><var> {{=}} 1}}.</ref>" S143 Q328
	Q5101905 P2534 "f(k;\lambda)=\frac{\lambda^k e^{-\lambda}}{k!},\,\!" S143 Q328
	Q294284 P2534 "(x + a)^{n} \equiv (x^{n} + a) \pmod{n} \qquad (1)" S143 Q328
	Q255596 P2534 "f = \frac{1}{2\pi RC\sqrt{6}}" S143 Q328
	Q6394805 P2534 "\Theta_n/bP_{n+1}\to \pi_n^S/J,\, " S143 Q328
	Q2193452 P2534 "H^r(X; \mathbf{Z})," S143 Q328
	Q6481164 P2534 "f_r=\sqrt{\frac{1-\dfrac{2GM}{(R+h)c^2}}{1-\dfrac{2GM}{Rc^2}}}f_e." S143 Q328
	Q901737 P2534 " I = I_0 \left( \frac{ 1+\cos^2 \theta }{2 R^2} \right) \left( \frac{ 2 \pi }{ \lambda } \right)^4 \left( \frac{ n^2-1}{ n^2+2 } \right)^2 \left( \frac{d}{2} \right)^6," S143 Q328
	Q5741935 P2534 "h \in \Gamma(E\otimes\bar E)^*" S143 Q328
	Q1346677 P2534 "f A \to \mathbb{R}" S143 Q328
	Q5161409 P2534 "\displaystyle n = d + l.<ref name="d92">{{citation" S143 Q328
	Q7085 P2534 "\frac{1}{\lambda} = R_\mathrm{H}\left(\frac{1}{2^2} - \frac{1}{n^2}\right) \quad \mathrm{for~} n=3,4,5,..." S143 Q328
	Q5324652 P2534 "z_i = \lambda \bar x_i + \left ( 1 - \lambda \right)z_{i - 1}." S143 Q328
	Q1051925 P2534 " I = I_0 \cos^2 \theta_i," S143 Q328
	Q492827 P2534 " \chi(X,E) = \sum_{i=0}^{\dim_{\mathbb{C}} X} (-1)^{i} \dim_{\mathbb{C}} H^{i}(X,E) " S143 Q328
	Q3526833 P2534 "(a,b) = \{ \{a\}, \{a,b\} \} " S143 Q328
	Q383851 P2534 "f(\bold{x}) = f(x_1, x_2, \ldots, x_n)" S143 Q328
	Q905639 P2534 "\mathrm{DU} = 1 + \tfrac{1}{2} \sum n_i(v_i-2)" S143 Q328
	Q7977981 P2534 "\int_D f\, \Delta g = 0" S143 Q328
	Q2916484 P2534 "f(\theta) \Theta \rightarrow X" S143 Q328
	Q1032350 P2534 "L = C A^h\ " S143 Q328
	Q6897225 P2534 "M_1 + M_2 = F_w + F_f + F_{P1} + F_{P2}" S143 Q328
	Q7315511 P2534 "H_\mathrm{D}={\frac{\hbar\gamma_I\gamma_S}{4\pi^2 r^3_{IS}}}[1-3 \cos^2\theta](3I_zS_z-\vec{I}\cdot \vec{S})" S143 Q328
	Q7834429 P2534 "S_v(f) = \frac{A^2}{2}\frac{cf_0^2}{c^2 \pi^2 f_0^4 + (f - f_0)^2}," S143 Q328
	Q17156779 P2534 "Y(t) = [K(t)]^{\alpha} [A(t)L(t)]^{1-\alpha} \," S143 Q328
	Q223683 P2534 "[\mathbf{A}^\mathrm{T}]_{ij} = [\mathbf{A}]_{ji}" S143 Q328
	Q7687977 P2534 "\displaystyle H^r(k,M)\times H^{2-r}(k,M')\rightarrow H^2(k,G_m)=Q/Z" S143 Q328
	Q1434934 P2534 " \frac{d h}{d r} = \frac{m \omega^2 r}{m g} " S143 Q328
	Q13509874 P2534 "{\rm MCG}(X) = {\rm Homeo}(X) / {\rm Homeo}_0(X)" S143 Q328
	Q7361238 P2534 "\frac{\omega_2}{\omega_1} ={\sin\alpha\over\sin\beta} " S143 Q328
	Q6488267 P2534 "\bar{x}_{i}= \frac{1}{N} \sum_{j=1}^{N}\bar{x}_j " S143 Q328
	Q6951470 P2534 " \gamma^{-1} \, " S143 Q328
	Q6394215 P2534 " P_\mathrm{net}=1-\prod^N_{k=1}(1-P^{(B,k)}) " S143 Q328
	Q1193699 P2534 "y'' + y = 0~" S143 Q328
	Q230902 P2534 "A(t) = k \cdot a(t). " S143 Q328
	Q1145653 P2534 " \frac{dx}{dt}=rx-x^3. " S143 Q328
	Q837940 P2534 "J = F_{\text{average}} (t_2 - t_1)" S143 Q328
	Q1834342 P2534 "z\mapsto\frac{az+b}{cz+d}" S143 Q328
	Q5136697 P2534 " \big. H_0=\sum_i^N \frac{p_i^2}{2m}," S143 Q328
	Q7268946 P2534 " \frac{dP}{dt} = k (QD-QS)," S143 Q328
	Q5380790 P2534 "dQ = dU-dW.\," S143 Q328
	Q2480745 P2534 " M=6n=6(N-1), \!" S143 Q328
	Q361213 P2534 "(1 + i_\$) = (1 + \rho_$) \times E(1 + \pi_$)" S143 Q328
	Q598146 P2534 "\mathrm{Rp}(A,a) = \forall x(x \in A \leftrightarrow x \in a)." S143 Q328
	Q1006462 P2534 "X(t)-m_1=h_1.\," S143 Q328
	Q801780 P2534 "\Delta v = v_\text{e} \ln \frac {m_0} {m_1}" S143 Q328
	Q901540 P2534 "B = T_a / T_c" S143 Q328
	Q6017850 P2534 "\forall S \subseteq X\ (S \neq \varnothing \to \exists m \in S\;\; \forall s \in S\;\, ( s, m) \notin R)." S143 Q328
	Q2414361 P2534 " X=(x_1,x_2,\ldots,x_n)\text{ and }Y=(y_1,y_2,\ldots,y_n) \in \mathbb{R}^n" S143 Q328
	Q2478475 P2534 "p \in U \subseteq V." S143 Q328
	Q1006428 P2534 "\Pr[\text{recombination}\|\text{linkage of }d\text{ cM}] = \sum_{k=0}^{\infty} \Pr[2k + 1 \text{ crossovers}\|\text{linkage of }d\text{ cM}]" S143 Q328
	Q5478310 P2534 "[X,Y](f) = X(Y(f))-Y(X(f)) \;\;\text{ for all } f\in C^\infty(M)." S143 Q328
	Q5527816 P2534 "\text{return}\colon A \to A^{?} = a \mapsto \text{Just} \, a" S143 Q328
	Q6436610 P2534 "2-\binom{m+1}{n}2^{-1-m} {}_2F_1(1, m + 2; m -n + 2; 1/2)." S143 Q328
	Q632736 P2534 " { Q_1 \over \ Q_2} = { \left ( {N_1 \over N_2} \right )} " S143 Q328
	Q4120528 P2534 "\binom{p}{n} = \frac{p!}{n!(p-n)!}." S143 Q328
	Q4778281 P2534 "\varepsilon([X,Y]) = \varepsilon(X)\varepsilon(Y)" S143 Q328
	Q1545565 P2534 "\ R = \frac{\mbox{quantity of substance in the mobile phase}}{\mbox{total quantity of substance in the system}}" S143 Q328
	Q18387205 P2534 " p_{j\mid i} = \frac{\exp(-\lVert\mathbf{x}_i - \mathbf{x}_j\rVert^2 / 2\sigma_i^2)}{\sum_{k \neq i} \exp(-\lVert\mathbf{x}_i - \mathbf{x}_k\rVert^2 / 2\sigma_i^2)}," S143 Q328
	Q220620 P2534 " \nabla^2\mathbf{H} = \lambda^{-2} \mathbf{H}\, " S143 Q328
	Q2045894 P2534 "c_n = \frac{1}{n} \sum_{i=1}^{n} a_i" S143 Q328
	Q1549892 P2534 "H=\frac{P_\text{max}} {A_\text{r}}." S143 Q328
	Q2755824 P2534 "AB + BC \bumpeq AC ." S143 Q328
	Q895901 P2534 "d = \frac{2\pi} {\|\mathbf{g}_{\ell m n}\|}" S143 Q328
	Q1548146 P2534 "\sqrt{p_{n+1}} - \sqrt{p_n} < 1 " S143 Q328
	Q3333679 P2534 "{r \choose 2}" S143 Q328
	Q7292002 P2534 "S=\sum_{i=1}^{n}{r_i(\beta)}^2," S143 Q328
	Q3237776 P2534 " \mathrm{Run time} = \frac{\mathrm{Instructions}}{\mathrm{Program}} \times \frac{\mathrm{Cycles}}{\mathrm{Instruction}} \times \frac {\mathrm{Time}}{\mathrm{Cycle}}," S143 Q328
	Q7604408 P2534 "N_\text{min} = \frac{1}{2\;\mathrm{NA}_\text{max}} = \frac{1}{2\,n \sin\theta}" S143 Q328
	Q2548234 P2534 "j(S) \cap H_\delta = S \cap H_\delta." S143 Q328
	Q1792138 P2534 "c = \lambda f \," S143 Q328
	Q5366131 P2534 " DSH=\frac{dv}{dx} + \frac{du}{dy} ." S143 Q328
	Q17021908 P2534 " \frac{\partial Q}{\partial t} = -k \oint_S{\overrightarrow{\nabla} T \cdot \,\overrightarrow{dS}} " S143 Q328
	Q234881 P2534 "P=\|\mathbf{v}+\mathbf{w}\|^2" S143 Q328
	Q17103352 P2534 "\eta = \frac{R_\mathrm{load}}{R_\mathrm{load} + R_\mathrm{source}} = \frac{1}{1 + R_\mathrm{source} / R_\mathrm{load}}." S143 Q328
	Q636716 P2534 "b X \to \{0, 1\}." S143 Q328
	Q903783 P2534 "S = \{x P(x)\}" S143 Q328
	Q17098932 P2534 " F(w_1,w_2,\dots,w_m) = \sum_{n_1=-\infty}^\infty \sum_{n_2=-\infty}^\infty \cdots \sum_{n_m=-\infty}^\infty f(n_1,n_2,\dots,n_m) e^{-i w_1 n_1 -i w_2 n_2 \cdots -i w_m n_m}" S143 Q328
	Q7804838 P2534 "tt\in\mathbb{T}" S143 Q328
	Q1934099 P2534 "\forall x, y \in A, f(x+y)\leq f(x)+f(y)." S143 Q328
	Q223488 P2534 "(\mathcal{L}\Phi)(x) = \sum_{y\in f^{-1}(x)} g(y) \Phi(y)" S143 Q328
	Q4949988 P2534 "f(z)=P(z)/Q(z)" S143 Q328
	Q4454941 P2534 "c(d) n^{\frac{d-1}{d}} \int_{\Bbb{R}^d} f(x)^{\frac{d-1}{d}} dx " S143 Q328
	Q2566969 P2534 "\|\psi\rangle = \bigotimes_{i=1}^{n}\|\psi_{a_ib_i}\rangle," S143 Q328
	Q7314229 P2534 "\langle\psi\|\phi\rangle = \bar{\psi}\phi = \psi^{\dagger}\gamma_0\phi" S143 Q328
	Q6481646 P2534 "T_1^{(\mathbf n)}=\sigma_1n_1, \qquad T_2^{(\mathbf n)}=\sigma_2n_2, \qquad T_3^{(\mathbf n)}=\sigma_3n_3\,\!" S143 Q328
	Q25345219 P2534 "- \bigcup \eta^i R^{d-i}f_* (\mathbb Q) \stackrel \cong \to R^{d+i} f_*(\mathbb Q)." S143 Q328
	Q484638 P2534 " \int f'(x)e^{f(x)}\;\mathrm{d}x = e^{f(x)}" S143 Q328
	Q7941489 P2534 " E(b,N) = b \lfloor \log_b (N) +1 \rfloor \, " S143 Q328
	Q273088 P2534 " P(V_t \geq 0) = 1 \text{ and } P(V_t \neq 0) > 0 \, " S143 Q328
	Q25406 P2534 "1 ~ \text{C} = 1 ~ \text{A} \cdot 1 ~ \text{s}" S143 Q328
	Q23582291 P2534 " y = R \varphi" S143 Q328
	Q851512 P2534 "\pi \lbrace 1, \ldots, m \rbrace \to \lbrace 1, \ldots, m \rbrace" S143 Q328
	Q2640354 P2534 " x^2=y^2z" S143 Q328
	Q5384482 P2534 "\delta G_\mathrm{r}=\left(\frac{\partial G}{\partial \xi }\right)_{T,P};\quad \delta G_\mathrm{r}(\mathrm{Eq})=0" S143 Q328
	Q5467414 P2534 "\nabla^2\phi=0 ," S143 Q328
	Q5198175 P2534 "H_1(G,\Z_2)" S143 Q328
	Q215405 P2534 "P_n(x) = {1 \over 2^nn!} {d^n \over dx^n } \left[ (x^2 -1)^n \right]. " S143 Q328
	Q6680494 P2534 "E_{a'b'}=\mathrm{diag}(\lambda_1,\lambda_2,\lambda_3)" S143 Q328
	Q2913954 P2534 " n = \left \lceil \frac{P}{100} \times N \right \rceil " S143 Q328
	Q1166083 P2534 "\frac{8! \times 3^7}{24}=7! \times 3^6=3,674,160." S143 Q328
	Q25111768 P2534 "X_z(z_1,z_2) = \sum_{n_1=0}^{\infty}\sum_{n_2=0}^{\infty} x(n_1,n_2) z_1^{-n_1} z_2^{-n_2}" S143 Q328
	Q4493462 P2534 "Y_s = f(P-P_{expected})" S143 Q328
	Q484140 P2534 "\int\limits_a^b f(x)\;\mathrm{d}x" S143 Q328
	Q15318 P2534 " \Delta S = \frac {\Delta H} {T}" S143 Q328
	Q752171 P2534 "\lambda_\text{max} T = b" S143 Q328
	Q603198 P2534 " \int_0^T P \;dX = n h ." S143 Q328
	Q7038259 P2534 "z z^* = a^2 ." S143 Q328
	Q21042776 P2534 " \prod_{j=1}^{\lceil\frac{m}{2}\rceil} \prod_{k=1}^{\lceil\frac{n}{2}\rceil} \left ( 4\cos^2 \frac{\pi j}{m + 1} + 4\cos^2 \frac{\pi k}{n + 1} \right )." S143 Q328
	Q758291 P2534 " a = {{g (m_1 - m_2) - {\tau_{\mathrm{friction}} \over r}} \over {m_1 + m_2 + {{I} \over {r^2}}}}" S143 Q328
	Q2042963 P2534 "H^1 (X, \mathcal{O}_X^{*}).\," S143 Q328
	Q846912 P2534 " \forall x,y\in U, ~ x\ne y, when h is drawn randomly from the family H, the difference h(x)-h(y) ~\bmod~ m is uniformly distributed in [m]." S143 Q328
	Q102626 P2534 "D = \frac{OH}{\text{Mil}}\times 1000" S143 Q328
	Q736429 P2534 "S = -(n_s - n_{\bar{s}})" S143 Q328
	Q25304250 P2534 "T(\alpha\|00z\rangle + \beta\|10z\rangle + \alpha\|01z\rangle + \beta\|11z\rangle) = \alpha'\|00z'_{00}\rangle + \beta'\|10z'_{00}\rangle + \alpha'\|01z'_{11}\rangle + \beta'\|11z'_{11}\rangle =" S143 Q328
	Q44481 P2534 "\frac{1}{d} = \frac{1}{r'} \left [ 1 - 2 \cos (\theta' - \theta) \frac{r}{r'} + \left ( \frac{r}{r'} \right ) ^2 \right ] ^{- \tfrac{1}{2}}." S143 Q328
	Q1149023 P2534 " \ell_x = probability of surviving from age 0 to age x" S143 Q328
	Q7574439 P2534 "E_T=\sum_{\sigma\in Q_T}\epsilon(\sigma)\{\sigma(T)\} \in V" S143 Q328
	Q5610192 P2534 " R = \left[ \frac {P_t \, G^2 \, \lambda^2 \, A }{(4 \, \pi)^3 \, \sigma_{min}} \right] ^{1 \over 4} \,\!" S143 Q328
	Q6935142 P2534 " \operatorname{E} \exp(i u^T X) = \exp \left\{-\int \limits_{s \in \mathbb S}\left\{\|u^Ts\|^\alpha + i \nu (u^Ts, \alpha) \right\} \, \Lambda(ds) + i u^T\delta\right\}" S143 Q328
	Q2294 P2534 "\mathrm{distance}_{\mathrm{moon}} = \frac {\mathrm{distance}_{\mathrm{observerbase}}} {\tan (\mathrm{angle})}" S143 Q328
	Q6890509 P2534 " ((\lambda x_1 \ldots x_n.\lambda c.c\ x_1 \ldots x_n)\ v_1 \ldots v_n)\ f " S143 Q328
	Q4150685 P2534 " \left \langle a, b \ \ b a^m b^{-1} = a^n \right \rangle." S143 Q328
	Q3299105 P2534 "BQ = \frac{2 AP}{1 + AP}." S143 Q328
	Q25345912 P2534 " \max_{\|z\| = 1} \|P'(z)\| \le n \max_{\|z\| = 1} \|P(z)\|." S143 Q328
	Q6760396 P2534 " \frac{y \sum_j^t \alpha_j h_j (x)}{\sum \|\alpha_j\|}." S143 Q328
	Q851503 P2534 " y'(x) = q_0(x) + q_1(x) \, y(x) + q_2(x) \, y^2(x) " S143 Q328
	Q1527983 P2534 "A_2=A_1\left(\frac{\ell_2}{\ell_1}\right)^2" S143 Q328
	Q1143357 P2534 "A^B = \bigcup_{L \in B} A^L" S143 Q328
	Q1472120 P2534 " \langle A x \| y \rangle = \langle x \| A y\rangle " S143 Q328
	Q677916 P2534 " Z = \sum_q \mathrm{e}^{-\frac{E(q)}{k_BT}}" S143 Q328
	Q766198 P2534 "\psi(t)=2\,\operatorname{sinc}(2t)-\,\operatorname{sinc}(t)=\frac{\sin(2\pi t)-\sin(\pi t)}{\pi t}" S143 Q328
	Q17010900 P2534 " \frac{1}{16}\left[\begin{array}{ccccc}- & \# & 7 \\ 3 & 5 & 1 \end{array}\right]" S143 Q328
	Q858237 P2534 "x^2 + 2x + 3,\ " S143 Q328
	Q2705584 P2534 " P(t) = P_0e^{rt} \, " S143 Q328
	Q620994 P2534 "\text{SE}_\bar{x}\ = \frac{s}{\sqrt{n}}" S143 Q328
	Q7978769 P2534 " \mathbf{F} = \frac{q_1 q_2 \mathbf{\hat{r}}}{4 \pi \epsilon_0 r^2}\left(1-\frac{\dot{r}^2}{2 c^2}+\frac{r\ddot{r}}{c^2}\right), " S143 Q328
	Q5500348 P2534 "V = C_{osm} + C_{H_2O}" S143 Q328
	Q245652 P2534 "y=\underset{c_j \in C}{\mathrm{argmax}} \sum_{h_i \in H}{P(c_j\|h_i)P(T\|h_i)P(h_i)}" S143 Q328
	Q4688937 P2534 "w\cdot \lambda=w(\lambda+\delta)-\delta" S143 Q328
	Q6092534 P2534 " D_{IS}(P(\omega),\hat{P}(\omega))=\frac{1}{2\pi}\int_{-\pi}^{\pi} \left[ \frac{P(\omega)}{\hat{P}(\omega)}-\log \frac{P(\omega)}{\hat{P}(\omega)} - 1 \right] \, d\omega" S143 Q328
	Q1455635 P2534 "P(2\omega)=2\epsilon_0d_{\text{eff}}(2\omega;\omega,\omega)E^2(\omega),\," S143 Q328
	Q80863 P2534 " P V^{n} = \operatorname{constant} \qquad " S143 Q328
	Q3272672 P2534 "<math chem>[\ce{M} + n\ce{H}]^{n+} + \ce{e^- ->} \bigg[ [\ce{M} + n\ce{H}]^{(n-1)+} \bigg]^* \ce{-> fragments}." S143 Q328
	Q3547352 P2534 "A = R K L S C P" S143 Q328
	Q215259 P2534 "J = A_{\mathrm{G}} T^2 \mathrm{e}^{-W \over k T}" S143 Q328
	Q213593 P2534 " H[A] = \int_{- \infty}^\infty S(\operatorname{Cr} \lbrace A \geq t \rbrace )\,dt" S143 Q328
	Q382698 P2534 " A \times \overrightarrow{A} \to A,\; (a,v) \mapsto a+v" S143 Q328
	Q1242232 P2534 "cr(K_{m,n}) = \lfloor n/2\rfloor\lfloor (n-1)/2\rfloor\lfloor m/2\rfloor\lfloor (m-1)/2\rfloor.\ " S143 Q328
	Q5365385 P2534 " C_p\rightarrow C_p+d\Lambda_{p-1}+H\wedge\Lambda_{p-3} " S143 Q328
	Q17144601 P2534 "J_{N(t)} \leq t < J_{N(t)+1}. \, " S143 Q328
	Q437882 P2534 " r_p=\frac{a^2}{b}," S143 Q328
	Q3078889 P2534 "\psi(x)=\psi(x+l) \, " S143 Q328
	Q6410697 P2534 "(x=y) \to (x \in v \to y \in v)" S143 Q328
	Q11188 P2534 " N = \frac{C}{\tau} \arccot \frac{T_0-T}{\tau}" S143 Q328
	Q14325966 P2534 "\sum_{i=1}^n w_i\, \\|x_i-y\\|," S143 Q328
	Q2896771 P2534 " \sigma \le \omega \le 2 \sigma " S143 Q328
	Q1656753 P2534 " M \frac {d^{2}} {dt^{2}} u_{n} = -k_{0} ( u_{n-1} + u_{n+1} -2u_{n} )," S143 Q328
	Q1203669 P2534 "Z=\int_{p^2\leq \Lambda^2} \mathcal{D}\phi \exp\left[-S_\Lambda[\phi]\right]." S143 Q328
	Q686232 P2534 "N(t) = N(0) e^{-c (e^{at}-1)},\ " S143 Q328
	Q5280347 P2534 " L^2_\mu(X, H). " S143 Q328
	Q751124 P2534 "{4 \choose 1}\left[{1 \choose 1}{47 \choose 2} + {9 \choose 1}{46 \choose 2}\right] = 41,584" S143 Q328
	Q466496 P2534 " (x_0\lor x_2)\land(x_0\lor\lnot x_3)\land(x_1\lor\lnot x_3)\land(x_1\lor\lnot x_4)\land" S143 Q328
	Q1091301 P2534 "\tau = (T * Q) \div (w * I)" S143 Q328
	Q5384285 P2534 "\frac{\partial \phi}{\partial t} + c^2 \left ( \frac{\partial v}{\partial y} + \frac{\partial u}{\partial x} \right ) = 0" S143 Q328
	Q12166 P2534 " s^2 = 529^2 + 224^2 = 279,841 + 50,176 = 330,017" S143 Q328
	Q6535342 P2534 "\log\cos(x)=-\frac{x^2}{2}+o(x^2), as x\to0." S143 Q328
	Q3505269 P2534 "y^2=x^5-x" S143 Q328
	Q7534801 P2534 " \nabla^\perp u(x,y)=\nabla v(x,y)" S143 Q328
	Q923592 P2534 "A \equiv U-TS\," S143 Q328
	Q4217583 P2534 "f(x) = \int_{x-1}^{x+1} s(\tau)\, d\tau\ = \int_{-1}^{+1} s(x + \tau) \,d\tau\," S143 Q328
	Q7432911 P2534 "h_t(x)= \Psi^{-1} (2^{-t} \Psi (x))= \frac{x}{2^t + x(1-2^t)} ~." S143 Q328
	Q17102773 P2534 "\tilde{\mathbf{E}}^+ = \varprojlim_{x\mapsto x^p} \mathcal{O}_{\mathbf{C}_p}/(p)" S143 Q328
	Q3427500 P2534 " \mathbf{T}(s) = \gamma'(s), &nbsp;&nbsp; (the ''unit tangent'')" S143 Q328
	Q1090524 P2534 "\forall x \Big( R(g(x)) \vee \exists y R(x,y) \Big) \iff \forall x \Big( R(g(x)) \vee R(x,f(x)) \Big)" S143 Q328
	Q283399 P2534 "\bigoplus_{i=1}^{u}\ \mathbf{Z}_{k_i}" S143 Q328Q3539099 P2534 "xy+ax^3+bx^2+cx=d\," S143 Q328
	Q7595729 P2534 "\hat{\rho}(\hat{p})= \max \ \{\rho\ge 0 p\in P(s), \forall p\in B(\rho,\hat{p})\}" S143 Q328
	Q1418543 P2534 "nB_{\varphi(n)} \equiv -1 \pmod n " S143 Q328
	Q2333783 P2534 "V(r) = -\frac{1}{4 \pi \epsilon_0} \frac{Ze^2}{r}" S143 Q328
	Q721695 P2534 "O \left ( n^{\frac{2}{3}} m^{\frac{2}{3}} + n + m \right )," S143 Q328
	Q673184 P2534 "x_{i+1} = f(x_i)" S143 Q328
	Q7034537 P2534 "Alt^p(V) = (\wedge^{p+1} V^*)\otimes V" S143 Q328
	Q6119828 P2534 "\mathbf{y} = \mathbf{H}\mathbf{x} + \mathbf{n}" S143 Q328
	Q230963 P2534 " Z = \sum_{i} \mathrm{e}^{- \beta E_i} " S143 Q328Q7448185 P2534 "T^n = P_H U^n \vert_H,\quad n\ge 0." S143 Q328
	Q865447 P2534 "N = N^* \cdot n_e \cdot f_g \cdot f_p \cdot f_{pm} \cdot f_i \cdot f_c \cdot f_l \cdot f_m \cdot f_j \cdot f_{me}<ref>{{harvnb\|Ward\|Brownlee\|2000\|pp=271–5}}</ref>" S143 Q328
	Q1375687 P2534 "F = 0.7tL(UTS)" S143 Q328
	Q1376876 P2534 " r=\sum_{i=0}^\infty \frac{a_i}{10^i}" S143 Q328
	Q5303226 P2534 "f=\frac{g}{t}" S143 Q328
	Q3229342 P2534 " \\|v-Pv\\|\leq (1+\\|P\\|)\inf_{u\in U}\\|v-u\\|." S143 Q328
	Q19816590 P2534 " \mu_g \approx g(\mu) " S143 Q328
	Q634739 P2534 "V_\mathrm{out}=D\cdot\frac{N_\mathrm{S}}{N_\mathrm{P}}\cdot V_\mathrm{supply}" S143 Q328
	Q5157186 P2534 " \frac{1}{E^\prime} - \frac{1}{E} = \frac{1}{m_{\text{e}} c^2}\left(1-\cos \theta \right) " S143 Q328
	Q453471 P2534 " 8\pi W= \frac{D^2_1}{\varepsilon_1} + \frac{D^2_2}{\varepsilon_2} + \frac{D^2_3}{\varepsilon_3}. " S143 Q328
	Q217351 P2534 "T = \frac{\Phi_\mathrm{e}^\mathrm{t}}{\Phi_\mathrm{e}^\mathrm{i}} = e^{-\tau} = 10^{-A}," S143 Q328
	Q6907763 P2534 "W = C_{1} (\overline{I}_1-3) + C_{2} (\overline{I}_2-3), \, " S143 Q328
	Q1339058 P2534 "D = \dfrac{d}{dx}," S143 Q328
	Q272870 P2534 "F = -kx \," S143 Q328
	Q5135313 P2534 " \textbf{T}(s)=\frac{K\textbf{G}}{1+K\textbf{G}\textbf{H}}." S143 Q328
	Q14432 P2534 "\psi^{(m)}(z) = \frac{d^m}{dz^m} \frac{\Gamma' (z)}{\Gamma (z)}" S143 Q328
	Q3711784 P2534 " p(\theta \mid x) = \frac{p(x\mid\theta) \, p(\theta)} {\int p(x\mid\theta') \, p(\theta') \, d\theta'}. \!" S143 Q328
	Q332791 P2534 "d_{i,j} = 0 \text{ if } i \ne j\ \forall i,j \in \{1, 2, \ldots, n\}" S143 Q328
	Q467321 P2534 "d_n = 0.005~\mathrm{inch} \times 92^\frac{36 - n}{39} = 0.127~\mathrm{mm} \times 92^\frac{36 - n}{39}" S143 Q328
	Q41237 P2534 " f(x) = \frac{P(x)}{Q(x)} " S143 Q328
	Q1283215 P2534 "(d + 1)(r - 1) + 1\ " S143 Q328
	Q1479274 P2534 "(R_f + \text{credit risk rate})(1-T)," S143 Q328
	Q1898150 P2534 "i_t = \pi_t + r_t^* + a_\pi ( \pi_t - \pi_t^* ) + a_y ( y_t - \bar y_t )." S143 Q328
	Q2007878 P2534 "X \mapsto \operatorname{Hom}(-,X)" S143 Q328
	Q11402 P2534 "\vec{F} = \frac{\mathrm{d}\vec{p}}{\mathrm{d}t}," S143 Q328
	Q1752516 P2534 "\left \{ S_1, \ S_2, \ S_3, \dots \right \}, \quad S_n = \sum_{k=1}^n a_k," S143 Q328
	Q2085341 P2534 " \alpha - \beta \approx \sin(\alpha-\beta) = \sin \alpha \cos\beta - \sin \beta \cos \alpha " S143 Q328
	Q3152923 P2534 "{v^2\over R} \cos \alpha = g \sin \alpha" S143 Q328
	Q4820795 P2534 " \tau = {F \over A}," S143 Q328
	Q117879 P2534 " \text{significand} \times \text{base}^\text{exponent}," S143 Q328
	Q320245 P2534 "0\to X\to I^0\to I^1\to I^2\to\cdots" S143 Q328
	Q7834270 P2534 "A_d = A_P(0)\frac{\lambda_d}{\lambda_d-\lambda_P} \times (e^{-\lambda_Pt}-e^{-\lambda_dt}) \times BR + A_d(0)e^{-\lambda_dt}," S143 Q328
	Q1452678 P2534 "\dot{\theta} = - \sigma_{ab}\sigma^{ab} - \frac{1}{3}\theta^2 - {E[\vec{X}]^a}_a" S143 Q328
	Q8057774 P2534 "P = N M^{-1}" S143 Q328
	Q5592179 P2534 "p(x) = (x-x_1)\cdots(x-x_n)." S143 Q328
	Q8560502 P2534 "a^{'}=b^{'}=c^{'}=8R\sin(A/3)\sin(B/3)\sin(C/3), \, " S143 Q328
	Q1156880 P2534 "f_1 = 1\;\mathrm{MHz}" S143 Q328
	Q5450397 P2534 "\mbox{External virtual work} = \int_{V}\delta\boldsymbol{\epsilon}^T \boldsymbol{\sigma} \, dV \qquad \mathrm{(1)}" S143 Q328
	Q8009704 P2534 "H^1(End(F))," S143 Q328
	Q1995468 P2534 " \,P\left(x;\;\Gamma(x),\;\Gamma'(x),\;\ldots\;,\;\Gamma^{(n)}(x)\right)\equiv 0.\!" S143 Q328
	Q531392 P2534 "f(x) = \frac{g(x)}{h(x)}" S143 Q328
	Q223137 P2534 "N_{n} = N_{n-1} \cdot 4 = 3 \cdot 4^{n}\, ." S143 Q328
	Q7249464 P2534 "TMDL = WLA + LA + MOS" S143 Q328
	Q322666 P2534 " Ax = b" S143 Q328
	Q182714 P2534 "A = \sqrt{s(s-a)(s-b)(s-c)}," S143 Q328
	Q1757819 P2534 "n(\mathbf r) is the position-dependent charge carrier density." S143 Q328
	Q895726 P2534 " \big[ Q_1 - k (Q_3 - Q_1 ) , Q_3 + k (Q_3 - Q_1 ) \big]" S143 Q328
	Q215624 P2534 " D_0 is the dissolved oxygen (DO) of the diluted solution after preparation (mg/l)" S143 Q328
	Q16979303 P2534 "\\|x\\| \to \infty \Rightarrow f(x) \to \infty. \, " S143 Q328
	Q173300 P2534 "h_{ab} = \mathrm{atan2}(b^, a^)," S143 Q328
	Q2996919 P2534 "N(q) = q q^* = w^2 + x^2 - y^2 - z^2 ." S143 Q328
	Q2118253 P2534 " \xi \propto \|\epsilon \|^{-\nu}\,\,= \left (\frac{\|T-T_c\|}{T_c}\right )^{-\nu} " S143 Q328
	Q6273449 P2534 "\{h_1,\ldots,h_{N-1}, \cdot \} C^\infty(M) \times \cdots C^\infty(M) \rightarrow C^\infty(M)," S143 Q328
	Q845675 P2534 "N_s = 120\frac f p<br/>" S143 Q328
	Q909693 P2534 "\bar{X}_w=\frac{1+p}{1-p} \quad \bar{M}_w=\frac{M_o\left(1+p\right)}{1-p}, where ''M''<sub>o</sub> is the molecular mass of the repeating unit." S143 Q328
	Q1386472 P2534 "KIE=\frac{k_L}{k_H}" S143 Q328
	Q5135329 P2534 "\left[-\ -\right] V^{op} \times V \to V ," S143 Q328
	Q760140 P2534 "\sin \theta_1 \sin \theta_2 = \frac{1}{2}\cos(\theta_1 - \theta_2) - \frac{1}{2}\cos(\theta_1 + \theta_2)" S143 Q328
	Q874659 P2534 " \left(\frac{m}{Q}\right)\mathbf{a} = \mathbf{E}+ \mathbf{v} \times \mathbf{B}." S143 Q328
	Q770289 P2534 "\eta_0 = \left(\frac{4 \pi^2 F_s^3 V_{as}}{c^3 Q_{es}}\right)\times100\%" S143 Q328
	Q163214 P2534 "\Delta N = (\mathbf{J},\nu) \Delta S \Delta t +o(\Delta S \Delta t)\, ," S143 Q328
	Q311989 P2534 "\cosh (\gamma'd) = \cosh (\gamma d) + \frac{Z}{2Z_0} \sinh (\gamma d)" S143 Q328
	Q2993305 P2534 " \mu\colon RK^\Gamma_(\underline{E\Gamma}) \to K_(C^*_\lambda(\Gamma))," S143 Q328
	Q1367055 P2534 "p_1 - p_2 = \frac{\rho}{2}\left(v_2^2 - v_1^2\right)" S143 Q328
	Q571921 P2534 "\mathrm{W}(\theta,\Phi) = \frac{\mathrm{G}(\theta,\Phi)}{4 \pi r^{2}} P_{t}." S143 Q328
	Q18882748 P2534 " I^m/P^m \, " S143 Q328
	Q2052951 P2534 "f(z_1,z_2, \ldots, z_n)" S143 Q328
	Q5377167 P2534 "\hat H_\varepsilon = \hat H_0+\varepsilon\sigma_3 =\begin{pmatrix} E_0+\varepsilon & 0 \\ 0 & E_0-\varepsilon \end{pmatrix}" S143 Q328
	Q1432420 P2534 "t_1 \le t_2 \le t_3 \le \cdots \le t_N. " S143 Q328
	Q905896 P2534 " G(x, \dot{x}) = 0 \, " S143 Q328
	Q7663749 P2534 " \frac{d P(\mathbf{X}, t)}{dt} = \Omega \sum_{j = 1}^R \left( \prod_{i = 1}^{N} \mathbb{E}^{-S_{ij}} - 1 \right) f_j (\mathbf{x}, \Omega) P (\mathbf{X}, t). " S143 Q328
	Q4393720 P2534 "x = \lambda - \lambda_0\," S143 Q328
	Q4118134 P2534 "\frac{dN}{dx}= -N n \sigma." S143 Q328
	Q271439 P2534 "z_0=a_0 e^{i k_0 t}," S143 Q328
	Q1900659 P2534 " MVA = V - K " S143 Q328
	Q1417631 P2534 "s={1\over{2}}(3n^2-3n+1)(3n^2-3n+2)={9n^4-18n^3+18n^2-9n+2\over{2}}" S143 Q328
	Q5049440 P2534 "x = \arcsin(\cos(\varphi)\sin(\lambda))\," S143 Q328
	Q7098122 P2534 "\liminf_{n \to \infty} \\| x_{n} - x_{0} \\| < \liminf_{n \to \infty} \\| x_{n} - x \\|." S143 Q328
	Q7696507 P2534 "T(n) = T(n-1) + (n-1)T(n-2)," S143 Q328
	Q6902034 P2534 " F(x,y)=0." S143 Q328
	Q7209158 P2534 "R_k=\{x\,\|\,\,d(x,p_k)\leq d(x,R_j),\,\text{for all}\, j\neq k\}." S143 Q328
	Q262464 P2534 "\Pr(X = c) = 1," S143 Q328
	Q1957602 P2534 "Q = \frac{ 2\Delta m F}{M_{\rm Hg}}," S143 Q328
	Q4971339 P2534 " AP^{2}+CP^{2}=BP^{2}+DP^{2}.\," S143 Q328
	Q7689816 P2534 " \text{var}\,(Y) = a\mu^b," S143 Q328
	Q7069647 P2534 " \sqrt{ \frac{ \Sigma (x - \bar{x})^2 }{n} } = \sqrt{ \frac{ \Sigma \left[ x - \left( \Sigma x \right) /n \right] ^2}{n} } \ , " S143 Q328
	Q4948981 P2534 " \sum_{v(p)=0}\frac{P(A_p)}{\det A_p} = \int_M P(i\Theta/2\pi)" S143 Q328
	Q5500180 P2534 "\left(X_{i_1}X_{i_2} \cdots X_{i_m}\right) \cdot \left(X_{j_1}X_{j_2} \cdots X_{j_n}\right) = X_{i_1}X_{i_2} \cdots X_{i_m}X_{j_1}X_{j_2} \cdots X_{j_n}, " S143 Q328
	Q3444264 P2534 "I_C = \frac {V_{CC} - V_{out}} {R_C} ." S143 Q328
	Q7979889 P2534 "\mathbf{O(log\|A\|+m)}" S143 Q328
	Q5318686 P2534 " \\|\bar{x}-r\\|^2\le \\|x-r\\|^2, \text{for all } x\in C \cap D, " S143 Q328
	Q2017076 P2534 "C = g^m h^r \mod n" S143 Q328
	Q904857 P2534 " \sigma^d = -\sqrt{{8\varepsilon_0}{\varepsilon_m}CRT}\sinh \frac{F\Psi^d}{2RT}" S143 Q328
	Q7897401 P2534 "(2n-5)!!=\frac{(2n-4)!}{(n-2)!2^{n-2}}.<ref>{{harvtxt\|Balding\|Bishop\|Cannings\|2007}}.</ref>" S143 Q328
	Q6800815 P2534 "\text{McCutcheon index}= {\text{Displacement}\over \text{Distance}}." S143 Q328
	Q7978065 P2534 "\min \sum_{j = 1}^n \left ( V_{j}\prod_{i = 1}^m q_{ij}^{x_{ij}} \right )" S143 Q328
	Q1143042 P2534 "S^{r-1} \times D^{n-r} \subset \partial W" S143 Q328
	Q902199 P2534 " \left ( \epsilon^{\mu \kappa \rho \nu} \gamma_5 \gamma_\kappa \partial_\rho - i m \sigma^{\mu \nu} \right)\psi_\nu = 0 " S143 Q328
	Q1307676 P2534 "\bigoplus_{i + j = k} H_i(X; F) \otimes H_j(Y; F) \cong H_k(X \times Y; F)." S143 Q328
	Q6115970 P2534 " J_{k}^{(\alpha )}(x_1)=x_1^k(1+\alpha)\cdots (1+(k-1)\alpha)" S143 Q328
	Q8038235 P2534 " \omega(z) = W_{\big \lceil \frac{\mathrm{Im}(z) - \pi}{2 \pi} \big \rceil}(e^z)." S143 Q328
	Q177807 P2534 "p(z)-p(z_0)=\frac{1}{A}\int_{z_0}^z dz' \iint\limits_A dx' dy'\, \rho (z') g(z') = \int_{z_0}^z dz'\, \rho (z') g(z') ," S143 Q328
	Q5699656 P2534 "\frac{1}{\sqrt{z-\cos\psi}}=\frac{\sqrt{2}}{\pi}\sum_{m=-\infty}^\infty Q_{m-\frac12}(z) e^{im\psi}" S143 Q328
	Q848368 P2534 " p = {n R T \over V} = {\text{constant} \over V} " S143 Q328
	Q8037606 P2534 " \int_0^\theta \sec\zeta\,d\zeta = \ln\left\|\tan\left(\frac{\theta}{2} + \frac{\pi}{4}\right)\right\|. " S143 Q328
	Q2319609 P2534 "\,b^2m + c^2n = a(d^2 + mn)." S143 Q328
	Q2777107 P2534 "f = {1 \over 2 \pi \sqrt {LC}} \," S143 Q328
	Q1095704 P2534 "E_{kin}=mc^2\left(\frac1{\sqrt{1-\frac{v^2} {c^2}}}-1\right)" S143 Q328
	Q4826945 P2534 "(1-B)^2=1-2B+B^2 \,," S143 Q328
	Q17003778 P2534 " D_r=f_{r+1}-f_r" S143 Q328
	Q6015335 P2534 "(X_t)_{t \in M} " S143 Q328
	Q6553473 P2534 "\dot{x} = f(x,u,t)" S143 Q328
	Q5140580 P2534 "T = G \circ F" S143 Q328
	Q783541 P2534 "R[0] = R[0] \oplus K[i]." S143 Q328
	Q2486351 P2534 " AB = v\delta t" S143 Q328
	Q142270 P2534 " T t \mapsto -t." S143 Q328
	Q7316303 P2534 "x = [a_0;a_1,a_2,\dots] = a_0 + \cfrac{1}{a_1 + \cfrac{1}{a_2 + \cfrac{1}{a_3 + \cfrac{1}{a_4 + \ddots}}}} = a_0 + \underset{i=1}{\overset{\infty}{K}} \frac{1}{a_i},\," S143 Q328
	Q17023314 P2534 "\Psi~\sum\limits_{g\in G}\mu_g\lambda_g\mapsto\sum\limits_{g\in G}\psi(g)\mu_g\lambda_g." S143 Q328
	Q2118343 P2534 "P_1\in\{0,1\}=\{\mbox{AB},\mbox{BA}\}\,." S143 Q328Q427492 P2534 "\textrm{Ratio}_1 = \frac{2 \cdot \text{Uploaded Total}}{\text{Downloaded Total}}" S143 Q328
	Q16896735 P2534 " 0\to VY\to TY\to Y\times_X TX\to 0, \qquad\qquad (1)" S143 Q328
	Q17104208 P2534 "\mathcal{U}(G, N) = \{f \in Y^T f(G) \subseteq N\}" S143 Q328
	Q42344 P2534 "V = \frac{1}{3}A_B h." S143 Q328
	Q9993851 P2534 "Au = f," S143 Q328
	Q2226644 P2534 " \kappa < \operatorname{cf}(2^\kappa)\," S143 Q328
	Q7858555 P2534 "\nu\mathbf{P}^1\to\mathbf{P}^3" S143 Q328
	Q44337 P2534 "V_{max}=\sqrt{\frac{E_a + 3}{0.0007d}}" S143 Q328
	Q19821 P2534 "a^2 + b^2 = c^2.\," S143 Q328
	Q2793306 P2534 "bcyz+cazx+abxy=0" S143 Q328
	Q19596051 P2534 "Z = Z_D \frac {1+\|T_{SC}\|}{1+\|T_{OC}\|} \ , " S143 Q328
	Q5939943 P2534 "\min_x \frac{1}{2}\\|y-Ax\\|^2_2+\lambda\\|x\\|_1," S143 Q328
	Q3503315 P2534 "0 = B_0 \subset B_1 \subset B_{2} \subset \dots \subset B_r \subset \dots \subset Z_r \subset \dots \subset Z_2 \subset Z_1 \subset Z_0 = E_0" S143 Q328
	Q1801562 P2534 "\frac{\mathrm{D} y}{\mathrm{D}t} \equiv \frac{\partial y}{\partial t} + \mathbf{u}\cdot\nabla y," S143 Q328
	Q7834924 P2534 "J(n,x) = \int_0^x t^n \frac{e^t}{(e^t - 1)^2}\,dt." S143 Q328
	Q7180911 P2534 "p(x) = \inf \{ \lambda \in \mathbb{R}_{> 0} x \in \lambda K \} " S143 Q328
	Q3780420 P2534 "b+c-a c+a-b a+b-c" S143 Q328
	Q945175 P2534 "E = c \cdot \sqrt{\frac{m_e \cdot \rho}{\varepsilon_0}}." S143 Q328
	Q190132 P2534 "\eta = \left(\frac{\nu^3}{\varepsilon}\right)^{1/4}." S143 Q328
	Q2912993 P2534 "\zeta(2) = \frac{\pi^2}{6}" S143 Q328
	Q1568269 P2534 "T = \frac{\hbar a}{2\pi c k_\text{B}}," S143 Q328
	Q1636075 P2534 "\Phi(\mathbf{x}) = -\frac{GM}{\|\mathbf{x}\|}." S143 Q328
	Q5128032 P2534 "I=\frac{E}{R}" S143 Q328
	Q3042796 P2534 "\iota_X\colon \Omega^p(M) \to \Omega^{p-1}(M)" S143 Q328
	Q1544178 P2534 "R= R_1+R_2\," S143 Q328
	Q755991 P2534 "\overline\partial + \overline\partial^*" S143 Q328
	Q1762039 P2534 "x_i+\sum \bar a_{i,j}x_j=\bar b_i" S143 Q328
	Q1144925 P2534 "f(x,y)" S143 Q328
	Q5227489 P2534 "C_0 = E_0\left[\max\left(S_Te^{-\mu t}-X_Te^{-rt},0\right)\right]" S143 Q328
	Q5503438 P2534 " F_\mathrm{f} = \mu_\mathrm{k} F_\mathrm{N}, " S143 Q328
	Q7607501 P2534 " I_c = \{j \mid \exists x \in s j = c + x\} \, " S143 Q328
	Q2521552 P2534 " a \times b = \frac{\left(\left(a + b\right)^{2} - a^{2} - b^{2}\right)}{2}" S143 Q328
	Q1256500 P2534 "\mathbf{u}\cdot\mathbf{v} = \tfrac{1}{2}\left(\\|\mathbf{u}+\mathbf{v}\\|^2 - \\|\mathbf{u}\\|^2 - \\|\mathbf{v}\\|^2\right)." S143 Q328
	Q1603101 P2534 "\bigcap_{X\in G} X=\varnothing," S143 Q328
	Q25303611 P2534 "\H_0(Z)=\sum_{z \in supp(P_Z)}P_Z(z)\log_2\frac{1}{P_Z(z)}" S143 Q328
	Q18205396 P2534 " \forall x \,\forall y \,\exists w \,\forall z\, [ z \in w \leftrightarrow (z \in x \or z=y)]." S143 Q328
	Q2142826 P2534 "\omega = \frac{q B}{m}," S143 Q328
	Q4016655 P2534 "ds^2=-dt^2/U(t) + 4l^2U(t)(d\psi+ \cos\theta d\phi)^2+(t^2+l^2)(d\theta^2+(\sin\theta)^2d\phi^2)" S143 Q328
	Q2630681 P2534 "x = \rho \sin E\," S143 Q328
	Q900194 P2534 "\psi_{1}= \phi_{1}+e_{B}-e_{C}" S143 Q328
	Q7261160 P2534 "v^2=Q(v). \, " S143 Q328
	Q238879 P2534 "U = \sum_{i=1}^{n} \frac{C_i}{T_i} \leq n({2}^{1/n} - 1)" S143 Q328
	Q3730848 P2534 "A X + X B = C." S143 Q328
	Q986455 P2534 " \rho = T_{ab} \, X^a \, X^b " S143 Q328
	Q165498 P2534 "p = \frac{h}{\lambda} = \hbar k" S143 Q328
	Q576728 P2534 "x = x(t)\quad\text{and}\quad y=y(t)\qquad\text{for }0 \leq t \leq 1." S143 Q328
	Q696822 P2534 "K_{n} = \begin{bmatrix}b & Ab & A^{2}b & \cdots & A^{n-1}b \end{bmatrix}." S143 Q328
	Q5331316 P2534 " \sum_{ i = 1 }^n a_i^2 = 1 ." S143 Q328
	Q5691670 P2534 "C = \frac{ \Delta V}{ \Delta P} " S143 Q328
	Q5165476 P2534 "s_{\beta} = \limsup\{s_{\alpha}\| \alpha < \beta\} = \inf \{ \sup\{s_{\alpha}\| \delta \leq \alpha < \beta\} \| \delta < \beta\} \," S143 Q328
	Q629085 P2534 "D=\frac{Sd}{s}" S143 Q328
	Q33057 P2534 "p = mv" S143 Q328
	Q7123164 P2534 " \Phi_{PW} (r)=-\frac{GM}{r-r_g}" S143 Q328
	Q219207 P2534 "x' = x - v t " S143 Q328
	Q1196788 P2534 "P = C V^2 f." S143 Q328
	Q461145 P2534 "\hat{E} = i\hbar\frac{\partial}{\partial t} \,\!" S143 Q328
	Q5042828 P2534 "G_n(\omega) = \left \| H_n(j \omega) \right \| = \frac{1}{\sqrt{1+\varepsilon^2 T_n^2\left(\frac{\omega}{\omega_0}\right)}}" S143 Q328
	Q796584 P2534 "\mathrm{tf}(t,d) = 0.5 + 0.5 \cdot \frac{f_{t, d}}{\max\{f_{t', d}t' \in d\}}" S143 Q328
	Q7268988 P2534 "\omega = \sqrt{1 \over LC}" S143 Q328
	Q327069 P2534 "P(A\|B) = \frac{P(A \cap B)}{P(B)}" S143 Q328
	Q908652 P2534 "Df = \left( D f^* \right)^{-1}~." S143 Q328
	Q5465726 P2534 "L_\mathrm v = E_\mathrm v \times R," S143 Q328
	Q7625098 P2534 "[T^a, T^b] = \sum_{c} f^{abc} T^c." S143 Q328
	Q373593 P2534 "\frac{\cot(\tfrac{\alpha}{2})}{s-a} = \frac{\cot(\tfrac{\beta}{2})}{s-b} = \frac{\cot(\tfrac{\gamma}{2})}{s-c} = \frac{1}{r}\," S143 Q328
	Q739762 P2534 "x^{2/3} + y^{2/3} = a^{2/3}. \," S143 Q328
	Q7847859 P2534 "\left(\pm1,\ \pm(1+\sqrt{2}),\ \pm(1+\sqrt{2}),\ \pm(1+\sqrt{2}),\ \pm(1+\sqrt{2}),\ \pm(1+\sqrt{2})\right)" S143 Q328
	Q38768 P2534 "M_\mathrm{L} = \log_{10} A - \log_{10} A_\mathrm{0}(\delta) = \log_{10} [A / A_\mathrm{0}(\delta)],\ " S143 Q328Q7303156 P2534 "\left(\sqrt{\frac{2}{5}},\ \frac{2}{\sqrt{6}},\ \frac{2}{\sqrt{3}},\ 0 \right)" S143 Q328
	Q8069444 P2534 "y_k = \mathbf{h}_k^T\mathbf{x}+n_k, \quad k=1,2, \ldots, K" S143 Q328
	Q4459371 P2534 "F_{n-1}F_{n+1} - F_n^2 = (-1)^n.\," S143 Q328
	Q7979886 P2534 "\text{WAL} = \sum_{i=1}^n \frac {P_i}{P} t_i," S143 Q328
	Q2739329 P2534 "\vec{\omega}\equiv \nabla \times \vec{u}\,," S143 Q328
	Q2629238 P2534 "s(\vec{x}+\vec{a})-s(\vec{x}) \sim a^{h(\vec{x})}." S143 Q328
	Q5380779 P2534 "N = A/\ell_\mathrm{P}^2" S143 Q328
	Q3527199 P2534 "f(x)={2 \over \pi R^2}\sqrt{R^2-x^2\,}\, " S143 Q328
	Q40164 P2534 "T_{1} = F_{1}a,\! T_{2} = F_{2}b\! " S143 Q328
	Q6030963 P2534 "\pi_y(R)=\{f[y]\mid f\in R\}.\," S143 Q328
	Q17097842 P2534 "B=\{v_1=v, v_2=Tv, v_3=T^2v, \ldots v_n = T^{n-1}v\} " S143 Q328
	Q782281 P2534 " c = c_0 e^\frac{-x}{l}" S143 Q328
	Q1192058 P2534 " Y = X \beta + U " S143 Q328
	Q16766476 P2534 "(\textbf{x},Y) = (x_1, x_2, x_3, ..., x_k, Y)" S143 Q328
	Q1046232 P2534 "\limsup_{n \to \infty}\frac{\|A\cap \{1, 2, 3, \dotsc, n\}\|}{n} > 0." S143 Q328
	Q7542110 P2534 "\frac{d{\vec{x}}}{dt} = \vec f(\vec{x})" S143 Q328
	Q6402620 P2534 "H = n\overline{u}y - nu\overline{y}," S143 Q328
	Q5290288 P2534 " p\trianglelefteq q \text{ if and only if } p_1+\cdots+p_k \leq q_1+\cdots+q_k \text{ for all } k\geq 1." S143 Q328
	Q902618 P2534 "\dot{x} = A(t) x,\," S143 Q328
	Q1166774 P2534 "\{ x \in S(B) \mid b \in x\}," S143 Q328
	Q255388 P2534 "\frac1x \times \frac1y = \frac1{xy}." S143 Q328
	Q994205 P2534 "\rho_0 \frac{\partial^2 z'}{\partial t^2} = - g (\rho (z)-\rho (z+z'))" S143 Q328
	Q610090 P2534 "\frac{\partial \chi}{\partial t}=\nabla\cdot( D\,\nabla \chi+ D_{T}\, \chi(1-\chi)\,\nabla T)" S143 Q328
	Q6059509 P2534 "\delta(g(x)) = \tilde{g}(\delta(x))." S143 Q328
	Q4059942 P2534 " \cap_{n\in \mathbb Z} f^{n} (U)=\Omega(f)." S143 Q328
	Q5166602 P2534 "C(x,y,z)=\int_{-\infty}^\infty \int_{-\infty}^\infty \ G( x-x',y-y',z)S(x',y')\, dx'\,dy'. \qquad(1) " S143 Q328
	Q5135531 P2534 " y_1, y_2 \in Y" S143 Q328
	Q5283159 P2534 "y_t = a + w_0x_t + w_1x_{t-1} + w_2x_{t-2} + ... + \text{error term}" S143 Q328
	Q486902 P2534 " -\frac{\mathrm{d}^2\mathbf{r}(t)}{\mathrm{d}t^2}m=\frac{\partial V[\mathbf{r}(t)]}{\partial x}\mathbf{\hat{x}}+\frac{\partial V[\mathbf{r}(t)]}{\partial y}\mathbf{\hat{y}}+\frac{\partial V[\mathbf{r}(t)]}{\partial z}\mathbf{\hat{z}}, " S143 Q328
	Q5073765 P2534 "\chi_{A} X \to \mathbb{R} \cup \{ + \infty \}" S143 Q328
	Q7138577 P2534 "V = 4 \cdot m \cdot (A \cdot 100)" S143 Q328
	Q2510435 P2534 "P(X=x) = \frac{1}{Z(\beta)} \exp ( - \beta E(x))." S143 Q328
	Q2033899 P2534 "\prod C" S143 Q328
	Q7882386 P2534 "E_{tgu} = 0.5 \cdot [\tfrac {(m_p \cdot v_p) + (m_c \cdot v_c)} { 1000 } ]^2 / m_{gu}" S143 Q328
	Q17010259 P2534 "{n \choose r} = {n-1\choose r} + {n-1\choose r-1}" S143 Q328
	Q6481210 P2534 " \ddot {\bar r } = -\mu \cdot \frac {\hat r } {r^2}\ \ " S143 Q328
	Q1384332 P2534 "\mbox{SMC} = \frac{S}{b}," S143 Q328
	Q25304002 P2534 "2^x3^{(k-2x)/3} \text{ where } x = -k\bmod 3." S143 Q328
	Q5884444 P2534 "\%\;\text{Methylation} = 100 \times \frac{\text{Digested Fragments}}{\text{Undigested Fragments + Digested Fragments}}" S143 Q328
	Q7698924 P2534 "Q_x = f(P_x), \quad f^\prime <0, " S143 Q328
	Q5165492 P2534 " \limsup_{n\to\infty}\operatorname{Pr}(X_n \in F) \leq \operatorname{Pr}(X\in F) \text{ for every closed set } F." S143 Q328
	Q6757775 P2534 " H = c \sqrt{D}," S143 Q328
	Q7136015 P2534 "\phi(x_1)\cdots \phi(x_n)\|\Omega\rangle" S143 Q328
	Q697320 P2534 " R(t) = K \int_0^t C_p(\tau) \, d\tau + V_0 C_p(t)" S143 Q328
	Q3075227 P2534 "V(\mathbf{i},\mathbf{j})" S143 Q328
	Q558066 P2534 "\mathbf{g}=\frac{\mathbf{F}}{m}=-\frac{{\rm d}^2\mathbf{R}}{{\rm d}t^2}=-GM\frac{\mathbf{\hat{R}}}{\|\mathbf{R}\|^2}=-\nabla\Phi," S143 Q328
	Q3332147 P2534 "i\hbar \frac{\partial}{\partial t}\psi =\hat{H}\psi" S143 Q328
	Q5699940 P2534 "T(n) = T(n-1) + (n-1)T(n-2)" S143 Q328
	Q272621 P2534 "\alpha_i^2=\beta^2=I_4" S143 Q328
	Q815306 P2534 " \mathrm{Pr} = \frac{\nu}{\alpha} = \frac{\mbox{viscous diffusion rate}}{\mbox{thermal diffusion rate}} = \frac{\mu / \rho}{k / c_p \rho} = \frac{c_p \mu}{k}" S143 Q328
	Q7921324 P2534 " t_0 = {(E(Y)-u_0)}/{(S/\sqrt{n})} and the critical value for α and n-1 the degrees of freedom" S143 Q328
	Q7661854 P2534 " S_xV = \{\beta \in T^_xV - \{ 0 \} \mid \ker \beta = \xi_x\} \subset T^_xV" S143 Q328
	Q3912854 P2534 " x = \sum_{n=1}^\infty b_n \beta_n \ " S143 Q328
	Q1161699 P2534 "20 \times \log_{10} \left(\frac{5V}{10 \mu V}\right) = 20 \times \log_{10}(500000) = 20 \times 5.7 = 114 \,\mathrm{dB}" S143 Q328
	Q751319 P2534 "\underline{v_i} = \max_{a_i} \min_{a_{-i}} {v_i(a_i,a_{-i})}" S143 Q328
	Q806066 P2534 " \forall x, y \in A \\|x \, y\\| \ \leq \\|x \\| \, \\| y\\| " S143 Q328
	Q5161683 P2534 " \nablaD(A)\ni u\to \nabla_u\in \mathrm{Diff}_1(P,P)" S143 Q328
	Q1521268 P2534 "R_{12,34} = \frac{V_{34}}{I_{12}}" S143 Q328
	Q7834432 P2534 "q_{ii} = -\sum_{j\neq i} q_{ij}." S143 Q328
	Q5163223 P2534 "\text{(I)} \quad s_V(\mathcal{R}) = s_{V_1}(\mathcal{R}) + s_{V_2}(\mathcal{R})." S143 Q328
	Q3066710 P2534 "\displaystyle J_{m+\nu}(z) = J_\nu(z)R_{m,\nu}(z) - J_{\nu-1}(z)R_{m-1,\nu+1}(z) " S143 Q328
	Q3198879 P2534 " ds^2 = d\bold{q}\cdot d\bold{q} = g(d\bold{q},d\bold{q}) " S143 Q328
	Q5374247 P2534 "P_n(A) = {1 \over n} \sum_{i=1}^n I_A(X_i)=\frac{1}{n}\sum_{i=1}^n \delta_{X_i}(A)" S143 Q328
	Q845117 P2534 "\mbox{A} \rightarrow \mbox{products.}" S143 Q328
	Q1151001 P2534 "p(z)=z^d+p_1z^{d-1}+\cdots+p_{d-1}z+p_d=(z-\zeta_1)\cdot\cdots\cdot(z-\zeta_d)." S143 Q328
	Q778785 P2534 "\alpha S \subseteq S" S143 Q328
	Q16979017 P2534 "r^2+h^2=M^2 \mbox{ or } N^2" S143 Q328
	Q7269015 P2534 " f(t) = a_0 + a_1 (t - t_i) + a_2(t - t_i)^2 + \cdots + a_h(t - t_i)^{h_i} \, " S143 Q328
	Q732722 P2534 "u_{\theta} = \left(1 - e^\frac{-r^2}{4\nu t}\right)\frac{\Gamma}{2 \pi r}." S143 Q328
	Q1014065 P2534 "H_m = \frac{1}{\sqrt2} \begin{pmatrix} H_{m-1} & H_{m-1} \\ H_{m-1} & -H_{m-1} \end{pmatrix}" S143 Q328
	Q5384705 P2534 "\mu \sim \nu \iff \mu \ll \nu \ll \mu." S143 Q328
	Q898493 P2534 "(n-1)!\ \equiv\ -1 \pmod n." S143 Q328
	Q17104838 P2534 "c \rho\left[\frac{\partial T(x,t)}{\partial t} + \epsilon u \frac{\partial T(x,t)}{\partial x}\right]=\lambda \frac{\partial^2 T(x,t)}{\partial x^2} + Q(x,t)" S143 Q328
	Q7132682 P2534 "V=w^3 \left (h/ \left (\pi w \right ) -0.142 \left (1-10^ \left (-h/w \right ) \right ) \right )," S143 Q328
	Q7268948 P2534 "g_m = {\mu \over r_p}<ref>van der Bijl, H. J. (1919). Theory and Operating Characteristics of the Thermionic" S143 Q328
	Q20871390 P2534 "\frac{\delta \mathcal{S}}{\delta \varphi_i} = 0,\," S143 Q328
	Q162886 P2534 "\|PQ\|=\sqrt{(p_x-q_x)^2+(p_y-q_y)^2} \, " S143 Q328
	Q7963034 P2534 "\operatorname{wnchypg}(x;n,m_1,m_2,\omega) = \operatorname{wnchypg}(n-x;n,m_2,m_1,1/\omega)\,." S143 Q328
	Q1062655 P2534 "zcr = \frac{1}{T-1} \sum_{t=1}^{T-1} \mathbb{1}_{ \mathbb{R}_{< 0} } (s_t s_{t-1}) " S143 Q328
	Q1364905 P2534 "f_k=\sum_i^n A_{ki} x_i \text{ or } \mathrm{f}=\mathrm{Ax}\," S143 Q328
	Q1062958 P2534 "\omega = - \log_{10} (p^{\rm{sat}}_r) - 1, {\rm \ at \ } T_r = 0.7." S143 Q328
	Q7446564 P2534 "N_f>N_c+1." S143 Q328
	Q271969 P2534 "C_t = C(1 + i)^{-t}\, = \frac{C}{(1+i)^t} \, " S143 Q328
	Q5477494 P2534 "F_j(x,y) = \sum_{V_k \in Variations} w_k \cdot V_k(a_j x + b_j y +c_j,d_j x + e_j y +f_j)" S143 Q328
	Q907206 P2534 "\sum_{i=1}^n F_i = \operatorname{I}_H." S143 Q328
	Q2923691 P2534 "\arcsin[-1,+1]\rightarrow\left[-\frac{\pi}{2},\frac{\pi}{2}\right]" S143 Q328
	Q7917835 P2534 "\mathbf{u} + \mathbf{v}" S143 Q328
	Q2425336 P2534 "1 - {1 \over 2} + {1 \over 3} - {1 \over 4} + {1 \over 5} - \cdots =\sum\limits_{n=1}^\infty {(-1)^{n+1} \over n}" S143 Q328
	Q220184 P2534 "\sum\limits_{l'm'} {{M_{lm,l'm'}}\left( {E,{\bf{k}}} \right){c_{l'm'}}\left(E, {\bf{k}} \right) = 0} , " S143 Q328
	Q5296972 P2534 " \{Z_T \mid \text{T a finite valued stopping time} \} " S143 Q328
	Q219695 P2534 "rb > c \ " S143 Q328
	Q2736426 P2534 " R_B(x)= \sum_{k=0}^\infty r_k(B) x^k" S143 Q328
	Q266291 P2534 "0.4332\approx\frac{\sqrt{3}}{4}+2\times10^{-4}\leq B\leq \sqrt{\frac{\sqrt{3}-1}{2}} \cdot \frac{\Gamma(\frac{1}{3})\Gamma(\frac{11}{12})}{\Gamma(\frac{1}{4})}\approx 0.4719," S143 Q328
	Q4951651 P2534 "\operatorname{boxcar}(x)= (b-a)A\,f(a,b;x) = A(H(x-a) - H(x-b))," S143 Q328
	Q6823705 P2534 "\|\|x\|\|_B \leq C \|\|L_t(x)\|\|_V." S143 Q328
	Q7049458 P2534 "\mathcal{L}=\overline{\psi} \left(i\partial\!\!\!/-m \right) \psi + \frac{g}{2}\left(\overline{\psi} \psi\right)^2" S143 Q328
	Q670653 P2534 "\Pr(X=x) = \sum_{y} \Pr(X=x,Y=y) = \sum_{y} \Pr(X=x\|Y=y) \Pr(Y=y)," S143 Q328
	Q7540059 P2534 " \boldsymbol{u}(\boldsymbol{x}) = \int_0^\ell \frac{\boldsymbol{f}(s)}{8\pi\mu} \cdot \left( \frac{\mathbf{I}}{\|\boldsymbol{x} - \boldsymbol{X}\|} + \frac{(\boldsymbol{x} - \boldsymbol{X})(\boldsymbol{x} - \boldsymbol{X})}{\|\boldsymbol{x} - \boldsymbol{X}\|^3} \right) \, \mathrm{d}s " S143 Q328
	Q1307489 P2534 " Z_{in} \gg Z_{out}" S143 Q328
	Q7433182 P2534 " (x_1 + 3x_2 - x_3)(3x_1 + x_4 - 1) \cdots (x_7 - x_2) \equiv 0\ ?" S143 Q328
	Q1929972 P2534 "q= C_b \Delta(V_c)" S143 Q328
	Q550593 P2534 "\mathrm{V} = \langle a,b \mid a^2 = b^2 = (ab)^2 = 1 \rangle." S143 Q328
	Q1063974 P2534 "\left(\frac{5}{4}\ \sin^2 i\ -\ 1\right)" S143 Q328
	Q10251 P2534 "n_e \propto e^{e\Phi/k_BT_e}." S143 Q328
	Q1141651 P2534 " \Phi = \frac {\text{Number of photons emitted}} {\text{Number of photons absorbed}} " S143 Q328
	Q300159 P2534 " \tfrac12-\mu\le\tfrac{\|N_l\|}{\|N\|+1}\le \tfrac12+\mu" S143 Q328
	Q215067 P2534 "\langle f, g\rangle_w = \int_a^b f(x)g(x)w(x)\,dx." S143 Q328
	Q7090043 P2534 "\xi = \frac{g}{f}\nabla^2 Z " S143 Q328
	Q11611718 P2534 " P[F(t)]=P[I(t)]-P[B] \, " S143 Q328
	Q595364 P2534 "\bigvee \left( A \cup B \right)= \left( \bigvee A \right) \vee \left( \bigvee B \right)" S143 Q328
	Q4925992 P2534 " f(a, b) = b" S143 Q328
	Q392477 P2534 "J'={ H^\prime \over H_\max^\prime }" S143 Q328
	Q1307821 P2534 "Df = \lambda f" S143 Q328
	Q1154351 P2534 "\{ V_I \colon I \text{ is an ideal of } R \}." S143 Q328
	Q3274096 P2534 "x \in \mathbb{R}^L_+ \ ." S143 Q328
	Q5953041 P2534 "g_\text{m} = \left.\frac{i_\text{c}}{v_\text{be}}\right\vert_{v_\text{ce} = 0} = \frac{I_\text{C}}{V_\text{T}}" S143 Q328
	Q2563079 P2534 "P = \emptyset\,\,\, \| \,\,\,a.P_1\,\,\, \| \,\,\,A\,\,\, \| \,\,\,P_1+P_2\,\,\, \| \,\,\,P_1\|P_2\,\,\, \| \,\,\,P_1[b/a]\,\,\, \| \,\,\,P_1{\backslash}a\,\,\," S143 Q328
	Q7234713 P2534 "\rm \ 3 K_2NiF_6 \xrightarrow{\Delta} 2 K_3NiF_6 + NiF_2 + F_2" S143 Q328
	Q22719 P2534 "\Delta v\ = v_e \ln \frac {m_0} {m_1}" S143 Q328
	Q2838306 P2534 "{1\over2}\times 120 + {1\over4}\times 100 + {1\over4}\times 150 = 122.5 grams per liter" S143 Q328
	Q847816 P2534 "\mathrm{e}_i = \frac{\partial}{\partial x^i}=\partial_i , \quad i=1,2,\dots,n" S143 Q328
	Q279038 P2534 "F_{}^{gi} = mg - ma_G" S143 Q328
	Q3935690 P2534 " E = T + V \,\!." S143 Q328
	Q140744 P2534 "\sum_p f(p) = f(2) + f(3) + f(5) + \cdots &nbsp; &nbsp; \prod_p f(p)= f(2)f(3)f(5)\cdots." S143 Q328
	Q1407873 P2534 "t_{1}=\frac{AB}{c+v}+\frac{BC+DA}{\sqrt{c^{2}-v^{2}}}+\frac{CD}{c-v+\Delta v} " S143 Q328
	Q1543600 P2534 " \bigl\{ [x, +\infty) \bigr\} \cup \Bigl\{ \bigl(-\infty, x - \tfrac{1}{n} \bigr) \,\Big\|\, n \in \mathbb{N} \Bigr\}." S143 Q328
	Q17105249 P2534 " \sum_{n=a}^b e(f(n)) \ " S143 Q328
	Q24905919 P2534 "E_i=\textstyle\sum_{j=1}^{N} \frac{1}{N}p_{ij}" S143 Q328
	Q954495 P2534 " \frac{dN}{dt} = cN(1-N) - eN.\," S143 Q328
	Q295150 P2534 "\operatorname{cov}\left( \sum_{i=1}^N Y_i, \sum_{i=1}^N X_i\right)= \sum_{i=1}^{N} \operatorname{cov}(Y_{i},X_i)+ \sum_{i=1}^N \sum_{l\neq i} \operatorname{cov}(Y_l,X_i)" S143 Q328
	Q5156579 P2534 "V_{i}(t) = 1V \cdot \sin (\omega \cdot t)" S143 Q328
	Q7682874 P2534 " T_{a,r}(x)=\frac{x-a}{r}," S143 Q328
	Q6518038 P2534 " C_{13}=\frac{1}{N} \sum_{r=1}^N Q_r(t_1) Q_r(t_3)=1. " S143 Q328
	Q338585 P2534 "ST = \{st s \in S \text{ and } t\in T\}." S143 Q328
	Q1192209 P2534 " F_{X}(x_{t_1+\tau} ,\ldots, x_{t_k+\tau}) = F_{X}(x_{t_1},\ldots, x_{t_k})." S143 Q328
	Q5018902 P2534 "PL>B" S143 Q328
	Q7623461 P2534 "t_{LL}^{\mu \nu} = - \frac{c^4}{8\pi G}G^{\mu \nu} + \frac{c^4}{16\pi G (-g)}((-g)(g^{\mu \nu}g^{\alpha \beta} - g^{\mu \alpha}g^{\nu \beta}))_{,\alpha \beta}" S143 Q328
	Q7572735 P2534 " \gamma_\mu \gamma_\nu + \gamma_\nu \gamma_\mu = 2 \eta_{\mu \nu} " S143 Q328
	Q1057996 P2534 " B = \{ b_1, b_2, \ldots, b_n \} " S143 Q328
	Q905774 P2534 "\hat H \|\Psi\rangle=E_{\Psi} \|\Psi\rangle," S143 Q328
	Q382783 P2534 "A = -\left(\frac{\partial G}{\partial \xi}\right)_{P,T}." S143 Q328
	Q4826228 P2534 " R(1) = \frac{1}{2\pi} \int_{-\pi}^{\pi} S(\omega) e^{i\,\omega\,1} d\omega. " S143 Q328
	Q172948 P2534 " L = n{h \over 2\pi} = n\hbar" S143 Q328
	Q5706315 P2534 " s_1, s_2, \dots \," S143 Q328
	Q5176824 P2534 "\{ 0, 1 \}^{ 2^{ 2^{ \aleph_0 }\ } } " S143 Q328
	Q6188933 P2534 "\|I\| = \sum_{i=1}^{m} I(i)" S143 Q328
	Q7636872 P2534 "\{n_k\}_{k\in\mathbb N} " S143 Q328
	Q796890 P2534 "\mathbf{i.o.-SUBEXP} = \bigcap\nolimits_{\varepsilon>0} \mathbf{i.o.-DTIME} \left (2^{n^\varepsilon} \right). " S143 Q328
	Q7632136 P2534 " \pi_iQ_{ij} = \pi_jQ_{ji}" S143 Q328
	Q1069192 P2534 " x(t) = \left(\begin{array}{c} a(t) \\ b(t) \\ c(t) \\ \vdots \end{array}\right)" S143 Q328
	Q7580151 P2534 " F = Se^{(r+y-q-u)T}" S143 Q328
	Q2600211 P2534 "R^+ \times R^+ \times S^1 ." S143 Q328
	Q6468669 P2534 " y = \alpha x + \beta \, " S143 Q328
	Q2366982 P2534 "\operatorname{frac} (x)=x - \lfloor x \rfloor,\; x > 0. " S143 Q328
	Q6596023 P2534 "\frac{d y}{d t} = f(t, y)\," S143 Q328
	Q124131 P2534 " \nabla^2\mathbf{H} = \lambda^{-2} \mathbf{H}\, " S143 Q328
	Q467980 P2534 "n_1\sin\theta_1 = n_2\sin\theta_2\ " S143 Q328Q7133742 P2534 " k-(\operatorname{rank} G-\operatorname{rank} H)\leq 5. " S143 Q328
	Q3062935 P2534 "F \mathcal{C}\longrightarrow \mathcal{C} " S143 Q328
	Q200227 P2534 "x + y \prime = 0," S143 Q328
	Q120812 P2534 "\|x\| = \begin{cases} x, & \mbox{if } x \ge 0 \\ -x, & \mbox{if } x < 0. \end{cases} " S143 Q328
	Q5459693 P2534 "16 \rightarrow 10_1 \oplus \bar{5}_{-3} \oplus 1_5" S143 Q328
	Q5565459 P2534 " \sum_{k=0}^n\sigma_1(3k+1)\sigma_1(3n-3k+1)=\frac19\sigma_3(3n+2)," S143 Q328
	Q7999797 P2534 "d(x, A) = \inf_{a \in A} d(x, a)." S143 Q328
	Q7394965 P2534 "P(h(a) = h(b)) = \frac{1}{m}." S143 Q328
	Q2621220 P2534 " J[f] = \int \limits_a^b L[ \, x, f(x), f \, '(x) \, ] \, dx \ , " S143 Q328
	Q2733833 P2534 "\frac{e^{E(1)/\gamma}}{e^{E(1)/\gamma} + e^{E(2)/\gamma}}\ " S143 Q328
	Q24569625 P2534 "\textit{DEMA} = {2 * EMA - EMA(EMA)}" S143 Q328
	Q912471 P2534 "\theta_E = \sqrt{\frac{4GM}{c^2}\;\frac{d_{LS}}{d_L d_S}}," S143 Q328
	Q908074 P2534 " c = kp \," S143 Q328
	Q76770 P2534 "\!\ \log E(s) = 11.8 + 1.5 M." S143 Q328
	Q173523 P2534 "a,\ ar,\ ar^2,\ ar^3,\ ar^4,\ \ldots" S143 Q328
	Q283724 P2534 "\frac{1}{f} = (n-1) \left[ \frac{1}{R_1} - \frac{1}{R_2} + \frac{(n-1)d}{n R_1 R_2} \right]," S143 Q328
	Q5008891 P2534 "L(\gamma) = \sup \left\{ \left. \sum_{i = 1}^{r} d \big( \gamma(t_{i-1}), \gamma(t_{i}) \big) \right\| a = t_{0} < t_{1} < \cdots < t_{r} = b, r\in \mathbb{N} \right\}" S143 Q328Q7094069 P2534 "F=\left\lceil\frac{\ln(\epsilon^2/4)}{\ln(1-\epsilon/2)}\right\rceil" S143 Q328
	Q10292020 P2534 "\|a\|=\begin{cases}a, & \text{if }a\geqslant0,\\ -a, & \text{otherwise}.\end{cases}" S143 Q328
	Q2628674 P2534 "L = K(\theta)." S143 Q328
	Q5163662 P2534 "\|a_1 x_1+{}\cdots{}+a_n x_n\|=0.\," S143 Q328
	Q1857002 P2534 "\int_G f\,d\mu" S143 Q328
	Q5249205 P2534 "fz \mapsto \frac{(z_2-z_1)(z_3-z)}{(z_3-z_1)(z_2-z)}" S143 Q328
	Q7996768 P2534 " S^k(U) = \{ f \in C^{\infty}(M,N) (J^kf)(M) \subseteq U \} . " S143 Q328
	Q1323309 P2534 "\tau_x=-M_yf,\," S143 Q328
	Q5379742 P2534 " z \mapsto z e^{-mj} " S143 Q328
	Q6176857 P2534 " \hat{H}=\hat{H}_{\mathrm{el}}+\hat{H}_{\mathrm{back}}+\hat{H}_{\mathrm{el-back}},\," S143 Q328
	Q2752849 P2534 "\Lambda^\cdot {\mathfrak g} \otimes C^{\infty}(M)." S143 Q328
	Q284140 P2534 "S^1 \times I," S143 Q328
	Q25109797 P2534 "N(t) = M(t) + \Lambda(t) " S143 Q328
	Q7460736 P2534 "4T = \sqrt{(a+b+c)(a+b-c)(a-b+c)(-a+b+c)}." S143 Q328Q7576712 P2534 " Z(s) = \operatorname{Tr}(\Delta^{-s}) = \sum_{n=1}^{\infty} \vert \lambda_{n} \vert^{-s}." S143 Q328
	Q1423222 P2534 "[T] = [Z_1][X_1][Z_2][X_2]\ldots[X_{n-1}][Z_n],\!" S143 Q328
	Q1915482 P2534 "MOS = 4 - \ln \left (loss\right) - 0.7 \cdot \ln \left (size\right)" S143 Q328
	Q471872 P2534 "\rho = \frac{M_s + M_w}{V_s + V_w + V_a}= \frac{M_t}{V_t}" S143 Q328
	Q4672282 P2534 "\mu(\cap_{n=1}^{\infty}A_n)=\lim_{n\rightarrow\infty}\mu(A_n)" S143 Q328
	Q7673225 P2534 " P,\quad [2]P=P+P,\quad [3]P=[2]P+P, \dots , [n]P=[n-1]P+P " S143 Q328
	Q4455037 P2534 "I(r) = \frac{1}{2\pi} \int_0^{2\pi}\! \left\| f(r e^{i\theta}) \right\| \,d\theta " S143 Q328
	Q478728 P2534 "AN^2+BL^2+CM^2=NB^2+LC^2+MA^2." S143 Q328
	Q6937068 P2534 "\frac{d \mathbf r}{d t} = \mathbf f(\mathbf r, t)" S143 Q328
	Q1967557 P2534 " M(\lambda)=\frac{\partial^2\Phi}{\partial A\partial\lambda}\approx\frac{\Phi}{A \Delta\lambda}" S143 Q328
	Q7885139 P2534 "D_{f,\varepsilon} = \{(x,y)\in X\times X \|f(x) - f(y)\| < \varepsilon\}" S143 Q328
	Q25303733 P2534 " \\|x\\|_p = \left( x_{p_{2n+1}}^2 + \sum_{m=1}^n (x_{p_{2m-1}} - x_{p_{2m}})^2 \right)^{1/2}. " S143 Q328
	Q17154659 P2534 "\\|F\\|^2 = \pi^{-n} \int_{\Bbb C^n} \|F(z)\|^2 \exp(-\|z\|^2)\,dz < \infty," S143 Q328
	Q4789139 P2534 "H_k(M,\partial M;\mathbb{Z}_2) \to H_{k-1}(\partial M;\mathbb{Z}_2), H_k(\partial M;\mathbb{Z}_2) \to H_k(M;\mathbb{Z}_2)" S143 Q328
	Q3333616 P2534 "\Delta^n[f](x)= \sum_{k=0}^n {n \choose k} (-1)^{n-k} f(x+k)" S143 Q328
	Q3933697 P2534 " \frac{Z}{Z_0} = \frac{Z_0}{Z'}" S143 Q328
	Q6731548 P2534 "\eta = \frac{1}{\mu_0 \sigma_0}," S143 Q328
	Q7979854 P2534 "\forall A \subseteq \Theta Q_1(A) \le Q_2(A) \implies W_{S_1} \ge W_{S_2}" S143 Q328
	Q382774 P2534 "g^\prime \equiv g \frac{\rho-\rho_0}{\rho_{00}}" S143 Q328
	Q5876082 P2534 "\\|\mathbf A \\|^2 = A_1^2 + A_2^2 +A_3^2 \ " S143 Q328
	Q177831 P2534 " \Phi_\mathrm{B} = \int\limits_{\Sigma} \mathbf{B} \cdot d \mathbf{A}\ , " S143 Q328
	Q1763840 P2534 " \frac{\partial u}{\partial t} - D \frac{\partial^2 u}{\partial x^2} = r u(1-u).\, " S143 Q328
	Q2650267 P2534 " y' = f(t,y), \quad y(t_0) = y_0, " S143 Q328
	Q4788679 P2534 "\gamma\; = The [[slope]] of the [[path loss]] curve. Unit decibels per decade" S143 Q328
	Q765188 P2534 "\frac{N(Cr+Fr)}{2}\, ," S143 Q328
	Q331041 P2534 "T=\int_{\mathbf{t_0}}^{\mathbf{t_1}} \, dt = \frac{1}{c} \int_{\mathbf{t_0}}^{\mathbf{t_1}} \frac{c}{v} \frac{ds}{dt}\, dt = \frac{1}{c} \int_{\mathbf{A}}^{\mathbf{B}} n\, ds\ " S143 Q328
	Q232885 P2534 "255 = 2^8-1 = \mbox{FF}_{16} = 11111111_2" S143 Q328
	Q7834649 P2534 " S_a = \frac{E[R_a-R_b]}{\sigma_a} = \frac{E[R_a-R_b]}{\sqrt{\mathrm{var}[R_a-R_b]}}," S143 Q328
	Q7333165 P2534 "{\rm Riesz}(x) = -\sum_{k=1}^\infty \frac{(-x)^k}{(k-1)! \zeta(2k)}." S143 Q328
	Q2133535 P2534 " \ y[n] = x[n] + e[n-1]," S143 Q328
	Q3638518 P2534 "X = \begin{bmatrix}A & 0 \\ 0 & D\end{bmatrix}" S143 Q328
	Q900684 P2534 " S(\mathbf{q}) = \frac{1}{N} \left \| \sum_{j=1}^{N} \mathrm{e}^{-i \mathbf{q} \mathbf{R}_{j}} \right \| ^2." S143 Q328
	Q1527264 P2534 "Y=P_x \cdot x + P_y \cdot y" S143 Q328
	Q2271882 P2534 "H_0 p=p_0" S143 Q328
	Q2914302 P2534 "f((1-\alpha )x+\alpha y)\geq (1-\alpha ) f(x)+\alpha f(y)." S143 Q328
	Q842159 P2534 "(E \times F) \times G = E \times (F \times G) = E \times F \times G" S143 Q328
	Q4929992 P2534 "r=\frac{a \sin \theta}{\theta}" S143 Q328
	Q898642 P2534 "\frac{dR}{R} = \alpha\,dT." S143 Q328
	Q5155316 P2534 " \Delta C(G) \to C(G) \otimes C(G) " S143 Q328
	Q7621121 P2534 "z_{n+1} = \mathcal M z_n = \gamma z_n \left(1 - z_n\right)," S143 Q328
	Q183755 P2534 "c(t) = A\cdot \sin(2 \pi f_c t)\,." S143 Q328
	Q7833984 P2534 "E(z) = E_r e^{ikz} + E_l e^{-ikz}\,." S143 Q328
	Q5318975 P2534 " X_{t}=\Lambda_{t}F_{t}+e_{t}," S143 Q328
	Q2144533 P2534 " \frac{1}{2}+\frac{2}{3}\;=\;\frac{3}{6}+\frac{4}{6}\;=\;\frac{7}{6}" S143 Q328
	Q4915256 P2534 "\sum_{n\in\Z} a_n \tilde a_{n+2m}=2\cdot\delta_{m,0}." S143 Q328
	Q7250024 P2534 "\int_M df(X) \;\omega = - \int_M f \, \operatorname{div} X \;\omega " S143 Q328
	Q773073 P2534 "Y = b_0 + b_1x_1 + b_2x_2 + b_3(x_1\times x_2) + \varepsilon \, " S143 Q328
	Q3748109 P2534 "\sqrt{-\tilde{g}}=\Phi^{-d/(d-2)}\sqrt{-g}" S143 Q328Q17005294 P2534 "\frac{\partial c}{\partial t} = \frac{\partial}{\partial x}\overbrace{\left[ D(c)\frac{\partial c}{\partial x} \right]}^\text{Flux}" S143 Q328
	Q5178096 P2534 " \lambda_k=\min\limits_C\max\limits_{{\\| x\\| =1}, {Cx=0}}\langle Ax,x\rangle," S143 Q328
	Q191884 P2534 "f(x) = y\,\,\Leftrightarrow\,\,g(y) = x." S143 Q328
	Q249514 P2534 "\mathcal{B} = \{B \subseteq X x \in B; \forall g \in G, gB = B \ \mathrm{or} \ gB \cap B = \emptyset\}," S143 Q328
	Q25052430 P2534 " \tilde{m}_{M,n}(\mathbf{x}, \Theta_1,\ldots,\Theta_M) = \frac{1}{\sum_{j=1}^M N_n(\mathbf{x}, \Theta_j)}\sum_{j=1}^M\sum_{i=1}^n Y_i\mathbf{1}_{\mathbf{X}_i\in A_n(\mathbf{x}, \Theta_j)}," S143 Q328
	Q5150829 P2534 "N=\binom{c_k}k+\cdots+\binom{c_2}2+\binom{c_1}1." S143 Q328
	Q1642137 P2534 "\Delta P = \frac{8 \mu l Q}{\pi r^4}" S143 Q328
	Q190772 P2534 " \nabla^2 \phi = - 4 \pi \rho \; " S143 Q328
	Q7804822 P2534 "\| \Psi \rangle=\sum\limits_{i=1}^{M}c_{i_1i_2..i_N} \| {i_1,i_2,..,i_{N-1},i_N} \rangle" S143 Q328
	Q3814108 P2534 "R_{\infty} = \frac{m_{\rm e}c\alpha^2}{2h} \Rightarrow m_{\rm e} = \frac{2R_{\infty}h}{c\alpha^2}" S143 Q328
	Q17016064 P2534 " u_t+a(u^n)_x+(u^n)_{xxx}=0. \, " S143 Q328
	Q9049025 P2534 "R \, is the [[radius (geometry)\|radius]] of the earth \approx 6.367.000 meter)." S143 Q328
	Q5891455 P2534 " y(e) = \sum_{f\mathrm{out}(f)=v}(m_e(f)y(f))" S143 Q328
	Q16001847 P2534 "I = Y V\," S143 Q328
	Q256845 P2534 " D \cdot A = T\cdot I \," S143 Q328
	Q5335720 P2534 "f_c^{(k)}(z_{cr}) = f_c^{(k+n)}(z_{cr}) \," S143 Q328
	Q843483 P2534 "\inf_{Q_{Y\|X}(y\|x)} I_Q(Y;X)\ \mbox{subject to}\ D_Q \le D^*." S143 Q328
	Q4781043 P2534 " \mathrm{N}(n,S) = \#\{ m \in S m \le n \} . " S143 Q328
	Q3695436 P2534 " \tau = RC " S143 Q328
	Q18206070 P2534 "Y = \frac{\sqrt{ad}-\sqrt{bc}}{\sqrt{ad}+\sqrt{bc}}." S143 Q328
	Q18359323 P2534 "x_1^j+x_2^j+\cdots+x_s^j=y_1^j+y_2^j+\cdots+y_s^j\quad (1\le j\le k)" S143 Q328
	Q1783179 P2534 "\mathrm{O}(n,F) = \{ Q \in \mathrm{GL}(n, F) \mid Q^\mathsf{T} Q = Q Q^\mathsf{T} = I \}" S143 Q328
	Q683556 P2534 " \ v = \frac{V}{m}\ = {\rho}^{-1} " S143 Q328
	Q5389080 P2534 "X_1,\dots,X_n \, " S143 Q328
	Q2260590 P2534 "L(\mathbf{r},i) = \ln(r_i) " S143 Q328
	Q716621 P2534 "\sigma(115)=1+5+23+115=144=12^2." S143 Q328
	Q5319030 P2534 " \alpha_t as the per-document topic distribution at time ''t''." S143 Q328
	Q909596 P2534 "P=\frac{dT/dx\cdot d_z}{\|B_z\|\cdot I_y}" S143 Q328
	Q269492 P2534 "Z_0 = \frac{E}{H} = \mu_0 c_0 = \sqrt{\frac{\mu_0}{\varepsilon_0}} = \frac{1}{\varepsilon_0 c_0}" S143 Q328
	Q3621696 P2534 " \sum_{\text{term in doc}} P(\text{term}) = 1 \, " S143 Q328
	Q131214 P2534 "G_\text{dBi} = 10\log{I \over I_\text{iso}}\," S143 Q328
	Q15020929 P2534 "\eta = {\text{energy provided to the load} \over \text{heat energy absorbed at hot junction}}." S143 Q328
	Q4953686 P2534 "{v^2\over R} \cos \alpha = g \sin \alpha" S143 Q328
	Q7439053 P2534 "V(r) = \frac{Z e}{r} \exp[{-q r}]" S143 Q328
	Q818895 P2534 "{f(n)-1\over n} \leq a \leq {f(n)+1\over n}." S143 Q328
	Q2877013 P2534 " B_k \mathbf{p}_k = - \nabla f(\mathbf{x}_k)" S143 Q328
	Q5477883 P2534 " r = k^2 \cdot \frac{1}{d^2}" S143 Q328
	Q5532413 P2534 "Y_{ij} \sim N(\gamma_{00},(\tau_0^2+\sigma^2))" S143 Q328
	Q3310692 P2534 " x = x'\cos\left(\theta(t)\right) - y'\sin\left(\theta(t)\right)" S143 Q328
	Q7577415 P2534 "\frac{dy}{dx}+y=y^3" S143 Q328
	Q23680082 P2534 "{1-} \left ( \dfrac{34}{36} \right ) ^{25} \approx 0.760442 " S143 Q328
	Q624580 P2534 " \frac{\Pr(\overline{\Sigma}_{t}=A)}{\Pr(\overline{\Sigma}_{t}=-A)}=e^{At}." S143 Q328
	Q5089020 P2534 " \int x^k d\mu(x) = m_k" S143 Q328
	Q137056 P2534 "R = \frac{kW}{\rho At}" S143 Q328
	Q7091 P2534 "I = -\frac{\mathrm{d}Q}{\mathrm{d}t}." S143 Q328
	Q204570 P2534 "\Eta(X) = \mathrm{E}[\mathrm{I}(X)] = \mathrm{E}[-\ln(\mathrm{P}(X))]." S143 Q328
	Q5508954 P2534 "S=\{-8, -4, 8, -3, 5, -7, -11, 13, 17, -19,\; \ldots\} " S143 Q328
	Q2993304 P2534 "P(x) \sim \frac{C}{D} \int_2^x \frac{dt}{(\log t)^m},\," S143 Q328
	Q1935235 P2534 "E_{\alpha, \beta} (z) = \sum_{k=0}^\infty \frac{z^k}{\Gamma(\alpha k + \beta)}." S143 Q328
	Q17056925 P2534 "\frac{dw}{dz}=R(z,w)" S143 Q328
	Q2151504 P2534 "MV \frac {d\psi} {dt} =Y cos(\theta-\psi)" S143 Q328
	Q3321292 P2534 "\mathbb {M}(D) = \Sigma^* / \equiv_D." S143 Q328
	Q161424 P2534 "T=\frac {\hbar c^3}{8\pi Gk_BM} \ ," S143 Q328
	Q4812080 P2534 "p(x) = \begin{cases} \|x\|, & x \leq 0; \\ 2 \|x\|, & x \geq 0; \end{cases}" S143 Q328
	Q153224 P2534 "\frac{a}{r} = \frac{r}{s} = \frac{s}{2a} .\ " S143 Q328
	Q1187914 P2534 "\{x\in\mathbb R^n \\|x\\|_1 \le 1\}." S143 Q328
	Q1154082 P2534 " \int_a^b y_n(x)y_m(x)w(x)\,\mathrm{d}x = \delta_{mn}," S143 Q328
	Q6043255 P2534 " \int_0^\infty x^2 e^{-3x} \, dx." S143 Q328
	Q4642850 P2534 "\Delta(t) = -t^2 + 3t - 3 - 1 + 3t^{-1} - t^{-2}, \, " S143 Q328
	Q154021 P2534 "C_i = E_K(P_i \oplus C_{i-1})," S143 Q328
	Q7532595 P2534 "S^5 = \left\{ x \in \mathbb{R}^6 \\|x\\| = r\right\}." S143 Q328
	Q17278 P2534 "C = 2\pi r = \pi d.\," S143 Q328
	Q743418 P2534 "\{e_0, e_1, e_2, e_3, e_4, e_5, e_6, e_7\}," S143 Q328
	Q1449555 P2534 "M = \frac{m-m_{od}}{m_{od}}" S143 Q328
	Q869338 P2534 "\omega = \begin{bmatrix} 0 & I_n \\ -I_n & 0 \end{bmatrix}" S143 Q328
	Q4747168 P2534 "A = \begin{bmatrix} 0 & 0 & 0 & -1 \\ 1 & 0 & 0 & 0 \\ 0 & -1 & 0 & 0 \\ 0 & 0 & -1 & 0 \end{bmatrix}." S143 Q328
	Q899239 P2534 "\gamma_\mathrm{SG} - \gamma_\mathrm{SL} - \gamma_\mathrm{LG} \cos \theta_\mathrm{C}=0 \," S143 Q328
	Q1935806 P2534 " \delta(g,u)=d(f,g)-\delta(f,u) \quad " S143 Q328
	Q3813960 P2534 "\nu_\mathrm{max}\propto\frac{g}{\sqrt{T_\mathrm{eff}}}" S143 Q328
	Q7840150 P2534 "X \xrightarrow{u} Y \xrightarrow{v} Z \xrightarrow {w} X[1]" S143 Q328
	Q193709 P2534 " I = I_0 \frac{ 1+\cos^2 \theta }{2 R^2} \left( \frac{ 2 \pi }{ \lambda } \right)^4 \left( \frac{ n^2-1}{ n^2+2 } \right)^2 \left( \frac{d}{2} \right)^6,<ref>Seinfeld and Pandis, ''Atmospheric Chemistry and Physics, 2nd Edition'', John Wiley and Sons, New Jersey 2006, Chapter 15.1.1</ref>" S143 Q328
	Q4483495 P2534 "F(x) = P(X \leq x) = P\left(\mathrm{all\ observations} \leq x\right) = \left(\frac{x}{\omega}\right)^n ." S143 Q328
	Q7100784 P2534 "\psi(\alpha) is the smallest ordinal which cannot be expressed from 0, 1, \omega and \Omega using sums, products, exponentials, and the \psi function itself (to previously constructed ordinals less than \alpha)." S143 Q328
	Q7919299 P2534 " (X_i i \in B) \, " S143 Q328
	Q7379547 P2534 "\mathrm{RA} = 9 \cdot \frac{\mathrm{R}}{\mathrm{IP}}" S143 Q328
	Q126017 P2534 "d=\sqrt{(\Delta x)^2+(\Delta y)^2}=\sqrt{(x_2-x_1)^2+(y_2-y_1)^2}.\," S143 Q328
	Q1327762 P2534 "\forall x\forall y( (f(x)=f(y)) \to (x=y) )." S143 Q328
	Q2719001 P2534 "F C \leftrightarrows D G" S143 Q328
	Q1642768 P2534 " \mathbf{IC} = c \times \left({\left({\frac{n_\mathrm{a}}{N} \times \frac{n_\mathrm{a} - 1}{N - 1}}\right) + \left({\frac{n_\mathrm{b}}{N} \times \frac{n_\mathrm{b} - 1}{N - 1}}\right) + ... + \left({\frac{n_\mathrm{z}}{N} \times \frac{n_\mathrm{z} - 1}{N - 1}}\right)}\right)" S143 Q328
	Q7915766 P2534 "N_{\text{var}}(\sigma_{\text{realised}}^2-\sigma_{\text{strike}}^2)" S143 Q328
	Q1321995 P2534 "u(t) = K_c*e(t)+ u_0" S143 Q328
	Q1138138 P2534 "{\mbox{Rate}_1 \over \mbox{Rate}_2}=\sqrt{M_2 \over M_1}=\sqrt{352.041206 \over 349.034348}=1.004298..." S143 Q328
	Q657820 P2534 "\lambda \varphi(x)- \int_a^b K(x,y) \varphi(y) \,dy = 0" S143 Q328
	Q6276303 P2534 "J_k(n)=n^k \prod_{p\|n}\left(1-\frac{1}{p^k}\right) .\," S143 Q328
	Q7269247 P2534 " {(3/2)^2 \over 2} = {9/4 \over 2} = {9 \over 8}, " S143 Q328
	Q2318337 P2534 "F = P \cdot A" S143 Q328
	Q826582 P2534 "2d \sin \theta = n \lambda" S143 Q328
	Q129638 P2534 "d(W, W') = \lVert P_W - P_{W'} \rVert," S143 Q328
	Q1064218 P2534 " A = Q U Q^{-1}" S143 Q328
	Q4455262 P2534 "v_{th}=\sqrt{\frac{k_BT}{m}}." S143 Q328
	Q776602 P2534 " h(G) = \min_{0 < \|S\| \le \frac{n}{2} } \frac{\|\partial S\|}{\|S\|}," S143 Q328
	Q6535263 P2534 " h_{ii}= \left[ \mathbf{H} \right]_{ii}, " S143 Q328
	Q1455881 P2534 "H(s) = \frac {1}{1+\alpha s}," S143 Q328
	Q7229524 P2534 "\\|u-u_N\\|_{H^1(\Omega)} \leqq C_s N^{-s} \\| u \\|_{H^{s+1}(\Omega)}" S143 Q328
	Q4982231 P2534 " \omega^2= \left ( \frac{kaK_1}{ka} \right ) \left [ (1-k^2 a^2) \frac{T}{pa^3} - \frac{\Gamma^2}{4\pi^2 a^4} \right ] " S143 Q328
	Q5623910 P2534 "V = \frac{1}{(\sum_{i=1}^N q_i m_i)^2} \sum_{i=1}^N q_i(1-q_i) m_{i}^{2} \left(a_i - \frac{\sum_{j=1}^N q_j a_j m_j}{\sum_{j=1}^N q_j m_j}\right)^2 ." S143 Q328
	Q190893 P2534 "n^3 + (n + 1)^3 = (2n+1)(n^2+n+1)." S143 Q328
	Q104541 P2534 " \mathrm{d}f = f(d_p) \,\mathrm{d}d_p" S143 Q328
	Q5880157 P2534 " E_{n}=-\frac{mc^{2}\alpha_{g}^{2}}{4n^{2}}" S143 Q328
	Q17099449 P2534 " g=\exp(F)\exp(I), \qquad F\in\mathfrak f, \qquad I\in\mathfrak h. " S143 Q328
	Q6501221 P2534 " Y(s) = P(s) U(s)\,\!" S143 Q328
	Q1375161 P2534 " A x = b.\, " S143 Q328
	Q5259335 P2534 " \sum_{s_1\cdots s_N} \operatorname{Tr}(A^{s_1}\cdots A^{s_N}) \| s_1 \cdots s_N\rangle" S143 Q328
	Q7116898 P2534 "\Delta_p u=\nabla \cdot (\|\nabla u\|^{p-2} \nabla u)." S143 Q328
	Q955317 P2534 "d(t) = \frac{2}{\sqrt{\pi}} a_{\rm eff} T_1 \sqrt{\kappa t} + d_{\rm r}" S143 Q328
	Q25303896 P2534 "Y(f) = \exp[j\pi(f - f_0)^2/k]" S143 Q328
	Q162219 P2534 " f_{\text{critical}} = 9 \times\sqrt{N}" S143 Q328
	Q527907 P2534 " r = a\ \operatorname{csch} (n\theta) " S143 Q328
	Q5433418 P2534 " \mathrm{FWER} = \Pr(V \ge 1), \," S143 Q328
	Q2717459 P2534 "A_{C} = 2 \pi r^2 + 2 \pi r h = 2 \pi r ( r + h ).\," S143 Q328
	Q7999139 P2534 "W_\delta(t)({ b}) is the set of points within a distance δ of some point '''b'''(''x'') of the path '''b''' with 0≤''x''≤''t''." S143 Q328
	Q2880017 P2534 "T_w(f)=f-f \circ b," S143 Q328
	Q4666685 P2534 "\sum_{x,y}z(x,y)<\infty." S143 Q328
	Q6663315 P2534 "\%\text{Load Regulation} = 100\% \, \frac{V_{min-load} - V_{max-load}}{V_{nom-load}}" S143 Q328
	Q3135226 P2534 " v=u^{q^\theta} u \ \ \ \ (1)" S143 Q328
	Q728699 P2534 "\operatorname{dist}(q_1, p) \cdot\operatorname{dist}(q_2, p)=b^2.\," S143 Q328
	Q6865491 P2534 " \boldsymbol{\Pi} = \mathbf{U} + \mathbf{V} \qquad \mathrm{(1)} " S143 Q328
	Q173412 P2534 "N = N_0e^{-\lambda t}\," S143 Q328
	Q5156470 P2534 " x \wedge \bigvee_{s \in S} s = \bigvee_{s \in S} (x \wedge s)." S143 Q328
	Q893911 P2534 " \psi(\bold{r}+N_i \bold{a}_i)=\psi(\bold{r}), \, " S143 Q328
	Q5450398 P2534 "ab = g^{\log_g(ab)} = g^{\log_g (a)+\log_g (b)}" S143 Q328
	Q1276790 P2534 " S_\text{latency}(s) = 1 - p + sp," S143 Q328
	Q137164 P2534 " E \subseteq \bigcup_{i=1}^{c_N} \bigcup_{B\in A_i} B." S143 Q328
	Q169336 P2534 "h_i = \frac{(c_i - c_\text{batch})m_i}{c_\text{batch} m_\text{aver}} ." S143 Q328
	Q1937401 P2534 "F = \mu_f R. \," S143 Q328
	Q7826213 P2534 "T_i=\frac{1}{10c} \int [r_i(\mathbf{r}\cdot\mathbf{J})-2r^2J_i] \mathrm{d}^3x." S143 Q328
	Q211569 P2534 "\varepsilon = \varepsilon_{\text{r}} \varepsilon_0 = (1+\chi)\varepsilon_0 " S143 Q328
	Q1191221 P2534 "\frac{(C \times R \times ZZ)}{((Tt + D) \times St)} + (P \times Pr)>400" S143 Q328
	Q7604 P2534 "e^x = \sum_{n=0}^\infty {x^n \over n!} = \lim_{n \to \infty} \left(\frac{1}{0!} + \frac{x}{1!} + \frac{x^2}{2!} + \cdots + \frac{x^n}{n!}\right)." S143 Q328
	Q16581 P2534 " j^{\star} = \sigma T^{4}" S143 Q328
	Q1622692 P2534 " {n \choose k} " S143 Q328
	Q6485344 P2534 "j = \frac{I}{A}" S143 Q328
	Q51379 P2534 "y = kx.\," S143 Q328
	Q909569 P2534 "\left[0, \frac{3}{8}\right] \cup \left[\frac{5}{8}, 1\right]." S143 Q328
	Q1617044 P2534 " a \wedge x \le b." S143 Q328
	Q17098249 P2534 "\mathrm{IMG}f = \frac{\pi_1 (X, t)}{\bigcap_{n\in\mathbb{N}}\mathrm{Ker}\,\digamma^n}" S143 Q328
	Q4830456 P2534 "A_{{xx}} \le A_{{yy}} \le A_{{zz}}. " S143 Q328
	Q1994695 P2534 " \sum_{i=1}^k a_i^{\downarrow} \geq \sum_{i=1}^k b_i^{\downarrow} \quad \text{for } k=1,\dots,d," S143 Q328
	Q3983120 P2534 "T_K=\cfrac{\frac{\Delta H}{R}}{-\ln \left ( \frac{{t_1}e^ \left ( \frac{-\Delta H}{RT_1}\right ) + {t_2}e^ \left ( \frac{-\Delta H}{RT_2}\right ) + \cdots + {t_n}e^ \left ( \frac{-\Delta H}{RT_n}\right )}{{t_1} + {t_2} + \cdots + {t_n}} \right )}" S143 Q328
	Q2131768 P2534 " S = bc \sin A = ac \sin B = ab \sin C \," S143 Q328
	Q1225659 P2534 "\displaystyle 144(x^4+y^4)-225(x^2+y^2)+350x^2y^2+81=0." S143 Q328
	Q899731 P2534 " f(z) = \frac{g(z)}{(z-p)^n} " S143 Q328
	Q2634506 P2534 "V^{*} = \bigoplus_{i = 0}^{\infty} V^{n}" S143 Q328
	Q6664520 P2534 "w(x) = (1 - \|x\|^3)^3 \operatorname{I}\left[\left\| x\right\| < 1\right] " S143 Q328
	Q7268373 P2534 "\ddot{x}_\alpha(t) = \dot{v}_\alpha(t) = F(v_\alpha(t), s_\alpha(t), v_{\alpha-1}(t))" S143 Q328
	Q1129636 P2534 "P = I^2R \," S143 Q328
	Q4666687 P2534 " \psi \mapsto f \psi. " S143 Q328
	Q18343 P2534 " H(z)=-\frac{1}{1+z} \frac{dz}{dt} \approx -\frac{1}{1+z} \frac{\Delta z}{\Delta t}." S143 Q328
	Q1032316 P2534 " \text{Thames Tonnage} = \frac {(\text{length}-\text{beam}) \times \text{beam} \times \frac {\text{beam}}{2}} {94}" S143 Q328
	Q4919227 P2534 " \mathrm{rad}(z,D) = \frac{1}{f'(z)}\,." S143 Q328
	Q1363362 P2534 "X={S N \over D+1}+1" S143 Q328
	Q7880617 P2534 "E^2 = m^2 c^4 + p^2 c^2." S143 Q328
	Q5003438 P2534 "\mathbb P(n_1,n_2,\cdots,n_M) = \frac{1}{\text{G}(N)}\prod_{i=1}^M \left( X_i \right)^{n_i}" S143 Q328
	Q3754575 P2534 "\Delta \left( \frac{1}{B} \right) = \frac{2 \pi e}{\hbar S}" S143 Q328
	Q900634 P2534 " H= -J \sum_{[i,j]} S_i\cdot S_j" S143 Q328
	Q3229329 P2534 "I^{n} M \cap N = I^{n - k} ((I^{k} M) \cap N)." S143 Q328
	Q16994492 P2534 "g_\mathrm{M} = \frac{r_\mathrm{M}}{z_\mathrm{M}^2}" S143 Q328
	Q25110047 P2534 "r_{isco} = \frac{6 \, GM}{c^2}. " S143 Q328
	Q769775 P2534 " P(M\|U) = P(M) \frac{P(U\|M)}{P(U)}" S143 Q328
	Q2269995 P2534 "\alpha = P(\text{test rejects } H_0 \| H_0). \, " S143 Q328
	Q41987 P2534 "N_s is specific speed (unitless)" S143 Q328
	Q2076140 P2534 "V = \frac{n}{6}hs^2 \cot\frac{\pi}{n}." S143 Q328
	Q1062138 P2534 "R_1 = -\frac{2DF}{F - B}" S143 Q328
	Q1404885 P2534 " B_{noise} = \frac{1}{\|H(f)\|^2_{max}} \int_0^{\infty} \|H(f)\|^2 df." S143 Q328
	Q3711786 P2534 "N\sim\operatorname{Poisson}(\lambda)," S143 Q328
	Q3269677 P2534 " \mu = \left\langle (l,s),j,m_j = j \| \mu_z \| (l,s),j,m_j = j \right\rangle ." S143 Q328
	Q11423 P2534 " a=\frac{M}{m}g." S143 Q328
	Q4116848 P2534 "\prod_{p_i\in P} p_i^{a_i} \equiv \prod_{p_i\in P} p_i^{b_i} \; \operatorname{(mod} \; n \operatorname{)}" S143 Q328
	Q12066983 P2534 "K_E=\frac{V_E}{V_{O_2}} (≅20)" S143 Q328
	Q2981889 P2534 "CH_i(Z) \rightarrow CH_i(X) \rightarrow CH_i(X-Z) \rightarrow 0," S143 Q328
	Q7663731 P2534 " U_g W = \{ U_{g} w w \in W \}. " S143 Q328
	Q2115749 P2534 "\bar \partial_{j, J} f = \frac{1}{2}(df + J \circ df \circ j) = 0." S143 Q328
	Q5659284 P2534 "\{\dots, -2\omega, -\omega, 0, \omega, 2\omega, \dots\}." S143 Q328
	Q371029 P2534 " \mathop{\mathrm{Models}}(\bar{q}(T)) = \{ q(R)\,\| R \in \mathop{\mathrm{Models}}(T) \}" S143 Q328
	Q4382843 P2534 "C^*=\bigcup_{S\in C}S." S143 Q328
	Q1455652 P2534 "p = p_0 + p_1 X + p_2 X^2 + \cdots + p_{m - 1} X^{m - 1} + p_m X^m," S143 Q328
	Q117987 P2534 " \mathbf{M} = \mathbf{M}_\text{i} + \mathbf{M}_\text{r}." S143 Q328
	Q131083 P2534 "\{0\} = V_0 \sub V_1 \sub V_2 \sub \cdots \sub V_k = V." S143 Q328
	Q159731 P2534 "I_\mathrm{3}=\frac{1}{2}[(n_\mathrm{u}-n_\mathrm{\bar{u}})-(n_\mathrm{d}-n_\mathrm{\bar{d}})]," S143 Q328
	Q7940752 P2534 "\text{Percent } VR = \frac{\|V_{nl}\| - \|V_{fl}\|}{\|V_{fl}\|} \times 100<ref>{{cite book\|last=Gönen\|first=Turan\|title=Electrical machines with MATLAB(R)\|year=2012\|publisher=CRC Press\|isbn=978-1-43-987799-9\|page=337}}</ref>" S143 Q328
	Q41995 P2534 "E^2 = (pc)^2+ (mc^2)^2 \;" S143 Q328
	Q7269454 P2534 "\mu' = T_{*} (\mu) \approx \mu." S143 Q328
	Q904883 P2534 " \lambda_0 = \lambda_c \sqrt{1-\frac{\sin^2\theta}{{n^*}^2}}" S143 Q328
	Q4674741 P2534 " (12) \ \Delta \theta_d = \frac{\lambda}{\nu}\Delta f" S143 Q328
	Q735346 P2534 " \varphi (v,w) = T_w (v)." S143 Q328
	Q6031173 P2534 "p^* = \underset{p \in P}{\arg\min} \operatorname{D}_{\mathrm{KL}}(p\|\|q)" S143 Q328
	Q2039192 P2534 "\pi_1(S^1 \times D^2) \cong \pi_1(S^1) \cong \mathbb{Z}," S143 Q328
	Q3113333 P2534 " {\rm Compression\;Ratio} = \frac{\rm Uncompressed\;Size}{\rm Compressed\;Size}" S143 Q328
	Q7265273 P2534 "\displaystyle L_n^{(\alpha)}(x;q) = \frac{(q^{\alpha+1};q)_n}{(q;q)_n} {}_1\phi_1(q^{-n};q^{\alpha+1};q,-q^{n+\alpha+1}x) " S143 Q328
	Q17012869 P2534 "\exp(gt) = 1+g_1t+g_2t^2+g_3t^3+\cdots." S143 Q328
	Q13582243 P2534 "(a_1, b_1) \cdot (a_2, b_2) = (a_1 \circ a_2, b_1 \bullet b_2)." S143 Q328
	Q2825450 P2534 "bx-x^2\backsim bx-x^2+be-2ex-e^2." S143 Q328
	Q20749256 P2534 "\nu_p(n!) = \sum_{i=1}^{\infty} \left\lfloor \frac{n}{p^i} \right\rfloor," S143 Q328
	Q7625159 P2534 "V \propto T\," S143 Q328
	Q2118982 P2534 "v_0 \| 0 \rangle + v_1 \| 1 \rangle \rightarrow \begin{bmatrix} v_0 \\ v_1 \end{bmatrix} ," S143 Q328
	Q6889819 P2534 "\delta (\varepsilon) = \inf \left\{ 1 - \left\\| \frac{x + y}{2} \right\\| \,\, x, y \in S, \\| x - y \\| \geq \varepsilon \right\}," S143 Q328
	Q4808684 P2534 "h_(X)\cong \pi_(X_+\wedge E)," S143 Q328
	Q3457762 P2534 " U_{r}= \frac{\sigma_{y}^2}{2E} = \frac{\sigma_{y}*\epsilon_{y}}{2}" S143 Q328
	Q25312929 P2534 "\textit{TEMA} = {3* EMA - 3 * EMA(EMA) + EMA(EMA(EMA))}" S143 Q328
	Q7263846 P2534 "a \oplus b = \sqrt{a^2+b^2}." S143 Q328
	Q1068747 P2534 "r_\mathit{inner} = \frac{r_{s} + \sqrt{r_{s}^{2} - 4\alpha^{2}}}{2}" S143 Q328
	Q3966083 P2534 " ds^2 = H(u,x,y) \, du^2 + 2 \, du \, dv + dx^2 + dy^2" S143 Q328
	Q175932 P2534 "M = \frac{1}{1 - \int_0^L\alpha(x)\, dx}" S143 Q328
	Q5037754 P2534 " \|f_n(z)\| \le f_n^\prime(0) {\|z\|\over (1-\|z\|)^2}." S143 Q328
	Q2497477 P2534 "\beta _0 = \frac{m_1}{\sqrt{m_2}}," S143 Q328
	Q15615153 P2534 " F(\varphi \setminus \alpha) = F(\varphi, \sin \alpha) = \int_0^\varphi \frac{d \theta}{\sqrt{1-(\sin \theta \sin \alpha)^2}}," S143 Q328
	Q4530507 P2534 "\\|A\\|_1= {\rm Tr}\|A\|=\sum_k \langle (A^*A)^{1/2} \, e_k, e_k \rangle " S143 Q328
	Q7063725 P2534 "G = \frac {\omega} {\mathrm{resistance} \times \mathrm{reluctance}} = \frac {\omega \mu \sigma A_\mathrm{m} A_\mathrm{e}} {l_\mathrm{m} l_\mathrm{e}}" S143 Q328
	Q4200520 P2534 " S_{ab} = R_{ab} - \frac{1}{4} \, R \, g_{ab}" S143 Q328
	Q17152574 P2534 " x \cdot \{ a_1, a_2, \dots a_n \} = x \cdot a_1 \cdot a_2 \cdot \dots \cdot a_n . " S143 Q328
	Q867448 P2534 " E_n = \frac {E_1}{n^2} = \frac {-13.6\text{ eV}}{n^2}, \quad n=1,2,3,\ldots " S143 Q328
	Q428887 P2534 "v = Z \alpha c \approx \frac{Z c}{137.036}" S143 Q328
	Q17092878 P2534 "MTF_{jitter}(k) =e^{-\frac {1} {2} k^2\sigma^2}" S143 Q328
	Q1050206 P2534 "S_n = \|a_1\| + \|a_2\| + \ldots + \|a_n\|,\ T_n = \|b_1\| + \|b_2\| + \ldots + \|b_n\|. " S143 Q328
	Q1320634 P2534 "v_1,\ldots,v_i,v_0,v_{i+1},\ldots,v_n" S143 Q328
	Q389798 P2534 "d(f(s), f(t)) \to 0 as \| s - t \| \to 0." S143 Q328
	Q4306188 P2534 "A+A = \{x+y x,y \in A\}," S143 Q328
	Q7682875 P2534 "\delta_p^v u \mapsto u(p) + \epsilon v(u), \quad v \in \mathcal{O}_p^*.)" S143 Q328
	Q945953 P2534 " \Kappa = \kappa_1 \kappa_2." S143 Q328
	Q798572 P2534 " \alpha_{i_1} \ldots \alpha_{i_K} = \beta_{i_1} \ldots \beta_{i_K}." S143 Q328
	Q4897305 P2534 " (\mathbf{\lambda} x . A[x]) M " S143 Q328
	Q7243148 P2534 "dL=\lim_{\delta x \to 0}(L\delta x)=Ldx&nbsp;" S143 Q328
	Q7208208 P2534 "\xi = \frac{1}{\lambda}." S143 Q328
	Q14556945 P2534 "\angle POS = m \text{ arcminutes, } s \text{ arcseconds, } t \text{ sixtieths of an arcsecond}" S143 Q328
	Q288174 P2534 "P \leq 0.240 \cdot \sqrt{\Phi} + 0.0103 \cdot \Phi." S143 Q328
	Q5643961 P2534 "\Omega_e \propto t^{-\frac{1}{2}}" S143 Q328
	Q574581 P2534 "\sum_{i=0}^n i!\binom{n}{i}^2" S143 Q328
	Q7888852 P2534 " \nabla^2 \mathbf{A} = \nabla(\nabla \cdot \mathbf{A}) - \nabla \times (\nabla \times \mathbf{A}). " S143 Q328
	Q4674076 P2534 "<math chem>[\ce{Al^{3+}}] = k_G[\ce H^+]^3" S143 Q328
	Q757267 P2534 " R_k = \{x \in X \mid d(x, P_k) \leq d(x, P_j)\; \text{for all}\; j \neq k\}" S143 Q328
	Q2654418 P2534 "\frac{\Phi_n(10)}{\gcd(\Phi_n(10),n)} = p^c" S143 Q328
	Q6552558 P2534 "F(x) = \int_{0^-}^\infty K(x-y)F(\text{d}y) \quad x \geq 0" S143 Q328
	Q1917564 P2534 "\mathbf{M(q)} \ddot{\mathbf{q}} - \mathbf{Q}_v + \mathbf{C_q}^T \mathbf{\lambda} = \mathbf{F}, (1)" S143 Q328
	Q7269083 P2534 "T=\frac{1}{2} m l^2 \dot{\phi}^2 " S143 Q328
	Q217817 P2534 "V_{w1}=V_{f1}\cot\alpha_1" S143 Q328
	Q16937187 P2534 "\mathcal{L}_X g_{ab}=2c g_{ab} " S143 Q328
	Q311213 P2534 " \mathrm{IFFC}\,\mathrm{HBA1c}\, \frac{\text{mmol}}{\text{mol}} = [\mathrm{DCCT} \, \mathrm{HBA1c}\,(\%) - 2.14] \times 10.929 " S143 Q328
	Q7263849 P2534 "\begin{align} a &= m^2+n^2-p^2-q^2, \\ b &= 2(mq+np), \\ c &= 2(nq-mp), \\ d &= m^2+n^2+p^2+q^2, \end{align}" S143 Q328
	Q2256541 P2534 " C^* = \{ v\in V\;\;\forall w\in C, \langle w,v \rangle \ge 0 \}, " S143 Q328
	Q5446431 P2534 " f^(g^(z))\neq (g\circ f)^*(z)." S143 Q328
	Q1403155 P2534 "\varepsilon = \omega^\varepsilon, \, " S143 Q328
	Q486921 P2534 " p = {n R T \over V} = {\text{constant} \over V} " S143 Q328
	Q902120 P2534 "P(\theta)\propto{}\exp\left(-U(\theta)/kT\right), where U(\theta) is the potential determining the probability of each value of \theta." S143 Q328
	Q3893192 P2534 "\bold{A} = (A_{ij})" S143 Q328
	Q10286397 P2534 "A \cup \operatorname{cl}(A) \cup \operatorname{cl}(\operatorname{cl}(B)) = \operatorname{cl}(A \cup B) \setminus \operatorname{cl}(\varnothing) \text{ for all subsets }A, B \subseteq X." S143 Q328
	Q6420199 P2534 "[\phi^i(x),\phi^j(y)]=[\chi^i(x),\chi^j(y)]=\{\phi^i(x),\chi^j(y)\}=0." S143 Q328
	Q7207873 P2534 "\ddot{x} + x + \varepsilon\, x^3 = 0\," S143 Q328
	Q4495708 P2534 "\Bigg(\frac{2}{p}\Bigg)_4 \equiv i^\frac{a b}{2}\pmod{p}.&nbsp;&nbsp;&nbsp;&nbsp; (Note that ''i''<sup>2</sup> &equiv; &minus;1 (mod ''p'').)" S143 Q328
	Q864368 P2534 " \text{Assets} = \text{Capital} + \text{Liabilities} <ref name="meigs">Meigs and Meigs. ''Financial Accounting, Fourth Edition''. McGraw-Hill, 1983. pp.19-20.</ref><ref>Financial Accounting 5th Ed,p 47, HornGren, Harrison, Bamber, Best, Fraser, Willet, Pearson/Prenticehall, 2006</ref>" S143 Q328
	Q5532461 P2534 "a + mb + nc + \cdots " S143 Q328
	Q943246 P2534 "a \mapsto ax, a \mapsto xa A \to A" S143 Q328
	Q5317821 P2534 "\| \cdot \| = \sqrt{Q(\cdot)} " S143 Q328
	Q812531 P2534 "\Pr(S\|W) = \frac{\Pr(W\|S) \cdot \Pr(S)}{\Pr(W\|S) \cdot \Pr(S) + \Pr(W\|H) \cdot \Pr(H)}" S143 Q328
	Q899878 P2534 "\frac{\partial S}{\partial t} = U(S)\frac{\partial S}{\partial x}" S143 Q328
	Q5610722 P2534 "F\colon C\rightarrow \text{CAT}" S143 Q328
	Q6177639 P2534 "P(z)=\sum_{i=0}^na_iz^{n-i}, \quad a_0=1,\quad a_n\ne 0" S143 Q328
	Q5275356 P2534 " \mbox{f(t)} =\frac{1}{2}(\sin(\omega t+\theta+\beta) +\sin(\omega t+\theta-\beta))= \sin(\omega t+\theta)\cdot\cos(\beta) " S143 Q328
	Q3589169 P2534 "F = 2 \pi\ r \gamma\ \cos \theta\ \sin \theta.\ \,\!" S143 Q328
	Q468887 P2534 "\frac{a-b}{a+b} = \frac{\tan[\frac{1}{2}(\alpha-\beta)]}{\tan[\frac{1}{2}(\alpha+\beta)]}." S143 Q328
	Q182350 P2534 "R\dot{R} + \frac{3}{2}\dot{R}^{2} = \frac{1}{\rho}\left(p_g - P_0 - P(t) - 4\mu\frac{\dot{R}}{R} - \frac{2\gamma}{R}\right)" S143 Q328
	Q899698 P2534 "k_\mathrm{cat} = \frac{V_\max}{[E]_T} (See [[Michaelis-Menten kinetics]])." S143 Q328
	Q909669 P2534 "(f)=\sum_{p \in X} \operatorname{ord}_p(f) p," S143 Q328
	Q6987780 P2534 " -\triangle u = \|u\|^{p-1}u,\text{ with }u\mid_{\partial \Omega} = 0." S143 Q328
	Q1655361 P2534 "\sum_{n=1}^\infty \varepsilon_n x_n" S143 Q328
	Q3062074 P2534 "F = F^e \cdot F^g\," S143 Q328
	Q8564027 P2534 "W\, is the velocity, " S143 Q328
	Q17157191 P2534 " \Delta \delta^{TPCD} (\omega) = \frac{4}{15} \frac{(2\pi)^3}{c_0^3 (4\pi\epsilon_0)^2} \times \omega^2 \sum_{f} g (2\omega, \omega_{0f}, \Gamma)\sdot R_{0f}^{TPCD} (\omega_{0f}) " S143 Q328
	Q899138 P2534 "w_i = \frac {m_i}{m_\text{tot}}" S143 Q328
	Q925177 P2534 " \mathbf{IC} = c \times \left({\left({\frac{n_\mathrm{a}}{N} \times \frac{n_\mathrm{a} - 1}{N - 1}}\right) + \left({\frac{n_\mathrm{b}}{N} \times \frac{n_\mathrm{b} - 1}{N - 1}}\right) + ... + \left({\frac{n_\mathrm{z}}{N} \times \frac{n_\mathrm{z} - 1}{N - 1}}\right)}\right)" S143 Q328
	Q4352241 P2534 "{\rm add}(I)=\min\{\|{\mathcal A}\| {\mathcal A}\subseteq I \wedge \bigcup{\mathcal A}\notin I\big\}." S143 Q328
	Q79163 P2534 "f(z)=\sum_{k=1}^{+\infty} c_kz^k =\varphi(\theta)+\mathrm{i} \psi(\theta)" S143 Q328
	Q1766814 P2534 "\varphi_{s(p,x)} \simeq \lambda y.\varphi_p(x,y).\," S143 Q328
	Q246599 P2534 " r(d) = R\,\tan (d/R)" S143 Q328
	Q2301141 P2534 " r_{xx} (\tau) = \int_{-\infty}^\infty e^{2\pi i\tau f} dF(f) " S143 Q328
	Q5421773 P2534 "\tan\frac{\delta}{2} = \frac{r_{ex}}{r_{in}}." S143 Q328
	Q1196523 P2534 " y=f(x) " S143 Q328
	Q1728579 P2534 "\mathrm{CML} E(r) = r_f + \sigma \frac{E(r_M) - r_f}{\sigma_M}." S143 Q328
	Q17111426 P2534 "\forall x, y \in A \; [x \neq y \rightarrow \neg\exists z \in X \; [ z \leq x \land z \leq y]]. " S143 Q328
	Q177251 P2534 "(2 + 3) + 4 = 2 + (3 + 4) = 9 \," S143 Q328
	Q4894564 P2534 "\sum_{i=1}^{n-1} \frac{\partial}{\partial x_i}\frac{\frac{\partial f}{\partial x_i}}{\sqrt{1+\sum_{j=1}^{n-1}(\frac{\partial f}{\partial x_j})^2}} = 0" S143 Q328
	Q25304160 P2534 "\forall u\exists v(u\sim v)" S143 Q328
	Q5318991 P2534 "\sin \left( \frac{\Theta}{2} \right) = \frac{1}{\epsilon}" S143 Q328
	Q6459475 P2534 "\frac{\partial s^{\ast }(p)}{\partial p}." S143 Q328
	Q6705975 P2534 "G(\omega=0,\,p) \to 0 or \infty," S143 Q328
	Q7621126 P2534 "\epsilon = \frac{\Delta d}{d_0} = \frac{\Delta \theta}{\theta_0} = \frac{\Delta E}{E_0} = \frac{\Delta t}{t_0} \, " S143 Q328
	Q6897281 P2534 " \vec q = \vec{p}_{i1} - \vec{p}_{f1} = \vec{p}_{f2} - \vec{p}_{i2} " S143 Q328
	Q1542114 P2534 "x^2+4y^2-1=0\ \hbox{two intersections of multiplicity 2}" S143 Q328
	Q2947601 P2534 " \zeta_S(a) = \operatorname{tr}\, S^{-a} \,, " S143 Q328
	Q934257 P2534 "z_{n+1} = {z_n}^2 + c" S143 Q328
	Q4118 P2534 "<math chem>\ce{\overbrace{(C6H10O5)_\mathit{n}}^{polysaccharide} ->[\ce{H2SO4}][\ce{(sulfuric\ acid)}]}\ 6n\ce{C} + 5n\ce{H2O}" S143 Q328
	Q1224411 P2534 " ACH_{natural}\,\! = Natural Air Changes per Hour [1/h]" S143 Q328
	Q639896 P2534 " R = \frac{Z/3-Z}{Z/3+Z} = -0.5" S143 Q328
	Q3075250 P2534 " Mf(x)=\sup_{r>0} \frac{1}{\|B(x, r)\|}\int_{B(x, r)} \|f(y)\|\, dy " S143 Q328
	Q3115495 P2534 " E = E^0 + s \log \{H^+\}" S143 Q328
	Q6904697 P2534 " a = -\omega^2 r" S143 Q328
	Q7139902 P2534 "\Sigma = \{ x = (x_0, x_1, \dots, x_n) \in \mathbb{R}^{n + 1} \| 0 \leq x_i \leq 1 \mbox{ for each } i \mbox{ and } x_0 + x_1 + \dots + x_n = 1 \}." S143 Q328
	Q2744137 P2534 "S\in FX \mapsto\bigvee\left\{f(s)\vert s\in S\right\}" S143 Q328
	Q5441532 P2534 " g(x) = \frac{1}{-\lambda} g( g(\lambda x ) ) " S143 Q328
	Q5159395 P2534 "U^{(n)}=1+\mathfrak{m}^n=\left\{u\in\mathcal{O}^\timesu\equiv1\, (\mathrm{mod}\,\mathfrak{m}_K^n)\right\}" S143 Q328
	Q3322476 P2534 "\underbrace{\underbrace{\mathrm{root+suffix}}_{\mathrm{stem}} + \mathrm{ending}}_{\mathrm{word}}" S143 Q328
	Q938066 P2534 "i (a,b) =\text{ the smaller of }i \langle a,b\rangle\text{ and }i \langle b,a\rangle," S143 Q328
	Q5701708 P2534 " H \rightarrow 0, \, " S143 Q328
	Q5097090 P2534 "1=N_0\subseteq N_1\subseteq N_2\subseteq\cdots\subseteq N_n=G," S143 Q328
	Q130760 P2534 "\Delta h = u\cdot\Delta v_w" S143 Q328
	Q1760062 P2534 "\gamma = \dfrac{1}{\sqrt{1-\dfrac{\|\mathbf{v}(t)\|^2}{c^2}}}" S143 Q328
	Q513175 P2534 "h = \lambda^2 g ," S143 Q328
	Q2630765 P2534 "X_1,\dots,X_n.\," S143 Q328
	Q204698 P2534 " \frac{12 + 144 + 20 + 3 \sqrt{4}}{7} + (5 \times 11) = 9^2+0" S143 Q328
	Q17079965 P2534 "\sum \|c_\nu\|^2\log(\nu)^2<\infty" S143 Q328
	Q1072412 P2534 "\forall n \geq 1, \forall x \in A \ \|f_n(x)\|\leq M_n, " S143 Q328
	Q507187 P2534 " f(t,(x,v))=(x+tv,v).\ " S143 Q328
	Q3799294 P2534 "i_{\text{1}} = I_{\text{B}} + i_{\text{F}}" S143 Q328
	Q5372452 P2534 " \lim_{T \to 0} \Delta S = 0 " S143 Q328
	Q16294951 P2534 "R=A-\arctan\left({p \over h}\right)," S143 Q328
	Q3791889 P2534 "<math chem>\mathsf{\ce{{2Ca3SiO5} + 7H2O -> {3CaO.2SiO2.4H2O} + {3Ca(OH)2}} + 173.6\ kJ}" S143 Q328
	Q25303707 P2534 " G_0(x)= \sum_k \rho_k p_k x^k," S143 Q328
	Q3151657 P2534 " OF = \frac {p \sqrt {w^2+h^2}} {16000}" S143 Q328
	Q238125 P2534 " \mathbf{a} = \begin{pmatrix} a_1 \\ a_2 \\ a_3 \\ a_4 \end{pmatrix}." S143 Q328
	Q495460 P2534 "\mathrm{APF} = \frac{N_\mathrm{particle} V_\mathrm{particle}}{V_\mathrm{unit~cell}}" S143 Q328
	Q1190143 P2534 "\mathbf{J}=\mathbf{L}+\mathbf{S}." S143 Q328
	Q1134189 P2534 "5\mathbb{Z} and 7\mathbb{Z} are ideals;" S143 Q328
	Q4903793 P2534 "P_D\, =\tfrac12\, \rho\, v_a^3\, C_D\, A" S143 Q328
	Q5418357 P2534 " \sigma(w) = \sqrt{w' \Sigma w}" S143 Q328
	Q4456943 P2534 " \nabla^2 \mathbf{E} \ - \ { 1 \over c^2 } {\partial^2 \mathbf{E} \over \partial t^2} \ \ = \ \ 0" S143 Q328
	Q2963975 P2534 "M'= (M-\operatorname{int~im}\phi)\;\cup_{\phi\|_{S^p\times S^{q-1}}} (D^{p+1} \!\times\! S^{q-1})." S143 Q328
	Q1379273 P2534 " S \mapsto A(S) " S143 Q328
	Q951293 P2534 "W_n = n \cdot 2^n - 1" S143 Q328
	Q1421688 P2534 "V_+ = \frac{V_{out}}{2}" S143 Q328
	Q14225 P2534 "x + y = z.\ " S143 Q328
	Q469596 P2534 " H(\mathbf{s}) = - \sum_{i\neq j} J_{ij}\; \mathbf{s}_i\cdot\mathbf{s}_j -\sum_{j} \mathbf{h}_j\cdot \mathbf{s}_j =- \sum_{i\neq j} J_{ij}\; \cos(\theta_i-\theta_j) -\sum_{j} h_j\cos\theta_j " S143 Q328
	Q971039 P2534 "X_k = \sum_{n=0}^{N-1} x_n \sin \left[\frac{\pi}{N+1} (n+1) (k+1) \right] \quad \quad k = 0, \dots, N-1" S143 Q328
	Q6884018 P2534 "\lim_{n \rightarrow \infty} \left( \max_{a \leq x \leq b} \left\| f(x) -P_n(x)\right\| \right) = 0." S143 Q328
	Q267131 P2534 "DPW = \left\lfloor\frac{\pi d^2}{4S}\right\rfloor," S143 Q328
	Q5420358 P2534 "(\exists x)\mathcal{F}x \mathcal{F}a ," S143 Q328
	Q7489274 P2534 " C = B \log_2 \left( 1+\frac{S}{N} \right) " S143 Q328
	Q2976541 P2534 "\left( \frac{\partial \xi^{(c)}_i}{\partial x^k} - \frac{\partial \xi^{(c)}_k}{\partial x^i} \right) \xi^i_{(a)} \xi^k_{(b)} = C^c_{\ ab}" S143 Q328
	Q3956993 P2534 "P_n=\begin{cases}0&\mbox{if }n=0;\\1&\mbox{if }n=1;\\2P_{n-1}+P_{n-2}&\mbox{otherwise.}\end{cases}" S143 Q328
	Q7935671 P2534 " y''(t) = f(t, y(t), y'(t)), \quad y(t_a) = y_a, \quad y(t_b) = y_b, " S143 Q328
	Q1101140 P2534 "{AC}{BC} = {AD}{DB} \, ." S143 Q328
	Q7280263 P2534 "K(\mathbf{x}, \mathbf{x'}) = \exp\left(-\frac{\|\|\mathbf{x} - \mathbf{x'}\|\|^2}{2\sigma^2}\right)" S143 Q328
	Q17148242 P2534 "\frac{\partial (\rho k)}{\partial t}+ \frac {\partial (\rho k u_i)}{\partial x_i}=\frac {\partial}{\partial x_j}\left[\frac {\mu_t}{\sigma_k}\frac {\partial k}{\partial x_j}\right]+2{\mu_t}{E_{ij}}{E_{ij}}-\rho \epsilon" S143 Q328
	Q25305134 P2534 "\frac{3^{4} \times 4!}{2 \times 3} = 324" S143 Q328
	Q2434424 P2534 "C_i = {2e_i\over k_i{(k_i - 1)}}\,," S143 Q328
	Q4949984 P2534 "T x = \left( x_{1}, \frac{x_{2}}{2}, \frac{x_{3}}{3}, \dots \right)" S143 Q328
	Q7456103 P2534 "f_{i+1} = f_i g_i f_i \ " S143 Q328
	Q93352 P2534 "L(\epsilon)\sim F\epsilon^{1-D}\," S143 Q328
	Q7524243 P2534 "\displaystyle{f(\theta)=\sum_{n\in {\mathbf Z}} a_n e^{in\theta}.}" S143 Q328
	Q17018993 P2534 "\\| f - f_N \\|_{L^2}^2 \leq C N^{-2} (\log N)^3, \quad N \to \infty," S143 Q328
	Q407358 P2534 " {}^{238}_{92}\text{U}\to{}^{234}_{90}\text{Th}" S143 Q328
	Q3281381 P2534 "\frac{\sigma(n)}{n^{1+\varepsilon}}\geq\frac{\sigma(k)}{k^{1+\varepsilon}}" S143 Q328
	Q7230144 P2534 "C_3=v_{\infty}^2\,\!" S143 Q328
	Q7269535 P2534 " x_1^2 x_2 x_3 + x_1^2 x_2 x_4 + x_1^2 x_3 x_4 + x_2^2 x_3 x_4. \, " S143 Q328
	Q1399446 P2534 " \delta = \frac{1}{n} \ln \frac{x(t)}{x(t+nT)}, " S143 Q328
	Q4979897 P2534 "d_{\rm f} \; = \; {{2 D^2}\over{\lambda}} \, ," S143 Q328
	Q83152 P2534 "F=k_e\frac{q_1 q_2}{r^2}," S143 Q328
	Q7443806 P2534 "SecA = \frac{BB+(TB-H) + (SB-CS)}{AB}" S143 Q328
	Q1536466 P2534 "h_i(\mathbf{p}, u) = \frac{\partial e (\mathbf{p}, u)}{ \partial p_i}" S143 Q328
	Q3589432 P2534 "0\rightarrow T_xM \rightarrow T_xP\|_M \rightarrow T_x^\perp M\rightarrow 0." S143 Q328
	Q926066 P2534 "\ln wage = \alpha_{0} + \delta_{0} female + \alpha_{1} education + u" S143 Q328
	Q18205919 P2534 "\frac {1}{f_m} = \frac {1}{f_\mathrm{Refractive}}+\frac{m}{f_\mathrm{Diffractive}},\ \mathrm{for}\ m = \pm 1, \pm 2, \pm 3...," S143 Q328
	Q661248 P2534 "\frac{1}{\lambda_{\mathrm{vac}}} = R\left(\frac{1}{n_1^2}-\frac{1}{n_2^2}\right)" S143 Q328
	Q1666046 P2534 "\text{Visibility}(\text{real})=\frac{\text{amplitude of fringe oscillation}}{\text{average of fringe oscillation}}." S143 Q328
	Q203989 P2534 "S = \langle P_2(\cos \theta) \rangle = \left \langle \frac{3 \cos^2 \theta-1}{2} \right \rangle " S143 Q328
	Q2171589 P2534 "\mathrm{2\ RbHSO_4 \longrightarrow Rb_2S_2O_7 + H_2O}" S143 Q328
	Q24963943 P2534 "T_i(J_i) = \sum_{j\in J_i} t_{i,j}" S143 Q328
	Q7784288 P2534 "P(t) = e^{-t/(\gamma \tau)} \," S143 Q328
	Q1410940 P2534 "E_k = \begin{matrix} \frac{1}{2} \end{matrix} mv^2 " S143 Q328
	Q190241 P2534 "\boldsymbol \nabla V = -S(T) \boldsymbol \nabla T," S143 Q328
	Q1442189 P2534 "\pi_1(T,t_0) \approx \pi_1(S^1,x_0) \times \pi_1(S^1,y_0) \cong \mathbf{Z} \times \mathbf{Z} = \mathbf{Z}^2." S143 Q328
	Q230895 P2534 " \Omega_n(k) = c_n k^n" S143 Q328
	Q205805 P2534 "\frac{\partial \rho}{\partial t} = - \nabla \cdot \mathbf{j} \," S143 Q328
	Q1790208 P2534 " x = f^1(q^1, q^2, q^3),\, y = f^2(q^1, q^2, q^3),\, z = f^3(q^1, q^2, q^3)" S143 Q328
	Q1514331 P2534 "M = \alpha h \coth (\alpha h) \," S143 Q328
	Q4968228 P2534 "v+w+x+y+z=v^2+w^2+x^2+y^2+z^2=v^3+w^3+x^3+y^3+z^3=0." S143 Q328
	Q585688 P2534 " \begin{pmatrix} B_L \\ B_S\end{pmatrix} = \begin{pmatrix} 1 & 1 \\ 1 & 0 \end{pmatrix} \begin{pmatrix} A_L \\ A_S \end{pmatrix}\, ." S143 Q328
	Q2604449 P2534 "s_n = \sum_{k=0}^n (-1)^k {n\choose k} a_k." S143 Q328
	Q4916483 P2534 " \mathcal{E}\cong\mathcal{O}(a_1)\oplus \cdots \oplus \mathcal{O}(a_n)." S143 Q328
	Q6896043 P2534 " \frac{\hbox{Dose of drug that inhibits virus replication}}{\hbox{Dose of drug that is toxic to host}}" S143 Q328
	Q17056235 P2534 "U_i(\{x_i, x_j\}) = x_i - \frac{\alpha_i}{n-1} \times \sum{\max(x_j - x_i,0)} - \frac{\beta_i}{n-1} \times \sum{\max(x_i - x_j,0)}," S143 Q328
	Q201048 P2534 " I = -\frac{Ze^2B}{4 \pi m}." S143 Q328
	Q7160905 P2534 "[A,B]" S143 Q328
	Q2507639 P2534 "J^a=0" S143 Q328
	Q1570979 P2534 "\Delta H=-\boldsymbol{\mu}\cdot\boldsymbol{B}," S143 Q328
	Q7496248 P2534 " U_{ij} = \delta_{i+1,j}, \quad L_{ij} = \delta_{i,j+1}," S143 Q328
	Q2902746 P2534 "\sum_{n\in S}\frac{1}{n} = 1." S143 Q328
	Q11435 P2534 "p=\rho g z\," S143 Q328
	Q334631 P2534 "G(p,T) = U + pV - TS " S143 Q328
	Q7226633 P2534 " I = \frac{N} {\sum_{i} \sum_{j} w_{ij}} \frac {\sum_{i} \sum_{j} w_{ij}(X_i-\bar X) (X_j-\bar X)} {\sum_{i} (X_i-\bar X)^2} " S143 Q328
	Q17104639 P2534 "p A \rightarrow B\," S143 Q328
	Q192826 P2534 " \lim_{T \to 0} \Delta S = 0 " S143 Q328
	Q18348040 P2534 " f(f(x)) = ab^x. \, " S143 Q328
	Q225107 P2534 " \mathrm{adj}(\mathbf{A}) = \mathbf{C}^\mathsf{T} ~." S143 Q328
	Q5166386 P2534 "\widehat{f}(n)=\frac{1}{2\pi}\int_0^{2\pi}f(t)e^{-int}\,dt, \quad n \in \mathbf{Z}." S143 Q328
	Q2157249 P2534 "i = C \frac{dv}{dt} \, " S143 Q328
	Q2509489 P2534 " {n^2-3n+4 \over 2} " S143 Q328
	Q1815849 P2534 " \mathrm{SLG} = \frac{(\mathit{1B}) + (2 \times \mathit{2B}) + (3 \times \mathit{3B}) + (4 \times \mathit{HR})}{AB}" S143 Q328
	Q475042 P2534 " \frac {\Delta I} {I} = k," S143 Q328
	Q3997735 P2534 "Y=F_X(X) \,," S143 Q328
	Q6757284 P2534 "\lambda_f(t) = \omega\left\{x\in X\mid \|f(x)\| > t\right\}." S143 Q328
	Q1514741 P2534 "\alpha = j \frac{h_{15}}{2G}," S143 Q328
	Q543151 P2534 "E_K(P) = E(K,P) \{0,1\}^k \times \{0,1\}^n \rightarrow \{0,1\}^n," S143 Q328
	Q2995427 P2534 "F_{\mathrm{net}} = M a_{\mathrm{cm}}\;\!" S143 Q328
	Q18737204 P2534 "\frac{ \partial (\rho \gamma) }{\partial t} + \frac{\partial(\rho U_j \gamma)}{ \partial x_j} = P_{\gamma} - E_{\gamma} + \frac{\partial}{\partial x_j}\left[\left(\mu+\frac{\mu_f}{\sigma_f}\right)\frac{\partial \gamma}{\partial x_j} \right]" S143 Q328
	Q17098188 P2534 "\frac{a}{p}=0.\overline{a_1a_2a_3\dots a_na_{n+1}\dots a_{2n}}" S143 Q328
	Q809826 P2534 " pH = pK + log \frac{[HCO_3^-]}{[CO_2]}" S143 Q328Q4113687 P2534 "L_n[\alpha,c]=e^{(c+o(1))(\ln n)^\alpha(\ln\ln n)^{1-\alpha}}" S143 Q328
	Q9392172 P2534 "f(t) = \lim_{n\rightarrow\infty}f_n(t)\text{ for almost every }t, \, " S143 Q328
	Q1138253 P2534 "u = e^{\sigma\sqrt t}" S143 Q328
	Q5527631 P2534 " \nabla_t \mathbf{v}= \partial_t \mathbf{v} + (\mathbf{v} \cdot \nabla) \mathbf{v}" S143 Q328
	Q1269728 P2534 "A = 10^{-Loss/20} \qquad R_a = R_b = Z_S \frac {1 - A} {1 + A} \qquad R_c = \frac {Z_s^2 - R_b^2 } {2 R_b } \qquad \, see Valkenburg p 11-3<ref name="Valkenburg 1998 11_3">{{Harvtxt\|Valkenburg\|1998\|pp=11_3}}</ref>" S143 Q328
	Q2597952 P2534 "p = \frac{\partial L}{\partial \dot{q}}" S143 Q328
	Q7091275 P2534 " \langle 0 \| T(\psi(x)\bar{\psi}(0))\| 0 \rangle =iS_F(x) = \int \frac{d^4p}{(2\pi)^4}\frac{ie^{-ip\cdot x}}{p\!\!\!/-m+i\epsilon} " S143 Q328
	Q4709029 P2534 " V \to \operatorname{Alb}(V) " S143 Q328
	Q7856599 P2534 "A(x)=\sum_{p^\nu \le x} f(p^\nu) p^{-\nu}(1-p^{-1})" S143 Q328
	Q1078496 P2534 "P_0\geq 0,\dots,P_0^2 - P_jP_j\geq 0." S143 Q328
	Q5508846 P2534 "[F]=\big\{([X],[F(X)])[X]\in[\mathbf{T}]\big\}," S143 Q328
	Q1065345 P2534 " \Delta \nu \ge \frac{1}{\Delta t}. " S143 Q328
	Q60591 P2534 "q = \frac{1}{2}\rho v^2 " S143 Q328
	Q3798188 P2534 " \Psi(x,B) \sim \frac{1}{\pi(B)!} \prod_{p\le B}\frac{\log x}{\log p}. " S143 Q328
	Q18907327 P2534 "\Delta y = \Delta T * \frac{-b_C}{1 - b_C(1 - b_T) + b_M}{{Citation needed\|date=February 2012}}" S143 Q328
	Q7268368 P2534 "f(x)=\prod_{j\in Q}(x-\zeta^j)" S143 Q328
	Q4447636 P2534 " e^+e^- \to \rho, \omega, \phi \to \pi^0 \gamma, \eta \gamma " S143 Q328
	Q1323540 P2534 "V_T =\frac{PT}{M}" S143 Q328
	Q177156 P2534 "VO_2 = (CO \times\ C_a) - (CO \times\ C_v)" S143 Q328
	Q7139956 P2534 "empty(j) = \{j\}" S143 Q328
	Q190898 P2534 "C_{k,n} =\frac{kn}{2}(n-1)+1." S143 Q328
	Q1804812 P2534 " \frac{1}{\xi^2} \frac{d}{d\xi} \left({\xi^2 \frac{d\theta}{d\xi}}\right) + \theta^n = 0 ," S143 Q328
	Q17151092 P2534 "(2n-5)!!=\frac{(2n-4)!}{(n-2)!2^{n-2}}.<ref>{{harvtxt\|Balding\|Bishop\|Cannings\|2007}}.</ref>" S143 Q328
	Q190109 P2534 "\frac{b}{a} \cdot \frac{a}{b} = \frac{ba}{ab} = 1." S143 Q328
	Q25304843 P2534 " f\left(\frac{az+b}{cz+d}\right) = (cz+d)^k f(z)." S143 Q328
	Q938883 P2534 "\max_{x \in [0, 1]} \|f_{n+1}(x) - f_n(x)\| \le \frac 1 2 \, \max_{x \in [0, 1]} \|f_{n}(x) - f_{n-1}(x)\|, \quad n \ge 1." S143 Q328
	Q17153090 P2534 "\frac{p_A A}{p.q}=\frac{p-c}{p}.e_A" S143 Q328
	Q2287393 P2534 "d \big( x, T(x) \big) \leq f(x) - f \big( T(x) \big)." S143 Q328
	Q3537519 P2534 "A = \sum_{m=0}^\infty a_m\," S143 Q328
	Q5133087 P2534 "\mu^{(g)}(n) = \mu(gng^{-1})" S143 Q328
	Q455204 P2534 "\min_{\tau}\left(\sum_{t = 1}^T {(y_t - \tau _t )^2 } + \lambda \sum_{t = 2}^{T - 1} {[(\tau _{t+1} - \tau _t) - (\tau _t - \tau _{t - 1} )]^2 }\right).\," S143 Q328
	Q4162532 P2534 "I^\alpha f(x) = \frac{1}{\Gamma(\alpha)}\int_a^xf(t)(x-t)^{\alpha-1}\,dt" S143 Q328
	Q1243208 P2534 "P \equiv \log_{10} \frac {p_i} {f_B T}" S143 Q328Q1523128 P2534 " H^{ex}= \frac {b_1 X_1 b_2 X_2}{b_1 X_1 +b_2 X_2} \left( \frac{\sqrt{a_1}}{b_1}- \frac{\sqrt{a_2}}{b_2} \right)^2" S143 Q328
	Q6552538 P2534 "\forall \rho, \sigma. \;\ \rho \subseteq \sigma \in \Delta \Rightarrow \rho \in \Delta" S143 Q328
	Q5475798 P2534 " \sum_{n=1}^\infty c_n \sin \frac{n\pi x}{L}" S143 Q328
	Q277967 P2534 "\hat{H}=\frac{1}{2m}(\hat{\mathbf{p}}-q\hat{\mathbf{A}}/c)^2." S143 Q328
	Q3801506 P2534 "i_{E3} = \frac{\beta + 1}{\beta}i_{C3} … (1)" S143 Q328
	Q6543816 P2534 "d\colon \bigwedge^\bullet E\rightarrow \bigwedge^{\bullet+1} E." S143 Q328
	Q5157271 P2534 " \displaystyle \hat{r} = \lim_{s\to\infty} \hat{r}(x,s)" S143 Q328
	Q7180946 P2534 "m^2 = n (2n^2 - 1)" S143 Q328
	Q5244279 P2534 " F/E,F^{\#}/E \in H_2(\mathbb{C}^+)" S143 Q328
	Q1500617 P2534 "\det \colon \operatorname{U}(n) \to \operatorname{U}(1)." S143 Q328
	Q1003183 P2534 "T_\text{B} = \Bigg(\frac{1}{T_0} - \frac{R\,\ln \frac{P}{P_0}}{\Delta H_\text{vap}}\Bigg)^{-1}," S143 Q328
	Q2376918 P2534 " d_N = \frac{c_1+c_2+\cdots+c_N} N. " S143 Q328
	Q175199 P2534 " \operatorname{Var}(X) = \operatorname{E}\left[(X - \mu)^2 \right]. " S143 Q328
	Q2091296 P2534 "f(x) \;=\; \begin{cases} x^2\sin (1/x) & \text{if }x \ne 0 \\ 0 & \text{if }x=0\end{cases}" S143 Q328
	Q5257854 P2534 "\|f(x)-f(y)\|=\int_0^1 \|\chi_{[0,x]}(t)-\chi_{[0,y]}(t)\|\,dt = \int_x^y \, dt = \|x-y\|," S143 Q328
	Q1136209 P2534 "S_k = \frac{\sigma_k}{\binom{n}{k}}" S143 Q328
	Q899559 P2534 "E_\text{binding} = E_\text{photon} - \left(E_\text{kinetic} + \phi\right)" S143 Q328
	Q18816135 P2534 "WCD = {f - \mu \over \sigma}" S143 Q328
	Q2127342 P2534 "\text{Specific Energy} = \frac{V \times I \times t}m," S143 Q328
	Q1567513 P2534 "f\Z_p\rightarrow \Bbb \mathbb{C}_p " S143 Q328
	Q4674706 P2534 " {T_{ij} = G \cdot S _{ij}} " S143 Q328
	Q22907790 P2534 "C_{DGT} = \frac {M \Delta g}{DtA}\ " S143 Q328
	Q6358325 P2534 "\pi_i(X) \simeq 0~, \quad 1\leq i\leq n ," S143 Q328
	Q671224 P2534 " \mathrm{PUE} = {\mbox{Total Facility Power} \over \mbox{IT Equipment Power}} " S143 Q328
	Q7524275 P2534 "D(\alpha) = D_F\{x, \alpha(x) = \alpha\}" S143 Q328
	Q1571290 P2534 "[Z_2,G,G]=[[Z_2,G],G]\subseteq [Z_1,G]=1" S143 Q328
	Q1754275 P2534 " \frac{dV}{dt} = v \pi R^{2} = \frac{\pi R^{4}}{8 \eta} \left( \frac{- \Delta P}{\Delta x}\right) = \frac{\pi R^{4}}{8 \eta} \frac{ \|\Delta P\|}{L}, " S143 Q328
	Q2496761 P2534 " C_L = {[C_1 + C_i] \times [C_2 + C_o] \over [C_1 + C_i + C_2 + C_o]} + C_\mathrm{S} " S143 Q328
	Q2101716 P2534 "\mathbf{W} = \mathbf{V_1} \mathbf{I_0} \cos \phi_0 " S143 Q328
	Q5605105 P2534 "f=\int_0^x \! {\Delta f_{cb}} = A(10^{ax}-K)" S143 Q328
	Q25303680 P2534 " [\phi,f\cdot\psi] = \rho(\phi)[f]\cdot\psi +f\cdot[\phi,\psi]," S143 Q328
	Q17117986 P2534 "\mathbf{v} = 1 - \frac{f_m}{N}," S143 Q328
	Q5477546 P2534 "I = pv" S143 Q328
	Q25305253 P2534 "y = a \, \cosh \left(\frac{x}{a}\right) = \frac{a\left(e^\frac{x}{a} + e^{-\frac{x}{a}}\right)}{2}" S143 Q328
	Q17103492 P2534 "v_{1}'=-i\,\xi\,v_{1}+q_{1}\,v_{2}+q_{2}\,v_{3}" S143 Q328
	Q8076416 P2534 " \left\| \sum_{i=1}^k x_{i\cdot d} \right\| > C " S143 Q328
	Q7432874 P2534 " O(n \log n \log^4 \|G\| + tn \log \|G\|) requiring memory O(n \log \|G\| + tn)" S143 Q328
	Q1003236 P2534 " u = u(\mathbf{r},t)" S143 Q328
	Q1346119 P2534 " \mathrm{Mo} = \frac{g \mu_c^4 \, \Delta \rho}{\rho_c^2 \sigma^3}, " S143 Q328
	Q5421516 P2534 "\dot{\mathbf{x}} = A(t)\mathbf{x}" S143 Q328
	Q645754 P2534 "\int_a^b f(x)\,dx \approx h \sum_{n=0}^{N-1} f(x_{n})" S143 Q328
	Q1192131 P2534 " m \ge 2j - r \qquad \qquad \mathrm{(a)} " S143 Q328
	Q904993 P2534 "P= \frac{2}{3}\frac{E_\text{tot}}{V}=\frac{2}{3}\frac{\hbar^2 k_{\rm{F}}^5}{10 \pi^2 m_{\rm{e}}}=\frac{(3 \pi^2)^{2/3} \hbar^2}{5 m_{\rm{e}}}\rho_N^{5/3} ," S143 Q328
	Q6705979 P2534 "\phi = \sum^{A,B}_{n} a_{n} \phi^{(0)}_{i}" S143 Q328
	Q190667 P2534 "x + y = \left(\frac{x}{y} + 1\right) y." S143 Q328
	Q338652 P2534 "f(\gamma x ) = \gamma f\left( x\right) &nbsp; for any positive \gamma\in " S143 Q328
	Q632521 P2534 " \widehat{\mathfrak{g}}=\mathfrak{g}\otimes\mathbb{C}[t,t^{-1}]\oplus\mathbb{C}c," S143 Q328
	Q5315561 P2534 " \Delta_i = \underset{x , y \in C_i}{\text{max}} d(x,y) , which calculates the maximum distance." S143 Q328
	Q3422020 P2534 "CH_3^+ + e^- \rightarrow CH_2 + H " S143 Q328
	Q5520800 P2534 " \text{cat}(X \times S^n)=\text{cat}(X) +1, n>0 \,\!" S143 Q328
	Q901492 P2534 "1\ \mathrm{phot} = 1\ \frac{\mathrm{lumen}}{\mathrm{centimeter}^2} = 10,000\ \frac{\mathrm{lumens}}{\mathrm{meter}^2} = 10,000\ \mathrm{lux} = 10\ \mathrm{kilolux}" S143 Q328
	Q1384211 P2534 "E=-mc^2>0" S143 Q328
	Q457193 P2534 "\qquad\qquad Y_t = A_t * (N_t, K_t, G_t) " S143 Q328
	Q7575010 P2534 "f(x_k+s_k)=f(x_k)+\nabla f(x_k)^T s_k+\frac{1}{2} s^T_k {B} s_k, " S143 Q328
	Q5156588 P2534 " \zeta_G ( \alpha ) = \frac{1}{N}\sum_i \sum_{j\neq i }r^{-\alpha}_{ij}, " S143 Q328
	Q2606520 P2534 "angle = 2\pi \frac{part}{total}, where ''angle'' is given in [[radian]]s (change 2&pi; to 360 for degrees), ''part'' is the partial amount represented by the slice and ''total'' is the total amount represented by all slices. &mdash; [[UserKieff\|Kieff]] 0219, 12 January 2007 (UTC)" S143 Q328
	Q1063579 P2534 "L(s,\chi) = \sum_{n=1}^\infty \frac{\chi(n)}{n^s}" S143 Q328
	Q3280930 P2534 "w(t) = \frac{e^{i4\pi t} - e^{i 2\pi t}}{i 2\pi t} ." S143 Q328
	Q3229331 P2534 "\left\|\int_\Gamma f(z) \, dz\right\| \le M\, l(\Gamma), " S143 Q328
	Q1542992 P2534 "G = {I \over I_\text{iso}}\," S143 Q328
	Q1751675 P2534 "\ln \left(\frac {[A]_t}{[B]_t}\right) = \ln\left(\frac {k_A}{k_B}\right) = -\frac {\Delta E_a}{RT} &nbsp;&nbsp;&nbsp;&nbsp;(equation 1)" S143 Q328
	Q5203054 P2534 "\mathrm{curl}\ \mathbf{x}=\mathbf{0}. \, " S143 Q328Q3041173 P2534 "1\rightarrow N\rightarrow G\rightarrow Q\rightarrow 1. \,\!" S143 Q328
	Q827674 P2534 "A\cdot \cos(\omega t + \theta) = A \cdot \frac{e^{i(\omega t + \theta)} + e^{-i(\omega t + \theta)}}{2}, &nbsp; &nbsp;{{efn\|" S143 Q328
	Q780763 P2534 "Q(x) = \sum_{i,j} Q_{ij} x_i x_j" S143 Q328
	Q2156511 P2534 "\mathrm{coeq}(f, g) = \mathrm{coker}(g - f)." S143 Q328
	Q828287 P2534 "1 +\lceil p\log_{10}(2)\rceil" S143 Q328
	Q4906086 P2534 "X_n=o_p(a_n) \," S143 Q328
	Q195133 P2534 "A=U\Sigma_1 [ X, 0] Q^*" S143 Q328
	Q947364 P2534 "\int_0^{2\pi}f(x) \, dx = 0." S143 Q328
	Q1422857 P2534 "\frac{n_{i}}{n_{i+1}}" S143 Q328
	Q3345669 P2534 "K(t,x,y) = \frac{1}{(4\pi t)^{d/2}} e^{-\|x-y\|^2/4t}\," S143 Q328
	Q3276790 P2534 "C(s,t) = \operatorname{corr} ( X(s), Y(t) ) ," S143 Q328
	Q272626 P2534 "\hat{x},\hat{y},\hat{z} from the inertial coordinate frame \hat{I},\hat{J},\hat{K}" S143 Q328
	Q80091 P2534 " \int_a^b \! f(x)\,dx" S143 Q328
	Q2654791 P2534 "fC \to \mathbb R" S143 Q328
	Q5275357 P2534 " \int\frac{x^k \, dx}{\sqrt{Q(x)}} " S143 Q328
	Q3329233 P2534 "X\rightarrow\{s,x=\log_b(\|X\|)\}," S143 Q328
	Q4949968 P2534 "\piI\times S^1\rightarrow S^1,\qquad(x,z)\mapsto z." S143 Q328
	Q1386491 P2534 "P_n=\begin{cases}0&\mbox{if }n=0;\\1&\mbox{if }n=1;\\2P_{n-1}+P_{n-2}&\mbox{otherwise.}\end{cases}" S143 Q328
	Q1190228 P2534 " X_{n+1} = \left( a X_n + c \right)~~\bmod~~m" S143 Q328
	Q176468 P2534 "\mu\colon Q\times M \to Q" S143 Q328
	Q2337407 P2534 " \text{VPT} = \text{VPT}_\text{prev} + \text{volume} \times { \text{close}_\text{today} - \text{close}_\text{prev} \over \text{close}_\text{prev} }" S143 Q328
	Q6058963 P2534 "s^2 = \Delta r^2 - c^2\Delta t^2 \,{{spaces\|5}}(spacetime&nbsp;interval)," S143 Q328
	Q5884154 P2534 " \sum_{f(p)=p}\frac{1}{\det (1-A_p)} = \sum_q(-1)^q\operatorname{trace}(f^*\|H^{0,q}_{\overline\partial}(M))" S143 Q328
	Q4724004 P2534 "\text{Hom}_{\mathcal{O}_X}(\mathcal{F},\mathcal{G})\rightarrow\text{Hom}_{\mathcal{O}^{\text{an}}_X}(\mathcal{F}^{\text{an}},\mathcal{G}^{\text{an}})" S143 Q328
	Q25099592 P2534 "E_A[u(x_1,...,x_n)] > E_B[u(x_1,...,x_n)]" S143 Q328
	Q3860309 P2534 "X \times Y = \{ (x+y)\bmod 12 \| x\in X, y\in Y\}" S143 Q328
	Q1132714 P2534 "{\sqrt{n}[X_n-\theta]\,\xrightarrow{D}\,\mathcal{N}(0,\sigma^2)}," S143 Q328
	Q1783548 P2534 "C = \frac{1}{B} \frac{d^2\left(B(r)\right)}{dr^2}. " S143 Q328
	Q4724363 P2534 " S_\mu =\sum_{i=1}^m X_i" S143 Q328
	Q334508 P2534 " \nabla = \left( {\partial \over \partial x_1}, \cdots, {\partial \over \partial x_n} \right) = \sum_{i=1}^n \vec e_i {\partial \over \partial x_i}" S143 Q328
	Q1778729 P2534 " d = \frac{a}{\pi} \sqrt{(n^2 + nm + m^2)}=78.3 \sqrt{((n+m)^2-nm)} \rm pm," S143 Q328
	Q7269480 P2534 " R \Delta(a) = \sigma \circ \Delta(a) R, a \in \mathcal{A}" S143 Q328
	Q125264 P2534 "x_i = \frac{n_i}{n_\mathrm{tot}}" S143 Q328
	Q4783822 P2534 "\hat{\mathrm{ch}}(f_([E]))=f_(\hat{\mathrm{ch}}(E)\widehat{\mathrm{Td}}^R(T_{X/Y}))" S143 Q328
	Q7645995 P2534 "CD = k_1 \cdot\frac{\lambda}{NA}" S143 Q328
	Q7915801 P2534 "s=\sum_{n=0}^\infty a_n g^n," S143 Q328
	Q6497624 P2534 "\text{apparent immersed weight} = \text{weight} - \text{weight of displaced fluid}\," S143 Q328
	Q7887120 P2534 " (x * u_1)(t) = \frac{dx(t)}{dt} " S143 Q328
	Q25109602 P2534 "[(v - v<sub>b</sub>).n]<sub>fs</sub> = 0, or" S143 Q328
	Q161254 P2534 "p = mv," S143 Q328
	Q1369844 P2534 "\mathcal{O}=\begin{bmatrix} C \\ CA \\ CA^2 \\ \vdots \\ CA^{n-1} \end{bmatrix}" S143 Q328
	Q7505141 P2534 "Q_s/Q_t = (Cc_{O_2} - Ca_{O_2}) / (Cc_{O_2} - Cv_{O_2}) <ref>Respiratory Physiology The Essentials, '''J. West''', 2005, 7th ed, Page 169</ref>" S143 Q328
	Q780487 P2534 "\forall w_1,\ldots,w_n \, \forall A \, \exists B \, \forall x \, ( x \in B \Leftrightarrow [ x \in A \and \varphi(x, w_1, \ldots, w_n , A) ] )" S143 Q328
	Q7160302 P2534 "C_{abcd} = \frac{C^{(1)}_{abcd}}{\lambda}+\frac{C^{(2)}_{abcd}}{\lambda^2}+\frac{C^{(3)}_{abcd}}{\lambda^3}+\frac{C^{(4)}_{abcd}}{\lambda^4}+O\left(\frac{1}{\lambda^5}\right)" S143 Q328Q5310229 P2534 "\langle , \rangle X \times Y \to F" S143 Q328
	Q17028479 P2534 "\beta^+=\frac{\operatorname{Cov}(r_i,r_m \mid r_m>u_m)}{\operatorname{Var}(r_m \mid r_m>u_m)}" S143 Q328
	Q721094 P2534 "S=\int_M B F\," S143 Q328
	Q17086396 P2534 "f_T(x)=f_T(x_n+\Delta x) \approx f(x_n)+f'(x_n)\Delta x+\frac 1 2 f''(x_n) \Delta x^2." S143 Q328
	Q2343600 P2534 "\eta(s) = \sum_{n=1}^{\infty}{(-1)^{n-1} \over n^s} = \frac{1}{1^s} - \frac{1}{2^s} + \frac{1}{3^s} - \frac{1}{4^s} + \cdots" S143 Q328
	Q1545856 P2534 "u {\partial u \over \partial s} = -{1 \over \rho}{dp \over ds} + {\nu} {\partial^2 u \over \partial y^2}" S143 Q328
	Q7306612 P2534 "\sum_{v\in V} \deg(v) = 2\|E\|" S143 Q328
	Q12350729 P2534 " F(a_1, \ldots , a_n) = \sum_{j=1}^n w_j b_j" S143 Q328
	Q5196235 P2534 "(g\cdot f)(x)=f(xg)." S143 Q328
	Q2334061 P2534 "\theta_1, \dots, \theta_8.\," S143 Q328
	Q7199712 P2534 " \textstyle(x\pm1, y) or \textstyle(x, y\pm1)" S143 Q328
	Q771367 P2534 " a = \frac{g-2}{2} " S143 Q328
	Q25303864 P2534 " \\| \psi - \phi \\| " S143 Q328
	Q1127188 P2534 "1 - \sum_{i=1}^{N} s_i^2, " S143 Q328
	Q17098969 P2534 " \mathbf{A}\mathbf{x} = \mathbf{b}" S143 Q328
	Q25111837 P2534 "F(t_i^U \lor x_i, a_i, L) = F(t_i^U \lor x_i)" S143 Q328
	Q3299062 P2534 "\mbox{Number of Grids} \simeq \frac{b_{R,C}^C \times b_{C,R}^R}{(RC)!^{RC}}" S143 Q328
	Q186608 P2534 "\,\sum_{i \neq j} V(r_i - r_j)" S143 Q328
	Q17030429 P2534 "H = \int (F_{12}-F_1F_2)^2 \, dF_{12} \!" S143 Q328
	Q17097775 P2534 " R(u, s) = \mathcal{N}\{f(t)\} = \int_0^\infty f(ut)e^{-st}\,dt.\qquad(1)" S143 Q328
	Q595592 P2534 "(Y-\overline{Y})/\overline{Y} = -c(u-\overline{u}), where" S143 Q328
	Q20313285 P2534 " \Pi_i = \frac{\eta_i k_i}{\sum_j \eta_j k_j}." S143 Q328
	Q338522 P2534 "x' = y'^n + r'" S143 Q328
	Q2329388 P2534 "A(z) = \sum_{k = 0}^\infty a_kz^k," S143 Q328
	Q2915448 P2534 " X^\flat = g_{ij} X^i \, dx^j=X_j \, dx^j." S143 Q328
	Q41118 P2534 "\mathfrak{R}=\operatorname{Hom}(\pi,G)." S143 Q328
	Q5511716 P2534 "H_c=\frac{1}{2}\sum _{i,j,k,l} V_{\text{ijkl}}a_i{}^{\dagger }a_j{}^{\dagger }a_la_k" S143 Q328
	Q5275353 P2534 "I\left(x,y,\frac{dy}{dx},\dots,\frac{d^ky}{dx^k}\right)" S143 Q328
	Q25312728 P2534 "\frac{\partial}{\partial t} \rho(t) = -\frac{i}{\hbar} [H, \rho(t)] -\frac{1}{\hbar^2} \sum_m [ S_m, \Lambda_m \rho(t) - \rho(t) \Lambda_m^\dagger]" S143 Q328
	Q1751490 P2534 "\sigma\cdot T_{\mathrm{p}}^4 = \frac{\sigma\cdot T_{\ast}^4}{4\pi\cdot d^2}\cdot\frac{4\pi\cdot R_{\ast}^2}{4\pi\cdot R_{\mathrm{p}}^2}\cdot\pi\cdot R_{\mathrm{p}}^2(1-A_{\mathrm{p}})" S143 Q328
	Q4842039 P2534 "q = C \ \frac{\rho}{g}\ \sqrt{\frac{d}{D}} u_*^3" S143 Q328
	Q7572737 P2534 "\mathcal{L}_X T=0" S143 Q328
	Q2257676 P2534 "p_{n+1} = p_n + K \sin(\theta_n)" S143 Q328
	Q4316267 P2534 " u(X_1, X_2) = X_1^a X_2^{(1-a)}," S143 Q328
	Q15819 P2534 "(d + 1)(r - 1) + 1\ " S143 Q328
	Q1076013 P2534 "F \ \stackrel{\mathrm{def}}{=}\ \mathrm{d}A." S143 Q328
	Q643156 P2534 " F(x + m) = F(x) +m " S143 Q328
	Q7835439 P2534 "m_{T}^2 = m^2 + p_{x}^2 + p_{y}^2 \," S143 Q328Q3755832 P2534 "P(A^c) = 1 - P(A)." S143 Q328
	Q1669733 P2534 " r_{it} - r_f = \alpha_i + \beta_i(r_{mt} - r_f) + \epsilon_{it} \," S143 Q328
	Q7226642 P2534 "K(x,y) = (x^\mathsf{T} y + c)^{d}" S143 Q328
	Q1557114 P2534 "p_n^2>p_{(n-i)} \cdot p_{(n+i)}" S143 Q328
	Q6518931 P2534 "H_0 p=p_0" S143 Q328
	Q500348 P2534 "x = r \cos b \cos l" S143 Q328
	Q2627230 P2534 " P_t(r)={(\mu t)^r \over r!} e^{-\mu t}" S143 Q328
	Q466491 P2534 "\phi=-\log_2{D/D_0}," S143 Q328
	Q5035692 P2534 "\mathrm{CAL} E(r_{C}) = r_F + \sigma_C \frac{E(r_P) - r_F}{\sigma_P}" S143 Q328
	Q7254439 P2534 " x \# y \;\leftrightarrow\; x < y \;\vee\; y < x" S143 Q328
	Q1399751 P2534 "\operatorname{Tor}_{i+1}^R(k,M) = 0." S143 Q328
	Q1385099 P2534 "r_e = \frac{P_1}{P_0}," S143 Q328
	Q528525 P2534 "f(\lambda x, \lambda y, \lambda z) = \lambda^k f(x,y,z).\," S143 Q328
	Q5651031 P2534 "\phi+\psi=\beta_1+\beta_2." S143 Q328
	Q5280452 P2534 "\operatorname{DS}(t,\hat t) = \frac{100}{n-1}\sum_{i=2}^{n}d_i," S143 Q328
	Q5761213 P2534 " d(A,B)=\log\left(\frac{\|YA\|}{\|YB\|}\frac{\|XB\|}{\|XA\|}\right). " S143 Q328
	Q3291120 P2534 " \lim_{s \to 1} (s-1) \zeta_K(s) = \frac{2^{r_1} \cdot(2\pi)^{r_2} \cdot h_K \cdot \operatorname{Reg}_K}{w_K \cdot \sqrt{\|D_K\|}}" S143 Q328
	Q1985904 P2534 " f(g.x) = j_g(x)f(x)" S143 Q328
	Q5420759 P2534 "\left\|E(S, T) - \frac{d \|S\| \|T\|}{n}\right\| \leq d \lambda \sqrt{\|S\| \|T\|}\,." S143 Q328
	Q3710381 P2534 "d = {{2D^2}\over{\lambda}}," S143 Q328
	Q1989192 P2534 "\Pr(A)=\sum_n \Pr(A\cap B_n)\," S143 Q328
	Q3075223 P2534 "D_\sigma(\mathbf{r}) = \tau_\sigma(\mathbf{r}) - \tfrac{1}{4} \frac{(\nabla\rho_\sigma(\mathbf{r}))^2}{\rho_\sigma(\mathbf{r})}," S143 Q328
	Q17011765 P2534 "\frac {\bar{X}_m}{\bar{X}_f} ," S143 Q328
	Q44432 P2534 "\Delta U = Q - W \, . " S143 Q328
	Q694273 P2534 " f(x)=x\cdot\sqrt{1-\left(\frac{x}{c}\right)^2}\exp\left\{-\chi\cdot\left(1-\left(\frac{x}{c}\right)^2\right)\right\}\text{ for }x>0." S143 Q328
	Q5444416 P2534 " u_{n+1}=\|u_n+U_\mathrm{wall}(\varphi_n)\| \," S143 Q328
	Q2351732 P2534 "\mu(n) = \mu_\infty +[\varphi_a - \varphi_a'(n) + \varepsilon_d(n) + \varepsilon_e(n)]" S143 Q328
	Q7169664 P2534 "u(x) = \sup_{v \in S_\varphi} v(x)" S143 Q328
	Q4925317 P2534 " u \dfrac{\partial u}{\partial x} - \dfrac{\partial u}{\partial y} \int \dfrac{\partial u}{\partial x} dy = U_\infty \dfrac{d U_\infty}{d x} + {\nu} \dfrac{\partial^2 u}{\partial y^2} " S143 Q328
	Q190070 P2534 " \vec F = -k \vec x \, " S143 Q328
	Q7887128 P2534 " r = \sqrt {x^2 - y^2} ." S143 Q328
	Q17157111 P2534 " F(x) = \sum_{i=1}^n \, w_i \, P_i(x), " S143 Q328
	Q192869 P2534 "p \colon C \to X\," S143 Q328
	Q5375781 P2534 "\omegae\ddot\to S " S143 Q328
	Q2088909 P2534 " 4\pi A \le L^2,\, " S143 Q328
	Q557781 P2534 "H_n = f^n(S_0) \cap S_0." S143 Q328
	Q903999 P2534 " N\cdot v(T,p)=\sum_{i=1}^K N_i\cdot v_i(T,p).\ " S143 Q328
	Q5452199 P2534 "V_x=f(x,y)" S143 Q328
	Q857354 P2534 " y_{it} = \alpha + \beta' X_{it} + u_{it}, " S143 Q328
	Q1522040 P2534 "\oint_C f(z)\,\mathrm{d}z = 0" S143 Q328
	Q1303114 P2534 "f = a_0 + q + \sum_{i=2}^\infty a_i q^i" S143 Q328
	Q3527185 P2534 "f\colon X \to Y" S143 Q328
	Q5641841 P2534 " Q(t) = Q_\mathrm{f}(1 - e^{-\lambda t}) \, " S143 Q328
	Q906015 P2534 "\varinjlim A_i = \bigsqcup_i A_i\bigg/\sim." S143 Q328
	Q1825985 P2534 " \lim_{n \to \infty} \frac{1}{s_n^2}\sum_{k = 1}^{n} \mathbb{E}\big[(X_k - \mu_k)^2 \cdot \mathbf{1}_{\{ \| X_k - \mu_k \| > \varepsilon s_n \}} \big] = 0" S143 Q328
	Q1307800 P2534 " x_1^2 + x_2^2 + \cdots + x_n ^2 = 1." S143 Q328
	Q1144125 P2534 " \{ S_i \}_{i=1}^n " S143 Q328
	Q178947 P2534 "V_{\!\text{out}} = A_\text{OL} \, (V_{\!+} - V_{\!-})" S143 Q328
	Q118819 P2534 "T1 = \frac{a_1}{\sum_{h=1}^{H}{a_h}}" S143 Q328
	Q2581205 P2534 " \log(a_T) = \frac{-C_1(T-T_\mathrm{r})}{C_2 + (T-T_\mathrm{r})} " S143 Q328
	Q4842517 P2534 "\pi(G) = N_{S_n} (\pi(H))?" S143 Q328
	Q704747 P2534 " j^{\star} = \sigma T^{4}." S143 Q328
	Q7410129 P2534 "\begin{cases} X_{t} \sim \mathrm{Unif} (\{X_{t-1} - 1, X_{t-1} + 1\}), & t \mbox{ an integer;} \\ X_{t} = X_{\lfloor t \rfloor}, & t \mbox{ not an integer;} \end{cases}" S143 Q328
	Q8042660 P2534 " {n!}_F = \prod_{i=1}^{n} F_i,\quad n \ge 0," S143 Q328
	Q7943987 P2534 "P(\left\|X-\mu\right\|\geq \lambda\sigma)\leq\frac{4}{9\lambda^2}." S143 Q328
	Q4035626 P2534 "\mathrm{SINR}(x) {{=}} \frac{P}{I+N} " S143 Q328
	Q5349799 P2534 "\textbf{F}=-m{d^2\textbf{C}\over dt^2}." S143 Q328
	Q5284417 P2534 "\text{if }m\mid n\text{ then }a_m\mid a_n," S143 Q328
	Q18206991 P2534 "\forall{i}\ V_i(P_i)\geq 1/n" S143 Q328
	Q909482 P2534 "\phi_i = \frac {V_i}{\sum_j V_j}" S143 Q328
	Q6958668 P2534 " \varepsilon(p_1,\ldots,p_r;X,L) = {d \over \sqrt{r}}." S143 Q328
	Q10273440 P2534 "P^{liq} = P^{vap}\,;" S143 Q328
	Q5198224 P2534 "\mathbf{d} = [d_0, d_1, \ldots d_{N - 1}]^T" S143 Q328
	Q16056803 P2534 "\textrm{Prize\ gained}=\left [ \frac {\textrm {HK$200,000}} \textrm{No.\ of\ opponents} \right ] \times \textrm{No.\ of\ wrong\ answers} " S143 Q328
	Q11027905 P2534 "G_{(p,T)} = H - TS " S143 Q328
	Q2576932 P2534 "\sum_{n=1}^\infty \frac{1}{n^p}," S143 Q328
	Q766405 P2534 "\dot{u}_{n+1}=\dot{u}_n+ \Delta t~\ddot{u}_\gamma \," S143 Q328
	Q5532492 P2534 "F(x;\alpha)=\frac{1}{(1+e^{-x})^\alpha} \equiv (1+e^{-x})^{-\alpha}, \quad \alpha > 0 ." S143 Q328
	Q17103568 P2534 "\bigg. J = - D \frac{\partial \phi}{\partial x} \bigg. " S143 Q328
	Q466720 P2534 "(f\cdot g)'=f'\cdot g+f\cdot g' \,\! " S143 Q328
	Q5610625 P2534 "\mathcal{L}=\bar \psi_a \left(i\partial\!\!\!/-m \right) \psi^a + \frac{g^2}{2N}\left[\bar \psi_a \psi^a\right]^2" S143 Q328
	Q273188 P2534 " C_{n} = \frac{C_{n-1}}{3} \cup \left(\frac{2}{3}+\frac{C_{n-1}}{3}\right) and C_{0}=[0,1]." S143 Q328
	Q205175 P2534 " N\cdot\alpha\max(L-K,0)" S143 Q328
	Q5420856 P2534 "ES_{\alpha} = \frac{1}{\alpha}\int_0^{\alpha} \mbox{VaR}_{\gamma}(X)d\gamma" S143 Q328
	Q856292 P2534 "\vec{v} = (v^0,v^1,v^2,v^3) = \left( \frac{dx^0}{d\tau}\;,\frac{dx^1}{d\tau}\;, \frac{dx^2}{d\tau}\;, \frac{dx^3}{d\tau} \right)" S143 Q328
	Q11784462 P2534 "a(i\lor j,l_e,l_f)" S143 Q328
	Q3966119 P2534 " ds^{2} = \lambda (dt - \omega_{i}\, dy^i)^{2} - \lambda^{-1} h_{ij}\, dy^i\,dy^j," S143 Q328
	Q1964922 P2534 "(\csc(A+\theta),\csc(B+\theta),\csc(C+\theta))" S143 Q328
	Q15838928 P2534 "u_{tt}+u_{xx}+u_{xxxx}+u = u^p, " S143 Q328
	Q1425777 P2534 "\sum_i \; u(x_i) \; P(x_i)." S143 Q328
	Q3554829 P2534 "K(U_1, \dots , U_d)," S143 Q328
	Q915474 P2534 "\sigma_x(n)=\sum_{d\mid n} d^x\,\! ," S143 Q328
	Q1778098 P2534 "\lim_{n\rightarrow\infty}f_n=f\ \mbox{pointwise}," S143 Q328
	Q5047040 P2534 "v_1\wedge w_1 + \cdots + v_p\wedge w_p = 0" S143 Q328
	Q1364826 P2534 "H(X,Y) = -\sum_{x} \sum_{y} P(x,y) \log_2[P(x,y)] \!" S143 Q328
	Q862228 P2534 "\Delta w = \left( \frac{1}{\lambda_0} - \frac{1}{\lambda_1} \right) \ , " S143 Q328
	Q6897118 P2534 "\langle, \rangle \mathfrak{g}^* \times \mathfrak{g} \to \mathbf{R}" S143 Q328
	Q7051622 P2534 "\partial^n k^\times \otimes \cdots \otimes k^\times \rightarrow H^n_{\rm\acute et}(k, \mu_\ell^{\otimes n})." S143 Q328
	Q5215396 P2534 "f(x_1,x_2,\dots,x_n) = \phi(g_1(x_1,x_2,\dots,x_n), g_2(x_1,x_2,\dots,x_n), \dots g_m(x_1,x_2,\dots,x_n))" S143 Q328
	Q7849341 P2534 "S_q({p_i}) = {k \over q - 1} \left( 1 - \sum_i p_i^q \right)," S143 Q328
	Q7608015 P2534 "\Lambda = \frac12 \left\|x_i-m_j\right\|^2 I(i-j=0) + \gamma\left\|m_i-m_j\right\| I(i-j=1)" S143 Q328
	Q6850879 P2534 "\nabla\cdot\left( c_p\, c_g\, \nabla \eta \right)\, +\, k^2\, c_p\, c_g\, \eta\, =\, 0," S143 Q328
	Q18205357 P2534 "A \to k, \, \sum a_i x_i \mapsto \sum a_i" S143 Q328
	Q1059151 P2534 " Y = X_1 \beta_1 + X_2 \beta_2 + u \! " S143 Q328
	Q4795851 P2534 "p_A(y) = \sum_B (-1)^{\|B\|}y^{\dim f(B)}," S143 Q328
	Q1523340 P2534 "x_{1}(t) = x_{2}(t), \quad \forall \ t \le t_{0}," S143 Q328
	Q473195 P2534 "\Psi = \Psi_0 + \Psi_\pi + \Psi_p + \Psi_s + \Psi_v + \Psi_m <ref>{{cite book\|author1=Taiz\|author2=Zeiger\|title=Plant Physiology\|edition=Fourth\|publisher=Sinauer Associates\|date=2002}}</ref> " S143 Q328
	Q5643248 P2534 " p(x) = \sum_{i=0}^n a_i x^i \, " S143 Q328
	Q828112 P2534 " \mathit{P(CoC) - P(PoC) = P(Call) - PV(Strike\ Price)} " S143 Q328
	Q176769 P2534 " Y=y(0), y(1),\dots,y(L-1)\," S143 Q328
	Q1586373 P2534 "dV = \rho(u_1,u_2,u_3)\,du_1\,du_2\,du_3" S143 Q328
	Q1334846 P2534 "D_M(\vec{x}) = \sqrt{(\vec{x} - \vec{\mu})^T S^{-1} (\vec{x}-\vec{\mu})}.\, <ref>De Maesschalck, Roy; Jouan-Rimbaud, Delphine; and Massart, Désiré L. (2000); ''The Mahalanobis distance'', Chemometrics and Intelligent Laboratory Systems 501–18</ref>" S143 Q328
	Q1074500 P2534 "\ \mbox{SF} = \frac{\mbox{chip rate}}{\mbox{symbol rate}}" S143 Q328
	Q4815932 P2534 "\Delta P = \frac{\rho_{actual}}{\rho_{ref}}RQ^2" S143 Q328
	Q959719 P2534 " x = \frac{1}{k_1 + \frac{1}{k_2 + \cdots}}" S143 Q328
	Q2336508 P2534 "y'=f(x,y). " S143 Q328
	Q856711 P2534 "\mathbf M=\frac{d\mathbf m}{dV}" S143 Q328
	Q5395202 P2534 "\displaystyle \Re(u)(u_{rr}+u_r/r+u_{zz}) = (u_r)^2+(u_z)^2." S143 Q328
	Q1426504 P2534 " b_{k+1} = \frac{Ab_k}{\\|Ab_k\\|}. " S143 Q328
	Q5089019 P2534 "\int_{-1}^{+1} \frac {f(x)} {\sqrt{1 - x^2} }\,dx" S143 Q328
	Q215932 P2534 "H =f+ \frac{f^2}{N c} \approx \frac {f^2} {N c} \,." S143 Q328
	Q7106411 P2534 "\omega(a_n) = \limsup_{n\to\infty} a_n - \liminf_{n\to\infty} a_n." S143 Q328
	Q5168003 P2534 " e_a = \frac{\partial}{\partial x^a} " S143 Q328
	Q1935046 P2534 " R_{abmn;l} + R_{ablm;n} + R_{abnl;m} = 0\,\!.<!-- The symbols \,\! exist to force PNG rendering; do not remove them. -->" S143 Q328
	Q7307244 P2534 " (r_i r_j)^{c_{ij}}=1" S143 Q328
	Q7269522 P2534 " \\| Df(x)\\|^n\leq K\|J_f(x)\| \,." S143 Q328
	Q7298489 P2534 "I_{pl} (\rho, \varphi) = I_0 \rho^l \left[L_p^l (\rho)\right]^2 \cos^2 (l\varphi) e^{-\rho}" S143 Q328
	Q5706290 P2534 "\mbox{Helix angle} = \arctan \left( \frac{2 \pi r_m}{l} \right)" S143 Q328
	Q3258517 P2534 " f_X(x) = \sum_{i=1}^n f_{Y_i}(x)\;p_i," S143 Q328
	Q2627321 P2534 "O_n={n(2n^2 + 1) \over 3}." S143 Q328
	Q7247777 P2534 "d_p((x_1,\ldots,x_n),(y_1,\ldots,y_n)) = \\|\left(d_{X_1}(x_1,y_1), \ldots, d_{X_n}(x_n,y_n)\right)\\|_p" S143 Q328
	Q2066070 P2534 "[\Sigma Z,X] \approxeq [Z, \Omega X]" S143 Q328
	Q1242402 P2534 " X_{s}\leq\mathbf{E} \left[ X_{t} \big\| \mathcal{F}_{s} \right]." S143 Q328
	Q573482 P2534 "D_{\rm Chebyshev}(p,q) = \max_i(\|p_i - q_i\|).\ " S143 Q328
	Q622424 P2534 "f_1 = {1 \over 2\pi}\sqrt {1 \over L_1 C_1} \qquad \qquad f_2 = {1 \over 2\pi}\sqrt {1 \over L_2 C_2}\," S143 Q328
	Q122508 P2534 "p = mv" S143 Q328
	Q176737 P2534 " \{ X_t t \in T \}" S143 Q328
	Q4903772 P2534 "\text{Trail} = \frac{(R_w \cos(A_h) - O_f)}{\sin(A_h)}" S143 Q328
	Q5049715 P2534 "g\le (n-1)m(m-1)/2+m\epsilon" S143 Q328
	Q945621 P2534 "AC=\frac{TC}{Q}" S143 Q328
	Q5319017 P2534 "N_R = {\text{Convective Inertial Force}\over \text{Shear Force}}\,\!. " S143 Q328
	Q7379072 P2534 "x_{n+1}=\frac{\alpha}{1+x_n^2}+y_n" S143 Q328
	Q3493864 P2534 " [MK] = [ML] \cdot [LK]." S143 Q328
	Q7915741 P2534 "\dot{\mathbf{x}} = \varphi( \mathbf{x}, t )" S143 Q328
	Q211188 P2534 " \langle \varphi, e\rangle = \int_E \langle \varphi, f(x) \rangle \, d\mu(x)\text{ for all functionals }\varphi\in V^*." S143 Q328
	Q638846 P2534 "\int_c \alpha = -\int \int_X \alpha \wedge \eta_c = (\alpha, *\eta_c), for every closed (1-)differential \alpha on ''X''," S143 Q328
	Q5443002 P2534 " r = {aW^{-0.25}}," S143 Q328
	Q2608306 P2534 "C_\mathrm{cal} = \frac{\Delta{H}}{\Delta{T}}" S143 Q328
	Q1346544 P2534 "f = \frac{h}{L}" S143 Q328
	Q7625025 P2534 " \vec{\mathbf{F}}=k\vec{\mathbf{x}} \ " S143 Q328
	Q3773214 P2534 "\sigma_{\bar x} = \frac{\sigma}{\sqrt{n}}" S143 Q328
	Q4867603 P2534 "[\mathcal{L}_n(f)](x) = \sum_{k=0}^\infty {(-1)^k \frac{x^k}{k!} \phi_n^{(k)}(x) f\left(\frac{k}{n}\right)}" S143 Q328
	Q838094 P2534 "x^7 + ax^3 + bx^2 + cx + 1 = 0" S143 Q328
	Q10683208 P2534 "Inc_{k}=[\frac{\sum_{i=1}^{m}Costs_{i}}{ \sum_{i=1}^{N}E(Costs_{i})} \cdot\sum_{i=1}^{N}Revenues_{i})]-\sum_{i=1}^{m-1}Inc_{i}.\, " S143 Q328
	Q543310 P2534 "S(t) = \Pr(T > t)" S143 Q328
	Q1629862 P2534 "f' = f ( c-v ) = f \left( 1-\frac{v}{c} \right)" S143 Q328
	Q7118801 P2534 "{dC_m\over dC_L} =0 where C_L is the aircraft [[lift coefficient]]." S143 Q328
	Q3660888 P2534 "i\frac{d\Psi(x,t)}{dt}=-\frac{1}{2}\frac{d^2 \Psi(x,t)}{dx^2} + V(x)\Psi(x,t)." S143 Q328
	Q1253346 P2534 "y[n] = \sum_{k=0}^{K-1} x[nM-k]\cdot h[k]," S143 Q328
	Q367473 P2534 " E = \frac{k_\text{ET}}{k_f+k_\text{ET}+\sum{k_i}}," S143 Q328
	Q503490 P2534 "\hat t(s) \equiv \frac {\partial \vec r(s) }{\partial s} and the end-to-end distance \vec R = \int_{0}^{l}\hat t(s) ds .<ref name=Doi/>" S143 Q328
	Q23018462 P2534 "\widehat{\mathbb{Z}} = \prod_p \mathbb{Z}_p" S143 Q328
	Q206793 P2534 "\psi(x)=\psi(x+l) \, " S143 Q328
	Q1382512 P2534 " g = v + \sum_{i<n} \alpha_i \,\ln (u_i) " S143 Q328
	Q6434802 P2534 "\mathrm{Area} = \pi \left({D \over 2}\right)^2 = \pi \left({f \over 2N}\right)^2 " S143 Q328
	Q2469408 P2534 "\%K = (Price-L5)/(H5-L5)" S143 Q328
	Q2114682 P2534 "[P] = \begin{cases} 1 & \text{if } P \text{ is true;} \\ 0 & \text{otherwise.} \end{cases}" S143 Q328
	Q18015071 P2534 "r_u = \frac{a}{2} \sqrt{\phi \sqrt{5}} = \frac{a}{4} \sqrt{10 +2\sqrt{5}} = a\sin\frac{2\pi}{5} \approx 0.951\,056\,5163 \cdot a {{OEIS2C\|A019881}}" S143 Q328
	Q2397139 P2534 " \frac{4!\times 6!\times 2^5}{4} = 138,240." S143 Q328
	Q2226709 P2534 "1 = G_0 \le G_1 \le G_2 \le \cdots\, " S143 Q328
	Q5837129 P2534 "P(k) = \sum_{n=0}^{f\left(k,K\right)} C^n_{K/2} \left(1-\beta\right)^{n} \beta^{K/2-n} \frac{(\beta K/2)^{k-K/2-n}}{\left(k-K/2-n\right)!} e^{-\beta K/2}" S143 Q328
	Q809441 P2534 "\dot{m} = \lim\limits_{\Delta t \rightarrow 0}\frac{\Delta m}{ \Delta t}= \frac{{\rm d}m}{{\rm d}t}" S143 Q328
	Q862003 P2534 "y(x,t) = y_0 \cos \Bigg( \omega \left(t-\frac{x}{c} \right) \Bigg)" S143 Q328
	Q2298789 P2534 "p(x) = \frac{e^{-x/V}}{V}." S143 Q328
	Q901057 P2534 "\|0\rangle_C + \|1\rangle_C." S143 Q328
	Q2931500 P2534 "U^=13W^(u-u_0), \quad V^=13W^(v-v_0), \quad W^*=25Y^{1/3}-17" S143 Q328
	Q1598200 P2534 "H^++\text{HCO}_3{}^- \Longleftrightarrow H_2\text{CO}_3\Longleftrightarrow \text{CO}_2+H_2O" S143 Q328
	Q17004830 P2534 "\hat{Y} = m - \frac{m}{k} + 1" S143 Q328
	Q7886764 P2534 " N_{1} = (Q_{1},\ \Sigma ,\ T_{1},\ q_{1},\ A_{1})" S143 Q328
	Q806263 P2534 " R_N = 2B \, " S143 Q328
	Q6760725 P2534 "e^{-q_1 T}S_1(0) N(d_1) - e^{-q_2 T}S_2(0) N(d_2)" S143 Q328
	Q386769 P2534 "S=\sum_F -\Re\{\chi^{(\rho)}(U(e_1)\cdots U(e_n))\}." S143 Q328
	Q6430769 P2534 " 0=z_0 < z_1 < \dotsb < z_k < z_{k+1} = 1" S143 Q328
	Q847019 P2534 " \rho = \frac{e^{- \beta H}}{\operatorname{Tr}(e^{- \beta H})}, " S143 Q328
	Q3485066 P2534 " \text{SI} = \frac{{\text{channel length}}}{{\text{downvalley length}}}" S143 Q328
	Q6378981 P2534 "\Phi_1(s) = \frac{\sqrt{2 \alpha_1}} {(s+\alpha_1)}" S143 Q328
	Q1336231 P2534 " r \ = \ \left(1+\frac{i}{n}\right)^{n} - 1" S143 Q328
	Q7605962 P2534 "T=a + b \int_{C} \frac{ds}{W(s)}" S143 Q328
	Q4889468 P2534 "u_t+u_x+uu_x-u_{xxt}=0.\," S143 Q328
	Q7265671 P2534 "Q = K_{(\text{Final})} - K_{(\text{Initial})} = (m_{Initial}- m_{Final})c^2 " S143 Q328
	Q4968435 P2534 "ds^2 \, = H(u,x,y) du^2 + 2 du dv + dx^2 + dy^2" S143 Q328
	Q2520974 P2534 "H(z,f) = \limsup_{r\to 0}\frac{\max_{\|h\|=r}\|f(z+h)-f(z)\|}{\min_{\|h\|=r}\|f(z+h)-f(z)\|}" S143 Q328
	Q8049489 P2534 " \log \left( \frac{\Pr(\text{Sense}_A \| \text{Collocation}_i)}{ \Pr( \text{Sense}_B \| \text{Collocation}_i)} \right) " S143 Q328
	Q6428375 P2534 "F_{U,n}(t)=\frac{1}{n}\sum_{i=1}^n \mathbf{1}_{U_i\leq t},\quad t\in [0,1]." S143 Q328
	Q7644262 P2534 "{(-1)^F}^2=1" S143 Q328
	Q752193 P2534 " {\partial u\over\partial x}+{\partial \upsilon\over\partial y}=0 " S143 Q328
	Q2088868 P2534 "\Pr_{h \in H}[h(f)=d\|h(a)=c]\," S143 Q328
	Q17104748 P2534 " q^i_t=\Gamma (t,q^i)." S143 Q328
	Q17017622 P2534 " \beta(z) = \beta^* + \dfrac{z^2}{\beta^*}" S143 Q328
	Q18208015 P2534 "A_s = A_{std} \left ( \frac{M_s - M_b}{M_{std} - M_b} \right ) " S143 Q328
	Q6705237 P2534 "R_s=\prod_{i=1}^N r_i=r_1 \times r_2 \times r_3 \times ... \times r_n" S143 Q328
	Q15958734 P2534 "\forall n K(A\upharpoonright n)\leq K(n)+b ." S143 Q328
	Q7037178 P2534 " \mathcal{N}=\{ a\in \mathfrak{g} \rho(a) \mbox{ is nilpotent for all representations } \rho\mathfrak{g}\to \operatorname{End}(V)\}. " S143 Q328
	Q1739288 P2534 "k_\text{col} = K (1 - g)," S143 Q328
	Q5696455 P2534 " \operatorname{Prob}( D = 1 \| Z ) = \Phi(Z\gamma),\, " S143 Q328
	Q7101585 P2534 "L_r = \frac{\rho}{\pi}\cdot \cos \theta_i\cdot (A + (B\cdot \max[0,\cos(\phi_i-\phi_r)]\cdot \sin \alpha \cdot\tan \beta))\cdot E_0" S143 Q328
	Q3775748 P2534 "\epsilon = \frac{\text{extension}}{\text{original length}}" S143 Q328
	Q3611542 P2534 "\{Q_{\alpha}, \bar Q_{\dot{\beta}}\} = 2{\sigma^\mu}_{\alpha\dot{\beta}}P_\mu " S143 Q328
	Q904984 P2534 "\frac{2.00 \mbox{ g NaCl}}{58.44 \mbox{ g NaCl mol}^{-1}} = 0.034 \ \text{mol}" S143 Q328
	Q6865465 P2534 " \sum_{i=1}^{k-1}\sum_{j=i+1}^k\sum_{\begin{smallmatrix} v_1 \in C_i \\ v_2 \in C_j \end{smallmatrix}} w ( \left \{ v_1, v_2 \right \} )" S143 Q328
	Q1114429 P2534 "V_x=f(x,y)" S143 Q328
	Q18385859 P2534 "\delta = \dim_{Z/lZ} \text {Hom}_{Z_l[G]}(P, M)." S143 Q328
	Q7238113 P2534 "y_t = \alpha + X_t \beta+\varepsilon_t,\," S143 Q328
	Q3951418 P2534 " x^{\mu} = (ct, \mathbf{x} )" S143 Q328
	Q17099363 P2534 "A_0 \to A_1 \to A_2 \to \cdots \to A_{k-1} \to A_k" S143 Q328
	Q25304593 P2534 " Outcome(v_i, v_{-i}) \in W_i and" S143 Q328
	Q626011 P2534 "\mathcal{H}=\mathcal{H}_{0}+\Delta \mathcal{H}" S143 Q328
	Q778099 P2534 "\int_0^\infty \frac{\sin \omega}{\omega}\,d\omega = \frac{\pi}{2} ~." S143 Q328
	Q2600653 P2534 "\frac{\partial y}{\partial t} + y \frac{\partial y}{\partial x} = d \frac{\partial^2 y}{\partial x^2}." S143 Q328
	Q8064995 P2534 "dx = f(x,t) dt + dw" S143 Q328
	Q120271 P2534 "Q_S\cong I_A\cdot\tau" S143 Q328
	Q5005188 P2534 "F(h(z)) = (F(z))^n ~," S143 Q328
	Q5461965 P2534 "f_a(k) = a^2 k (1-a)^{k-1}" S143 Q328
	Q1754086 P2534 "W = \sum_{i=1}^n Y_i" S143 Q328
	Q7940890 P2534 " h(M,g) = \lim_{R \rightarrow + \infty} \frac{\log \left( \operatorname{vol} B(R) \right)}{R}," S143 Q328
	Q1425077 P2534 " \langle A x ,\, y \rangle = \langle x ,\, A y \rangle ." S143 Q328
	Q2140900 P2534 "\det\colon \operatorname{GL}(n, F) \to F^\times." S143 Q328
	Q2555219 P2534 " \sum_{n=1}^{\infin} 1 = +\infty \, ," S143 Q328
	Q282695 P2534 "t_f = \frac {2 A_m(\sqrt {h_t}-\sqrt {h_t-h_m})} {A_g \sqrt{2g}} " S143 Q328
	Q7246880 P2534 "P(A) = {N_A \over N} ." S143 Q328
	Q706376 P2534 "\delta_{ij} = q_{ab} E_i^a E_j^b." S143 Q328
	Q2144320 P2534 "Z = z l = (R + j \omega L)l " S143 Q328
	Q3814104 P2534 "S is [[entropy]]" S143 Q328
	Q16844382 P2534 "C_{in} A^k \rightarrow A^n" S143 Q328
	Q7917855 P2534 "\mathrm{vec}(A) = [a_{1,1}, \ldots, a_{m,1}, a_{1,2}, \ldots, a_{m,2}, \ldots, a_{1,n}, \ldots, a_{m,n}]^T" S143 Q328
	Q15427593 P2534 " c = 1-{6\over m(m+1)} = 0,\quad 1/2,\quad 7/10,\quad 4/5,\quad 6/7,\quad 25/28, \ldots" S143 Q328
	Q17086219 P2534 "Lk = Tw + Wr" S143 Q328
	Q1471397 P2534 "\\|x\\| \geq 0" S143 Q328
	Q875333 P2534 "-x = - \{ X_L \| X_R \} = \{ -X_R \| -X_L \}," S143 Q328
	Q17103325 P2534 "Lg^* \circ Rf_! \to Rf'_! \circ Lg'^*," S143 Q328
	Q7100975 P2534 " \delta(r_1 r_2)=\sigma(r_1)\delta(r_2)+\delta(r_1)r_2. " S143 Q328
	Q187860 P2534 "dC=\Delta dS + \Gamma \frac{dS^2}{2} + \kappa d\sigma + \theta dt \," S143 Q328
	Q177646 P2534 " A \subseteq B \Leftrightarrow \|A \cap B\| = \|A\| " S143 Q328
	Q7523744 P2534 "D(X,Y)=\min_{x\in X, y\in Y} d(x,y)," S143 Q328
	Q5643485 P2534 "\bigcup_{n \in \omega} \left(\prod_{i<d}T_i(n)\right) = C_1 \cup \cdots \cup C_r," S143 Q328
	Q18392047 P2534 "\sigma_f = \frac{3 F L}{4 b d^2} for a rectangular cross section" S143 Q328
	Q835216 P2534 " dp = k \frac{dS}{S}, \,\!" S143 Q328
	Q2916980 P2534 "1\ \mathrm{J} = 1\ \mathrm{kg} \left( \frac{\mathrm{m}}{\mathrm{s}} \right ) ^ 2 = 1\ \frac{\mathrm{kg} \cdot \mathrm{m}^2}{\mathrm{s}^2}" S143 Q328
	Q4950418 P2534 "T_{k,0} = a_k \quad \text{for } k \ge 0, " S143 Q328
	Q18351502 P2534 "\frac{d\bold{m}}{dt}= \gamma'''\bold{m} × '''\bold{B}" S143 Q328
	Q1087609 P2534 "\left \{ (0, P(G, 0)), (1, P(G, 1)), \cdots, (n, P(G, n)) \right \}. " S143 Q328
	Q5156578 P2534 "\rho (a, b) = \tanh^{-1} \frac{\| a - b \|}{\|1 - \bar{a} b \|}" S143 Q328
	Q260463 P2534 "E = m_s g_e \mu_\text{B} B_0," S143 Q328
	Q17098361 P2534 "\beta^+=\frac{\operatorname{Cov}(r_i,r_m \mid r_m>u_m)}{\operatorname{Var}(r_m \mid r_m>u_m)}" S143 Q328
	Q13177 P2534 "\begin{smallmatrix} {\delta} = \frac{d_R}{D_R}\end{smallmatrix}" S143 Q328
	Q690182 P2534 "\zeta(s) = \sum_{n=1}^\infty\frac{1}{n^s} = \prod_{p \text{ prime}} \frac{1}{1-p^{-s}}" S143 Q328
	Q1017274 P2534 "a^2-b^2 = (a+b)(a-b)\,\!" S143 Q328
	Q140028 P2534 "v(t)=-gt+v_{0}\," S143 Q328
	Q25325248 P2534 " \eta = \frac{Z_1 Z_2 e^2}{4 \pi \epsilon_0 \hbar v} ," S143 Q328
	Q17011595 P2534 " \textstyle x\in {N}," S143 Q328
	Q2071769 P2534 "\phi(x)=\prod_i (p_i-1)p_i^{e_i-1}." S143 Q328
	Q4835880 P2534 "A \wedge B \equiv A \otimes (A \rightarrow B)" S143 Q328
	Q4998131 P2534 "D = \left \{ \left (x_1,\cdots,x_n \right ) \in \mathbf{Z}^n x_1+\cdots+x_n=0 \right \}," S143 Q328
	Q7388768 P2534 "Q(s_t,a_t) \leftarrow Q(s_t,a_t) + \alpha [r_{t+1} + \gamma Q(s_{t+1}, a_{t+1})-Q(s_t,a_t)]" S143 Q328
	Q1006531 P2534 "(x_1, x_2, \dots) \mapsto (0, x_1, x_2, \dots)." S143 Q328
	Q2375229 P2534 "f(x)=\sum_{n=0} ^\infty a^n \cos(b^n \pi x)," S143 Q328
	Q6030026 P2534 "\Delta_\infty u(x) = \langle Du, D^2 u \, Du \rangle = \sum_{i,j} \frac{\partial^2 u}{\partial x_i \, \partial x_j} \frac{\partial u}{\partial x_i} \frac{\partial u}{\partial x_j}" S143 Q328
	Q1934245 P2534 " f(x)=\frac{1}{2\pi}\int_{-\infty}^\infty \varphi(t)e^{-ixt}\,dt " S143 Q328
	Q2072471 P2534 "\boldsymbol{r} = (\boldsymbol{q},\boldsymbol{p})" S143 Q328
	Q5657841 P2534 "\varphi_v(g) = \pi(g)v" S143 Q328
	Q7915757 P2534 "y=\sqrt{x} \, " S143 Q328
	Q7497061 P2534 "\sum^\infty_{n=1}\Lambda(n)n^{-s}=\prod_p(1-\omega_pp^{-s}+(\chi_p)^2p^{2k-1-2s})^{-1}\ ," S143 Q328
	Q7824894 P2534 "\frac{\partial s^{\ast }(p)}{\partial p}." S143 Q328
	Q7619449 P2534 " [x \psi](x_0) = x_0 \psi(x_0)" S143 Q328
	Q356767 P2534 "x_n=T_1x_n^{(1)}+T_2 x_n^{(2)}+\dots +T_rx_n^{(r)} \mod T." S143 Q328
	Q6496164 P2534 "\mathbb{Z}[x]/(f(x)). \, " S143 Q328
	Q2345282 P2534 "\ C = \sup_{p_X} I(X;Y)\, <ref>For a description of the "sup" function, see [[Supremum]]</ref>" S143 Q328
	Q7269433 P2534 "\varphi^{\mathop{\rm MC}}(f)=\frac 1n \sum_{i=1}^nf(x_i)," S143 Q328
	Q1749812 P2534 " p_k(x_1,\ldots,x_n)=\sum\nolimits_{i=1}^nx_i^k = x_1^k+\cdots+x_n^k," S143 Q328
	Q193885 P2534 "e^\sqrt{\ln\ln x}+\ln\ln x+\sum_{j=0}^\infty e^x x^{-j}," S143 Q328
	Q1228746 P2534 "l_1 \vee \cdots \vee l_n" S143 Q328
	Q17028380 P2534 "c^{2} t \ t_1 - x \ x_1 - y \ y_1 - z \ z_1 = 0." S143 Q328
	Q619942 P2534 "\left\Vert \mathbf x - \mathbf c \right\Vert^2=r^2." S143 Q328
	Q5450384 P2534 " X(\omega) = \frac{1}{\sqrt{2\pi}} \int_{0}^T x(t) e^{- i\omega t}\,dt " S143 Q328
	Q862169 P2534 " N = \frac{f}{D} \ " S143 Q328
	Q7233308 P2534 "\inf_{a \in A, b \in B} d(a, b)" S143 Q328
	Q904343 P2534 "Q = \frac{z_{Cu}\Delta m F}{M_{Cu}}," S143 Q328
	Q5051809 P2534 "\sum a_i f_i \sum b_j g_j = \sum a_i b_j f_i g_j" S143 Q328
	Q1434290 P2534 "\varphiX\times \R\rightarrow X" S143 Q328
	Q7359378 P2534 "\frac{\partial c}{\partial t} = \nabla \cdot (D \nabla c) - \nabla \cdot (\vec{v} c) + R" S143 Q328
	Q7878798 P2534 " R_i = 100 \times { price_i - maxprice \over maxprice } " S143 Q328
	Q5118892 P2534 "y^2-az^2=P(x), \, " S143 Q328
	Q1499157 P2534 "Z=\frac{LR_N(\beta_{ML,1},\beta_{ML,2})} {\sqrt{N}\omega_N}" S143 Q328
	Q23808446 P2534 " \underset{f \in \mathcal{H}}{\arg\!\min} \frac{1}{\ell} \sum_{i=1}^{\ell} V(f(x_i), y_i) + \gamma \left\\| f \right\\|_K^2 " S143 Q328
	Q232976 P2534 " \text{Standard error} \approx \sqrt{\frac{p(1-p)}{n}}" S143 Q328
	Q190524 P2534 "T(\mathbf{v}) = \lambda \mathbf{v}," S143 Q328
	Q6711207 P2534 "\lim_{h \to 0} \sup_{0 \leq t \leq 1 - h} \frac{\| B_{t+ h} - B_{t} \|}{\sqrt{2 h \log (1 / h)}} = 1." S143 Q328
	Q7269076 P2534 "U \|\psi\rangle_A \|\psi\rangle_B \|A\rangle_C = \|\psi\rangle_A \|0\rangle_B \|A'\rangle_C" S143 Q328
	Q1238474 P2534 " f(x) = \sum_{i=0}^n a_ix^i; g(x) = \sum_{i=0}^m b_ix^i" S143 Q328
	Q16966748 P2534 "-x^2 + y^2 = 1 - \frac{121665}{121666}x^2y^2," S143 Q328
	Q2268203 P2534 " -q\int dx^\mu A_\mu " S143 Q328
	Q931099 P2534 "\displaystyle \sum_{n=1}^\infty p_n 10^{-\left(n + \sum_{k=1}^n \lfloor \log_{10}{p_k} \rfloor \right)}" S143 Q328
	Q5348914 P2534 "\mathbf{K}_0 \mathbf{x}_{0i} = \lambda_{0i} \mathbf{M}_0 \mathbf{x}_{0i}. \qquad (0)" S143 Q328
	Q4914487 P2534 " (1 + x)^\alpha \approx 1 + \alpha x. " S143 Q328
	Q1269124 P2534 "k_{n+1} = 2\cdot k_{n} - 1,\!\," S143 Q328
	Q1482452 P2534 "p(z)=p_0+p_1 z+p_2 z^2+\cdots+p_m z^m,\;q(z)=q_0+q_1 z+q_2 z^2+\cdots+q_n z^n." S143 Q328
	Q28749 P2534 "L \approx C - H - kT" S143 Q328
	Q1295020 P2534 "S_i = k(T_a+T_{rx})B{\cdot}\frac{S_o}{N_o}" S143 Q328
	Q10853832 P2534 " X_{isth}, \; i = 1, \dots, N, \; s = 1, \dots, S, \; t = 1, \dots, T, \; h = 1, \dots, H, \, " S143 Q328
	Q4819058 P2534 "W = \{ u \in L^p ([0, T]; X_0) \| \dot{u} \in L^q ([0, T]; X_1) \}." S143 Q328
	Q5395710 P2534 "P_{\mathrm{error}\ 1\to 2} = \sum_{x_1^n(2)} Q(x_1^n(2))1(p(y_1^n\|x_1^n(2))>p(y_1^n\|x_1^n(1)))" S143 Q328
	Q852757 P2534 "a=\pi^{e_a}p_1^{e_1}p_2^{e_2}\cdots p_n^{e_n}" S143 Q328
	Q5128328 P2534 "Y^{S}(L^{D})" S143 Q328
	Q1624376 P2534 "H(X\|Y)\leq H(e)+P(e)\log(\|\mathcal{X}\|-1)," S143 Q328
	Q5038001 P2534 "<math chem>I_0/I~=~1~+~K_{SV}~[\ce{O2}]" S143 Q328
	Q1088984 P2534 " X_t = \mu + \varepsilon_t + \theta_1 \varepsilon_{t-1} + \cdots + \theta_q \varepsilon_{t-q} \," S143 Q328
	Q370634 P2534 " A^+ = (A^* A)^{-1} A^* \,." S143 Q328
	Q7308048 P2534 "\lim_{t \to \infty} \frac{1}{t}\int_0^t X(s) ds= \frac{\mathbb{E}[R]}{\mathbb{E}[\tau]}." S143 Q328
	Q7605884 P2534 "H^n(X;R) \to H^{2n}(X;R)" S143 Q328
	Q11386 P2534 "\displaystyle v=f\lambda" S143 Q328
	Q5299981 P2534 "\mathrm{C}_R(S)=\{r\in R \mid rs=sr \text{ for all } s\in S\}.\," S143 Q328
	Q17149502 P2534 "C(X_1, X_2, \ldots, X_n) \equiv \operatorname{D_{KL}}\left[ p(X_1, \ldots, X_n) \\| p(X_1)p(X_2)\cdots p(X_n)\right] \; ." S143 Q328
	Q37147 P2534 "R = r_0 A^{1/3} \," S143 Q328
	Q757269 P2534 "\vec{r}(u,v) = ( x(u,v), y(u,v), z(u,v) )" S143 Q328
	Q381680 P2534 "P=\frac {2St} {D}" S143 Q328
	Q1899871 P2534 " p + q=1 \, " S143 Q328
	Q7611259 P2534 "d\gamma = c a dz/z^2" S143 Q328
	Q3855712 P2534 "\gamma \colon [0,1] \rightarrow M" S143 Q328
	Q7098948 P2534 " \dot{\hat{\mathbf{x}}}_r(t) = A_r(t)\hat{\mathbf{x}}_r(t) + B_r(t){\mathbf{u}}(t)+K_r(t) \left( {\mathbf{y}}(t)-C_r(t)\hat{\mathbf{x}}_r(t) \right),\hat{\mathbf{x}}_r(0)={\mathbf{x}}_r(0)," S143 Q328
	Q2434524 P2534 " T = n\cdot T_0 " S143 Q328
	Q5837426 P2534 "a+b = 10\,\!" S143 Q328
	Q1753188 P2534 "f(x) = m x + b\ " S143 Q328
	Q948386 P2534 "f(x)=\lim_{k\to\infty}\left(\lim_{j\to\infty}\left(\cos(k!\pi x)\right)^{2j}\right)" S143 Q328
	Q5446972 P2534 "G=Gal(\mathbf{C}/\mathbf{R})=\mathbf{Z}/2 \mathbf{Z}." S143 Q328
	Q6555326 P2534 "S(f)=\frac{\Delta t}{N} \left\| \sum_{n=0}^{N-1} x_n e^{-i2\pi n \Delta t f} \right\|^2, \qquad -\frac{1}{2\Delta t} < f \le \frac{1}{2\Delta t}" S143 Q328
	Q1467124 P2534 "\|\Delta^n\| = \{(x_0, \dots, x_n) \in \mathbb{R}^{n+1} 0\leq x_i \leq 1, \sum x_i = 1 \}." S143 Q328
	Q902336 P2534 "\left(-\frac{\hbar^2}{2m} \frac{d^2}{d x^2} + \frac{1}{2}m \omega^2 x^2\right) \psi(x) = E \psi(x)" S143 Q328
	Q7277770 P2534 "S_{\text{CGHS}} = \frac{1}{2\pi} \int d^2x\, \sqrt{-g}\left\{ e^{-2\phi} \left[ R + 4\left( \nabla\phi \right)^2 + 4\lambda^2 \right] - \sum^N_{i=1} \frac{1}{2}\left( \nabla f_i \right)^2 \right\}, the following term" S143 Q328
	Q888791 P2534 "V_L = - {d\Phi_B \over dt} = - L {dI \over dt}" S143 Q328
	Q2078288 P2534 " f(x_1, x_2, \dots, x_n) = \sum_{k=1}^K c_k x_1^{a_{1k}} \cdots x_n^{a_{nk}}" S143 Q328
	Q1506253 P2534 " \prod_{p\in P} \frac{1}{1-1/p}=\prod_{p\in P} \sum_{k\geq 0} \frac{1}{p^k}=\sum_n\frac{1}{n}." S143 Q328
	Q1632433 P2534 "\bigcap_{j=1}^n X_j\ne\varnothing." S143 Q328
	Q18393083 P2534 "\alpha=\sum_{i=0}^{n-1}\omega^{-i}\phi^i(\beta)." S143 Q328
	Q1649097 P2534 " a_n = N\dot \lambda V" S143 Q328
	Q840376 P2534 "S(t,u) = p(t) + u r(t)\ " S143 Q328
	Q17092627 P2534 " 0\to VY\to TY\to Y\times_X TX\to 0, \qquad\qquad (1)" S143 Q328
	Q1951266 P2534 "\boldsymbol \mu = g {e \over 2m} \boldsymbol S ," S143 Q328
	Q838611 P2534 "V_n(R) = \frac{\pi^{n/2}}{\Gamma(\frac{n}{2} + 1)}R^n," S143 Q328
	Q7191426 P2534 "x+F \subset \bigcup_{n \in G} (S-n)" S143 Q328
	Q7379349 P2534 " N=I+S+R " S143 Q328
	Q230945 P2534 " \dot{\mathbf{x}}(t) = A(t) \mathbf{x}(t) + B(t) \mathbf{u}(t)" S143 Q328
	Q15857977 P2534 " u_{t}=a (u^{-2} u_x)_x " S143 Q328
	Q281212 P2534 "\mathcal{T} = \{A \subseteq X \mid A=\varnothing \mbox{ or } X \setminus A \mbox{ is finite} \}" S143 Q328
	Q5157285 P2534 "(g,g^a,g^b) \, " S143 Q328
	Q389407 P2534 " E_{\mathrm{int}} = \int \rho(\mathbf{r}) V(\mathbf{r}) d\mathbf{r}^3." S143 Q328
	Q5612135 P2534 " g(z) = f(z^{-1})^{-1}" S143 Q328
	Q668011 P2534 "\textstyle \frac{4,195,835}{3,145,727} = 1.333820449136241002" S143 Q328
	Q1362362 P2534 "\omega = \sqrt{g k}," S143 Q328
	Q4381442 P2534 " F(x_1,\ldots,x_n,u,u_{x_1},\ldots u_{x_n}) =0. \, " S143 Q328
	Q2804046 P2534 "\Delta f = -\frac{2f_0^2}{A \sqrt{ \rho_q \mu_q } }\Delta m." S143 Q328
	Q3964347 P2534 " \ln \frac{ p_v}{p_{v,o}} = \frac{ v_{liq} }{ R T } ( P - p_{v,o} ) \!" S143 Q328
	Q281854 P2534 "\forall x \exists y \forall z (\phi(y) \lor (\psi(z) \rightarrow \rho(x)))" S143 Q328
	Q1758384 P2534 "g = \frac{m}{r^2}" S143 Q328
	Q1780743 P2534 "T\mathcal{H} \to \mathcal{H}" S143 Q328
	Q5282590 P2534 "J = -E \frac{dc}{dx}, " S143 Q328
	Q17104082 P2534 "\frac{\partial A}{\partial z}+i\beta_2\frac{\partial^2A}{\partial t^2}=i\gamma\|A\|^2A" S143 Q328
	Q1466248 P2534 "P = i ^2 r " S143 Q328
	Q1047306 P2534 "\text{CFROI} = \frac {\text{Cash flow}} {\text{Market recapitalization}}" S143 Q328
	Q940990 P2534 "\frac{2\times S\uparrow \times\ S\downarrow}{S\uparrow +\ S\downarrow}" S143 Q328
	Q5251348 P2534 " \text{DICE} =3.00 + \frac {13HR + 3(BB + HBP) - 2K}{IP}" S143 Q328
	Q1601337 P2534 "\mathbf J = \sigma (-\boldsymbol \nabla V + \mathbf E_{\rm emf})" S143 Q328
	Q5125859 P2534 "\frac{1}{2}F (L_1 - L_0)." S143 Q328
	Q944241 P2534 " \int_a^b f(x) \,dx \approx \sum_{i=0}^n w_i\, f(x_i)" S143 Q328
	Q5129539 P2534 "ax + by < c \text{ and } ax + by \geq c," S143 Q328
	Q5349796 P2534 "\mathcal L=-R-K^{ab}_{mn}\nabla_a u^m\nabla_bu^n-\lambda (g_{ab}u^au^b-1)." S143 Q328
	Q5244711 P2534 "d_0\ M \to M " S143 Q328
	Q4785026 P2534 "E_{x,y} = \frac{\% \mbox{ change in } x}{\% \mbox{ change in } y}" S143 Q328
	Q7378966 P2534 " \frac {70 \text{ miles}}{\sin D} = \frac {\text{ritorno}}{\sin 45} = \frac {\text{avanzo}}{\sin 90} " S143 Q328
	Q3333538 P2534 " 2V \approx \sum_{s,t=1}^{3N-6} F_{st} S_s\, S_t. " S143 Q328
	Q629941 P2534 "r_j = a_j + b_{j1}F_1 + b_{j2}F_2 + \cdots + b_{jn}F_n + \epsilon_j" S143 Q328
	Q5384723 P2534 " \lambda(\tau) = 16q - 128q^2 + 704 q^3 - 3072q^4 + 11488q^5 - 38400q^6 + \dots. {{oeis\|id=A115977 }}" S143 Q328
	Q17098730 P2534 "\mathbf{A},\mathbf{B} \in M_{mn}(F)\,,\quad \mathbf{A} + \mathbf{B} \in M_{mn}(F) " S143 Q328
	Q332329 P2534 "r_c = \left\{ \frac{\partial V}{\partial J} \right\}_{V=0}" S143 Q328
	Q372799 P2534 "{R_n} = Operating expense stream" S143 Q328
	Q2655281 P2534 " B(u) \cap F(u) = B(u) \setminus (B(u) \setminus F(u)) = B(u) \setminus P(u) ." S143 Q328
	Q981351 P2534 "f(x_1,x_2,x_3)=(x-x_1)(x-x_2)(x-x_3)" S143 Q328
	Q6436041 P2534 "I(\lambda) d\lambda = K \left( \frac{\lambda}{\lambda_{min}} - 1 \right)\frac{1}{\lambda^2} d\lambda" S143 Q328
	Q264845 P2534 "\sigma \propto \dfrac{Gb}{r}, " S143 Q328
	Q3882299 P2534 "p(x) = \prod\limits_{t \in K} (x-t).\," S143 Q328
	Q6732229 P2534 " \frac{\operatorname{d}^2y}{\operatorname{d}\!x^2} +\left(\prod_{i=1}^n (x-p_i)^{-1}\right)\frac{\operatorname{d}\!y}{\operatorname{d}\!x} + y = 0 \, ? <span style="white-spacenowrap;">— [[UserFly by Night\|<span style="font-familySegoe print">'''''Fly by Night'''''</span>]] <font color="#000000">([[User talkFly by Night\|<span style="font-familySegoe print">talk</span>]])</font></span> 2145, 31 March 2012 (UTC)" S143 Q328
	Q6715476 P2534 "P = \frac{m}{w_{t}}" S143 Q328
	Q5275349 P2534 " E_T = (E_{i,x} \cdot t_x)^2 + (E_{i,y} \cdot t_y)^2 \, " S143 Q328
	Q4115573 P2534 "\Lambda_{\mathrm{m}} = \frac{\kappa}{c}" S143 Q328
	Q5196078 P2534 "dx^2 + dy^2 \neq dl^2." S143 Q328
	Q4884978 P2534 "T_{abcd}=C_{aecf}C_{b} {}^{e} {}_{d} {}^{f} + \frac{1}{4}\epsilon_{ae}{}^{hi} \epsilon_{b}{}^{ej}{}_{k} C_{hicf} C_{j}{}^{k}{}_{d}{}^{f}" S143 Q328
	Q182667 P2534 " H=G=\left\|2A-1 \right\|=\left\|1-2B \right\| \, " S143 Q328
	Q2121952 P2534 "(x-x_0)^2+(y-y_0)^2=r^2." S143 Q328
	Q757999 P2534 "\sum_f P(d_m^y \| f, m, a_1) = \sum_f P(d_m^y \| f, m, a_2)," S143 Q328
	Q1077518 P2534 "\text{throughput} = \text{sales revenue} - \text{totally variable costs}" S143 Q328
	Q7264799 P2534 "\sum_n\frac{1-\operatorname{Im} z_n}{\|z_n\|^2}<\infty" S143 Q328
	Q7618551 P2534 "A=-P_\sigma\triangle," S143 Q328
	Q294894 P2534 "\frac{\mathrm{CPU~speed}}{\left\lceil\frac{\mathrm{CPU~multiplier}}{\mathrm{DRAM~divider}}\right\rceil}=\mathrm{DRAM~speed}" S143 Q328
	Q17009882 P2534 " \nu=(D_1-D_2)\frac{\partial N_1}{\partial x}=(D_2-D_1)\frac{\partial N_2}{\partial x}" S143 Q328
	Q7661844 P2534 "\omega_{p}({\mathbf e}_j,{\mathbf e}_k)=\omega_{p}({\mathbf f}_j,{\mathbf f}_k)=0\, and \omega_{p}({\mathbf e}_j,{\mathbf f}_k)=\delta_{jk}\," S143 Q328
	Q3507963 P2534 "\mathrm{d}s^2={1\over k^2 y^2}(\mathrm{d}y^2+\eta_{\mu\nu}\,\mathrm{d}x^\mu\, \mathrm{d}x^\nu)" S143 Q328
	Q7116933 P2534 " p_\text{rep} = \left[ 1 + \left( \frac{p}{1-p} \right)^{\frac{2}{3}} \right]^{-1}." S143 Q328
	Q1588200 P2534 " x_0,\ x_1=f(x_0),\ x_2=f(x_1),\ \dots,\ x_i=f(x_{i-1}),\ \dots" S143 Q328
	Q1155772 P2534 "\operatorname{Hom}_{\rm Schemes}(X, \operatorname{Spec}(A)) \cong \operatorname{Hom}_{\rm CRing}(A, {\mathcal O}_X(X))." S143 Q328
	Q7993751 P2534 "1+2+3+\cdots = -\frac{1}{12}\ (\Re)" S143 Q328
	Q1191319 P2534 "\nu(A) = \int_A f \, d\mu" S143 Q328
	Q1050524 P2534 "q = \frac{\text{Market value of installed capital}}{\text{Replacement cost of capital}}" S143 Q328
	Q898720 P2534 "MDA = \frac{2.707+4.65\sqrt{N}}{ET} " S143 Q328
	Q2307012 P2534 "\ln K_{eq}=-\frac{\Delta {G^o}}{RT}\, " S143 Q328
	Q5282069 P2534 "MV=Y" S143 Q328
	Q532078 P2534 "\tan{(\theta)} \approx \mu_\mathrm{s}\," S143 Q328
	Q1163709 P2534 "G = \frac {v_o}{v_i} = \frac{v_f}{v_i}\frac {v_o}{v_f} = \beta A(j \omega)\,]]" S143 Q328
	Q2778212 P2534 " A\mathbf{x}=\mathbf{b}." S143 Q328
	Q5175397 P2534 "\forall x \in S, \quad \alpha(x,x) = 0." S143 Q328
	Q848354 P2534 " \frac {E(R_i)- R_f}{\beta_{i}} = E(R_m) - R_f " S143 Q328
	Q8080668 P2534 "\operatorname{dist}(x,Z)^\alpha \le C\|f(x)\|. \, " S143 Q328
	Q17091707 P2534 " \frac {F_\mathrm{m}} {L} = 2 k_\mathrm{m} \frac {I_1 I_2 } {r} where k_\mathrm{m} = \frac {\mu_0}{ 4 \pi} \ (SI units)" S143 Q328
	Q78974 P2534 "\chi_{\rm A} - \chi_{\rm B} = ({\rm eV})^{-1/2} \sqrt{E_{\rm d}({\rm AB}) - [E_{\rm d}({\rm AA}) + E_{\rm d}({\rm BB})]/2}" S143 Q328
	Q7140384 P2534 " X_0 \cap X_1" S143 Q328
	Q518831 P2534 "P([\omega_1, \omega_2,\cdots ,\omega_n])= p^k (1-p)^{n-k}" S143 Q328
	Q6824328 P2534 "\|d(p,y) - d(p,z)\| > d(y,z) - \epsilon." S143 Q328
	Q3845212 P2534 "1 \rightarrow {\rm Aut}_0(X) \rightarrow {\rm Aut}(X) \rightarrow {\rm MCG}(X) \rightarrow 1." S143 Q328
	Q1484649 P2534 "p(\lambda)\equiv \det(\lambda I_n-A)=\sum_{k=0}^{n} c_k \lambda^k~," S143 Q328
	Q143077 P2534 " v = \omega r \text{.}" S143 Q328
	Q5033599 P2534 "\left(\pm1,\ \pm1,\ \pm(1+\sqrt{2}),\ \pm(1+\sqrt{2})\right)" S143 Q328
	Q259838 P2534 " g(n)=\sum_{d\,\mid \,n}f(d)\quad\text{for every integer }n\ge 1" S143 Q328
	Q7307248 P2534 " \mathbb{P} \left(\sup_{0 \leq s \leq t} W(s) \geq a \right) = 2\mathbb{P}(W(t) \geq a) " S143 Q328
	Q6511269 P2534 "\sum_{k\ge 0} \beta_kz^k = \exp\left(\sum_{k\ge 1} \alpha_kz^k\right)" S143 Q328
	Q1196652 P2534 "{\mathbf e}_1 = \begin{bmatrix}1\\0\end{bmatrix},\quad {\mathbf e}_2 = \begin{bmatrix}0\\1\end{bmatrix}." S143 Q328
	Q5380514 P2534 " Q = mc_{p} \Delta T " S143 Q328
	Q2895075 P2534 " \chi_{i,j} = {\vec{d}_{i,j}\cdot\vec{E}_0 \over \hbar}" S143 Q328
	Q1686462 P2534 " \sigma(n) \le H_n + e^{H_n} \ln H_n \, " S143 Q328
	Q6786270 P2534 " \delta\left((x,y),(x',y')\right)=\min\left\{\max \{\|x-x'\|,\|y-y'\|\}, \max\left\{\frac{y-x}{2},\frac{y'-x'}{2}\right\}\right\}." S143 Q328
	Q840023 P2534 "(1 - x) (1 + x + x^2 + \cdots + x^{n-1}) = 1 - x^n = 1." S143 Q328
	Q3841682 P2534 "\hat P_{MU}(e^{j \omega}) = \frac{1}{\sum_{i=p+1}^{M} \|\mathbf{e}^{H} \mathbf{v}_i\|^2}," S143 Q328
	Q11216 P2534 "e^{\ln(x)} = x \qquad \mbox{if }x > 0" S143 Q328
	Q7858591 P2534 "\mathrm{\frac{P(ALOB\;and\;BB)}{P(ALOB)}} = \frac{\frac14}{0+\frac18+\frac18+\frac14} = \frac12 \,." S143 Q328
	Q777494 P2534 " Y(t)=K(t)^{\alpha}(A(t)L(t))^{1-\alpha}\," S143 Q328
	Q25113033 P2534 " \mu_H = \cfrac{m_H m_H}{m_H +m_H} = \cfrac{1}{2}.\!\," S143 Q328
	Q620538 P2534 "\delta_{i,j} = distance between i-th and j-th objects." S143 Q328
	Q745829 P2534 " V_1 = Z_{11} I_1 + Z_{12} I_2 " S143 Q328Q602886 P2534 "P = \emptyset\,\,\, \| \,\,\,a.P_1\,\,\, \| \,\,\,A\,\,\, \| \,\,\,P_1+P_2\,\,\, \| \,\,\,P_1\|P_2\,\,\, \| \,\,\,P_1[b/a]\,\,\, \| \,\,\,P_1{\backslash}a\,\,\," S143 Q328
	Q1056809 P2534 "\alpha^{-1}W_{\alpha^2 t}" S143 Q328
	Q193442 P2534 "\{ Q_{ \alpha }, \bar{Q_{ \dot{ \beta }}} \} = 2( \sigma{}^{\mu} )_{ \alpha \dot{ \beta }} P_{\mu} " S143 Q328
	Q1622047 P2534 " HH_n(A,M) = \text{Tor}_n^{A^e}(A, M)" S143 Q328
	Q583095 P2534 "x_1, x_2 \in I" S143 Q328
	Q263421 P2534 " F_\text{m} =\frac{l_\text{n}}{l_\text{m} + l_\text{n}} W." S143 Q328
	Q4950395 P2534 "X_t = x + ct - \sum_{i=1}^{N_t} \xi_i \quad \text{ for t} \geq 0." S143 Q328
	Q17027747 P2534 " S_n = X_1 + \cdots + X_n, \, " S143 Q328
	Q6423819 P2534 "q = \frac16 \sqrt{2 \pi} \Delta P \frac{d^3}{ l \sqrt{\rho_1}}," S143 Q328
	Q7395333 P2534 "\exist s[s<r \land Fxs]." S143 Q328
	Q203435 P2534 " H(S) = - \sum_{x \in X} p(x) \log_{2} p(x) " S143 Q328
	Q18378116 P2534 " X(k_1,k_2,\dots,k_m) = \sum_{n_1=-\infty}^\infty \sum_{n_2=-\infty}^\infty \cdots \sum_{n_m=-\infty}^\infty x(n_1,n_2,\dots,n_m) e^{-j 2 \pi k_1 n_1} e^{-j 2 \pi k_2 n_2} \cdots e^{-j 2 \pi k_m n_m}" S143 Q328
	Q5382669 P2534 " \kappa^{2} \equiv \frac{2 \Omega}{R}\frac{d}{dR}(R^2 \Omega), where R is the radial co-ordinate.<ref>p161, Astrophysical Flows, Pringle and King 2007</ref>" S143 Q328
	Q7322366 P2534 " \rho_{f,p} \simeq \rho_{g,p}. " S143 Q328
	Q460184 P2534 "\begin{alignat}{2}\text{Net Cash Flows from Financing Activities} = & \left[\text{Dividends received from }3^{{\rm rd}}\text{ parties}\right]\\ & -\left[\text{Dividends paid to }3^{{\rm rd}}\text{ parties}\right]\\ & - [\text{Dividends paid to NCI but not} \\ & \text{intracompany dividend payments}] \end{alignat}" S143 Q328
	Q25101042 P2534 "o_{X, x} = \operatorname{H}_n(X, X - \{x\})" S143 Q328
	Q5441610 P2534 " \sum_{1 \leq i < j \leq N} \\|x_i - x_j \\|^{-s} " S143 Q328
	Q911437 P2534 "C_f = N_v - U_e - \frac {B_n}{2}" S143 Q328
	Q271860 P2534 "T = 4600\left( {\frac{1}{{0.92(B - V) +1.7}} + \frac{1}{{ 0.92(B - V)+0.62}}} \right) " S143 Q328
	Q7828122 P2534 "S=\mathbf{r^TWr}," S143 Q328
	Q7996827 P2534 "f\left(\begin{pmatrix}1 & b \\ 0 & 1\end{pmatrix}g\right) = \tau(b)f(g). " S143 Q328
	Q3730881 P2534 " p_n' (t)= (n-1)\beta p_{n-1}(t) + n\beta p_{n}(t) " S143 Q328
	Q7837618 P2534 "\pi_{i+}=\sum_{j=1}^c\pi_{ij} and \pi_{+j}=\sum_{i=1}^r\pi_{ij}." S143 Q328
	Q2246292 P2534 "v = \sum _{1 \leq i \leq n, 1 \leq j \leq m} \beta _{ij} e_i \otimes f_j" S143 Q328
	Q18407944 P2534 "L = \tfrac12 \rho V^2 S C_L" S143 Q328
	Q1663458 P2534 "\mathbf e_{m+1}=\sum_{i = 1}^m\ c_i\mathbf e_i." S143 Q328
	Q5158327 P2534 "\alpha(\epsilon) = \sup \left\{\mu( X \setminus A_\epsilon) \, \| \, \mu(A) \geq 1/2 \right\}," S143 Q328
	Q3924046 P2534 "k=\frac{1}{3}Cv_g\Lambda=\frac{1}{3}Cv_g^2\tau" S143 Q328
	Q7254693 P2534 "G\subset {\mathbb{C}}^n" S143 Q328
	Q821001 P2534 "R = \frac{\mathbb{F}_q[x]}{\langle f(x) \rangle}." S143 Q328
	Q4753046 P2534 "\overline{X}_n = \frac{X_1+\,\cdots\,+X_n}{n}" S143 Q328
	Q1330884 P2534 "3/2 \times x + 4 = 10.\ " S143 Q328
	Q7901791 P2534 "\mathrm{ppmv} = \mathrm{mg}/\mathrm{m}^3\cdot \frac{(0.08205\cdot T)}{M}" S143 Q328
	Q17075276 P2534 "K^\flat = \varprojlim_{x \mapsto x^p} K \ . " S143 Q328
	Q7395403 P2534 " S_x(t,f) = \int_{-\infty}^{\infty} x(\tau)\|f\|e^{- \pi (t- \tau)^2 f^2} e^{-j2 \pi f \tau} \, d \tau " S143 Q328
	Q134210 P2534 " \frac{1}{pq} = \frac{1}{N}\times\frac{N}{pq} " S143 Q328
	Q2852446 P2534 "\emptyset = M_{-1} \subset M_0 \subset M_1 \subset M_2 \subset \dots \subset M_{m-1} \subset M_m = M" S143 Q328
	Q254487 P2534 " S=\frac{n_e}{a_0n_{cr}}," S143 Q328
	Q2588098 P2534 "\sigma^2_1\sigma^2_2\sigma^{-1}_1\sigma^{-2}_2.\," S143 Q328
	Q1419948 P2534 " \operatorname{Ei}(x)=-\int_{-x}^{\infty}\frac{e^{-t}}t\,dt.\," S143 Q328
	Q1663717 P2534 " {m} = {\iiint\limits_V\! \rho \,\mathrm{d}V}. " S143 Q328
	Q7687976 P2534 " y^2+xy=x^3+a_4x+a_6" S143 Q328
	Q2744368 P2534 "\cosh (\gamma'd) = \cosh (\gamma d) + \frac{Z}{2Z_0} \sinh (\gamma d)" S143 Q328
	Q7643268 P2534 "y^m = f(x)," S143 Q328
	Q7051823 P2534 " (1-\varepsilon) g(n) \le f(n) \le (1+\varepsilon) g(n) \, " S143 Q328
	Q5244715 P2534 " H^q(X,\mathcal F) \cong H^q(\mathcal F^\bullet(X)), " S143 Q328
	Q7208511 P2534 " \mathit{QthD} = \frac{S \times 17 \times 3600}{T_s} \times \mathit{SF}" S143 Q328
	Q3883775 P2534 "L^x(t) =\int_0^t \delta(x-B_s)\,ds," S143 Q328
	Q7198892 P2534 "M_{c/4} = M_\text{indicated} + \mathbf{x}\times (D_\text{indicated}, L_\text{indicated})" S143 Q328
	Q5302749 P2534 "p_L(y) = (y-1)(y-m-1)\cdots(y-[n-1]m-1) ," S143 Q328
	Q1949855 P2534 " N_a = \frac{N_t}{E}" S143 Q328
	Q592333 P2534 "I(\tilde{\nu}) = I_{0}(\tilde{\nu}) \exp(-\alpha(\tilde{\nu})L) = I_{0}(\tilde{\nu}) \exp(-\sigma(\tilde{\nu})NL)" S143 Q328
	Q25203193 P2534 "\nabla_{\dot\gamma}{\dot\gamma} =\frac{\nabla\dot\gamma}{d\tau}." S143 Q328
	Q631360 P2534 "\sum_{c\,\in\, C} (p_{c,t}\cdot q_{c,t})" S143 Q328
	Q25109649 P2534 " W^g_z(t, f)=\mathcal{F}_{\tau\to f}\left[K^g_z(t, \tau)\right] " S143 Q328
	Q3966931 P2534 "B(t) = \sum_{i=0}^{n}\beta_{i}b_{i,n}(t) ," S143 Q328
	Q7139958 P2534 "f(z) = \sum^\infty_{k = 0} a_k z^k," S143 Q328
	Q4335500 P2534 "U_D(d) \ = \ U_O(f(d)) .\," S143 Q328
	Q6730900 P2534 " \theta_\mathrm{m} = \arccos \frac{1}{\sqrt{3}} = \arctan \sqrt{2} \approx 0.955\,32\ \text{rad} \approx 54.7^\circ \! ," S143 Q328
	Q4770540 P2534 " Ax \mapsto 2\sqrt{x+\tfrac{3}{8}} \, " S143 Q328
	Q16969335 P2534 " C_{p^m} \!" S143 Q328
	Q7249472 P2534 "U(a,1)\begin{pmatrix}0&1\\1&0\end{pmatrix} = U(1,a) \thicksim U(a^{-1},1)." S143 Q328
	Q1306230 P2534 "\min\sum_{i=1}^n c_i x_i" S143 Q328
	Q472251 P2534 "a=\sqrt[3]{\mu\left(\frac{P}{2\pi}\right)^2}" S143 Q328
	Q5046374 P2534 "\frac{1}{\tau_n(N)}= A + BN + CN^2" S143 Q328
	Q555857 P2534 "\mbox{C}_n\mbox{H}_a\mbox{O}_b\mbox{N}_c + \left( n + \frac{a}{4} - \frac{b}{2} - \frac{3}{4}c \right)\mbox{O}_2 \rightarrow n\mbox{CO}_2 + \left( \frac{a}{2} - \frac{3}{2}c \right)\mbox{H}_2\mbox{O} + c\mbox{NH}_3" S143 Q328
	Q5259310 P2534 "y^{-1}N=\{r\in R \mid yr\in N \} \," S143 Q328
	Q1720536 P2534 "n=\frac{2\pi}{P}, \qquad n=\frac{360^\circ}{P}, \quad \mbox{or} \quad n=\frac{1}{P}," S143 Q328
	Q7205562 P2534 "{\mathcal{P}} = \{ z \in G \mid f(z) = - \infty \} " S143 Q328
	Q811197 P2534 " DAF = \frac{{u_{max}}}{{u_{static}}}" S143 Q328
	Q16981474 P2534 "A = T(V) / R," S143 Q328
	Q648027 P2534 " k-(\operatorname{rank} G-\operatorname{rank} H)\leq 5. " S143 Q328
	Q7168650 P2534 "A = \left \{ f_1, f_2, ..., f_n \right \}" S143 Q328
	Q2858841 P2534 "\mathcal{L}\{f'\}=s\mathcal{L}\{f\}-f(0)" S143 Q328
	Q1908689 P2534 " \frac{d^2y}{dx^2}+[a-2q\cos (2x) ]y=0, \;\; or\; with\;\; q = h^2 \;\; \frac{d^2y}{dx^2}+[a-2h^2\cos (2x)]y=0. " S143 Q328
	Q5374 P2534 " \sin(x)+\frac{1}{3}\sin(3x)+\frac{1}{5}\sin(5x)+\dotsb." S143 Q328
	Q7439094 P2534 " D(\mathbf{x})=A(\mathbf{x}) + \mathbf{d}. " S143 Q328
	Q334025 P2534 "(1+i_d) = \frac {S} F (1+i_f)" S143 Q328
	Q7941849 P2534 " Q_A=-\int\limits_{\text{Voronoi cell }A}\Big(\rho (\mathbf{r})-\sum_B \rho_B (\mathbf{r} )\Big) d \mathbf{r}" S143 Q328
	Q6161486 P2534 "x=d_n\dots d_2d_1d_0.d_{-1}d_{-2}\dots d_{-m}" S143 Q328
	Q1077153 P2534 " \qquad \frac {PV}{T}= k " S143 Q328
	Q4914013 P2534 "k_{\rm on}\,[{\rm R}]\,[{\rm L}] = k_{\rm off}\,[{\rm RL}]," S143 Q328
	Q1149225 P2534 "(a_1^2+a_2^2+a_3^2+a_4^2)(b_1^2+b_2^2+b_3^2+b_4^2)=\," S143 Q328
	Q3258310 P2534 "F(x;\alpha)=\frac{1}{(1+e^{-x})^\alpha} \equiv (1+e^{-x})^{-\alpha}, \quad \alpha > 0 ." S143 Q328
	Q874906 P2534 " CTF(u)=A(u)E(u)\sin(\chi(u))" S143 Q328
	Q13823786 P2534 "{n(5n^2-5n+2) \over 2}" S143 Q328
	Q3527263 P2534 "\bot \; \sqsubseteq \; f(\bot) \; \sqsubseteq \; f\left(f(\bot)\right) \; \sqsubseteq \; \dots \; \sqsubseteq \; f^n(\bot) \; \sqsubseteq \; \dots" S143 Q328
	Q288500 P2534 " \Phi(a'_{i},a_{-i})-\Phi(a''_{i},a_{-i}) = u_{i}(a'_{i},a_{-i})-u_{i}(a''_{i},a_{-i})" S143 Q328
	Q2081768 P2534 "C_p = I^k t," S143 Q328
	Q1229401 P2534 "L = L_{0}\sqrt{1-v^{2}/c^{2}} = L_{0}/{\gamma(v)}" S143 Q328
	Q5532462 P2534 " \sum_{i=1}^m x_{ij} = 1 \qquad j=1, \ldots, n;" S143 Q328
	Q245457 P2534 " \frac{\mathrm{Prerequisite Justification}_1, \dots , \mathrm{Justification}_n}{\mathrm{Conclusion}}" S143 Q328
	Q7180906 P2534 "n=1-\delta+i\beta." S143 Q328
	Q7049316 P2534 " \exists X ( \exists x,y (Xx \land Xy \land Axy) \land \exists x \neg Xx \land \forall x\, \forall y (Xx \land Axy \rightarrow Xy))" S143 Q328
	Q5336608 P2534 "ds^{2} = -\left(1-\frac{2GM}{r} \right) dt^2 + \left(1-\frac{2GM}{r}\right)^{-1}dr^2+ r^2 d\Omega^2 " S143 Q328
	Q7269035 P2534 " x \mapsto f(x) ''easy''" S143 Q328
	Q6674017 P2534 "W=L_w+L_t" S143 Q328
	Q355892 P2534 " \int {R(x)\over P(x)} \, dx = {T(x)\over S(x)} + \int {X(x)\over Y(x)} \, dx, " S143 Q328
	Q4730075 P2534 "AOP_m(x) = \sum_{i=0}^{m} x^i" S143 Q328
	Q7631785 P2534 "\frac { dU(r,w)}{ dr} - ik(w)U(r,w)=0 \quad (1.1)" S143 Q328
	Q5348937 P2534 " f(u_0, x_0) " S143 Q328
	Q7269016 P2534 "q = e^{i h} = e^{2 \pi i \hbar} \," S143 Q328
	Q7247779 P2534 "\alpha=\sum_{i=0}^{n-1}\omega^{-i}\phi^i(\beta)." S143 Q328
	Q13424705 P2534 "\pi_k^n(x_1,\dots,x_n)=x_k," S143 Q328
	Q383238 P2534 "H_\varepsilon = \{z=(z_1,z_2)\in\Delta^2\|z_1\|<\varepsilon\ \ \text{or}\ \ 1-\varepsilon< \|z_2\|\}" S143 Q328
	Q14026181 P2534 "\bar x(t) = \frac{1}{N} \sum_{k=1}^N x(t,k) = s(t) + \frac{1}{N} \sum_{k=1}^N n(t,k) ." S143 Q328
	Q3225860 P2534 "1093 = 1111111_3 = 3^6 + 3^5 + 3^4 + 3^3 + 3^2 + 3^1 + 3^0 = \frac{3^7-1}{2} \, ." S143 Q328
	Q7280358 P2534 "\beta = \sqrt{n^2(a) k^2 -(l/a)^2}" S143 Q328
	Q1528006 P2534 "\pi = 2i\log{1 - i \over 1 +i}" S143 Q328
	Q124656 P2534 "2\sqrt{3}\approx 3.464 (for the equatorial geodesic), \sqrt{13}\approx 3.606, 4 (for the geodesic through the midpoints of opposite edges), 2\sqrt{7}\approx 5.292, and \sqrt{19}\approx 4.359." S143 Q328
	Q1935541 P2534 "\{b, (\varepsilon,g);(a_1,b_1),\dots,(a_r,b_r)\}\," S143 Q328
	Q786435 P2534 "\phi\mathcal{X} \rightarrow \mathcal{F}" S143 Q328
	Q5532498 P2534 " Z = \sqrt{n}(\overline{X} - \mu)/ \sigma \sim N(0,1)" S143 Q328
	Q17155717 P2534 "y_c\, is the critical depth (L)" S143 Q328
	Q3093172 P2534 "GEH=\sqrt{\frac{2(M-C)^2}{M+C}}" S143 Q328
	Q3273117 P2534 " \Delta P = \frac{8 \mu L Q}{ \pi r^4} " S143 Q328
	Q1054680 P2534 "r_a \approx \alpha + \beta r_b" S143 Q328
	Q3710046 P2534 " C(f)\le \frac{2^n}{n} + o\left(\frac{2^n}{n}\right). " S143 Q328
	Q5606780 P2534 " \int_0^x \, \frac{du}{1+u^2} = \arctan x = x - \frac{x^3}{3} + \frac{x^5}{5} - \frac{x^7}{7} + \cdots " S143 Q328
	Q2344309 P2534 " q(x) = \left(x_1^2+\cdots + x_k^2\right)-\left(x_{k+1}^2+\cdots + x_n^2\right)&nbsp;which is called the ''magnitude'' of the vector {{math\|''x''}}." S143 Q328
	Q7820816 P2534 "f_{i,j} = n_1[+n_2[+n_3[+n_4[+n_5[+n_6]]]]]" S143 Q328
	Q243758 P2534 "e(v)=\tfrac{1}{2}v." S143 Q328
	Q7606742 P2534 "\mathrm{SURE}(h) = d\sigma^2 + \\|g(x)\\|^2 + 2 \sigma^2 \sum_{i=1}^d \frac{\partial}{\partial x_i} g_i(x), " S143 Q328
	Q165309 P2534 " X^T A X \geq 0 " S143 Q328
	Q902756 P2534 "I(x) = I_0 e^{-\alpha\,c\,x} \," S143 Q328
	Q4375892 P2534 "\left\langle 0 \| T\left\{ \mathcal{O}_1(x) \mathcal{O}_2(0) \right\} \| 0 \right\rangle " S143 Q328
	Q21072718 P2534 "" S143 Q328
	Q7690281 P2534 "\mathbf{u} = \left[U(z)+u'(x,z,t), 0 ,w'(x,z,t)\right], \, " S143 Q328
	Q6443113 P2534 "D_{KL}(P\\|Q) \ge \Psi_Q^*(\mu'_1(P))," S143 Q328
	Q1476051 P2534 "x_{n+1} = x_n - \frac {2 f(x_n) f'(x_n)} {2 {[f'(x_n)]}^2 - f(x_n) f''(x_n)} " S143 Q328
	Q358136 P2534 " \Delta G_{vap} = \Delta H_{vap} - T_{vap} \times \Delta S_{vap} = 0," S143 Q328
	Q4644299 P2534 "\left(1/6,\ \sqrt{1/28},\ \sqrt{1/21},\ \sqrt{1/15},\ \sqrt{1/10},\ \sqrt{1/6},\ \sqrt{1/3},\ \pm1\right)" S143 Q328
	Q7921124 P2534 "[Rf_!\mathcal{F},\mathcal{G}] \cong [\mathcal{F},f^!\mathcal{G}] . \,\!" S143 Q328
	Q857089 P2534 "f(z)=z+\sum_{n\geq 2} a_n z^n" S143 Q328
	Q1757469 P2534 "L(t)=F(t)+xF^\prime(t). \, " S143 Q328
	Q17104686 P2534 "ds^2 = -e^{2\nu}dt^2 + \rho^2 B^2 e^{-2\nu}(d\phi - \omega dt)^2 + e^{2(\lambda - \nu)}(d\rho^2 + dz^2)" S143 Q328
	Q901927 P2534 "k \, \stackrel{\text{def}}{=} \, \lim_{\tau \to 0}{\log \|f(\tau)\| \over \log \|\tau\|} \text{.}" S143 Q328
	Q1476195 P2534 "d = \min_{x,y \in C, x \neq y} d(x,y) " S143 Q328
	Q4770869 P2534 "\theta(n)\geqslant\left(\frac{\alpha}{c+v}\right)\left(1+\frac{1}{2}+\cdots+\frac{1}{n}\right)\,\!. " S143 Q328
	Q13690522 P2534 "p(E)=1+p_1(E)+p_2(E)+\cdots\in H^*(M,\mathbf{Z})," S143 Q328
	Q6935131 P2534 "L(M,V,s) = \sum_{\mu\in \{M-0\}/V} \frac{\operatorname{sign} N(\mu)}{\|N(\mu)\|^s}" S143 Q328
	Q7209084 P2534 "\sum_if_{i*}\alpha_i\equiv 0, " S143 Q328
	Q1227685 P2534 " a_n = \frac{1}{2\pi} \int_{-\pi}^\pi f(x) e^{-inx}\, dx. " S143 Q328
	Q7127522 P2534 "G^=G^_m(1+5\phi H^*) " S143 Q328
	Q289411 P2534 "(x_n)_{n\in\mathbf{N}},\quad x_n\in\mathbf{K}." S143 Q328
	Q4138121 P2534 "\mathsf{2Ce + 6H_2O \ \xrightarrow{90^oC}\ 2Ce(OH)_3\downarrow + 3H_2\uparrow }" S143 Q328
	Q7179766 P2534 " [-1, 0, 1]\text{ and }[-1, 0, 1]^\top.\," S143 Q328
	Q5136674 P2534 "p(y,x)=\sum_1^n w_jp_j(y,x), " S143 Q328
	Q1033874 P2534 "\frac{d}{dx} f(x) = g(x)h(f(x))" S143 Q328
	Q470531 P2534 "(a\ b\ c) for ax^2 + bx + c." S143 Q328
	Q909313 P2534 " Ar= \frac{Gr}{Re^2} <ref>{{cite book \| author=[[Frank P. Incropera\|Incropera, F. P.]]\| title=Fundamentals of Heat and Mass Transfer, 5th Ed.\| publisher=Wiley\| year=2001 \| isbn=978-0471386506 }}</ref>" S143 Q328
	Q17086813 P2534 "S=\{ s_n \}_{n\in\N},\," S143 Q328
	Q80729 P2534 "T_\mathrm{amortized}(m) = O(m \log n)" S143 Q328
	Q2872 P2534 "f_i\mathbb{R}^2\to \mathbb{R}^2." S143 Q328
	Q5620555 P2534 " Q(\alpha_i,\beta_i) = 0 \, " S143 Q328
	Q7160160 P2534 "e_v = m_v g_v r \ln \left ({S \over r} \right )" S143 Q328
	Q5870963 P2534 " f(z + \omega) = f(z) + C " S143 Q328
	Q866456 P2534 "P_\mathrm{R} = (-1)^{3B+L+2s}," S143 Q328
	Q5475787 P2534 " \widehat{\mu}(x) = \int_{\widehat{G}} \overline{X(x)} \, d \mu(X), \quad x \in G " S143 Q328
	Q5524281 P2534 "\{ r \in M \mid \mbox{for some } x \in M, \Delta = x r \}," S143 Q328
	Q576355 P2534 "Y = AK\," S143 Q328
	Q293137 P2534 "\forall w\,[B(0,w)\land\forall x\,(B(x,w)\to B(x+1,w))\to\forall x\,B(x,w)]." S143 Q328
	Q3720173 P2534 "\lambda = \frac{h}{p}," S143 Q328
	Q2125043 P2534 " f(x) = m_0 + m_1 x + \ldots + m_{n-1} x^{n-1} " S143 Q328
	Q7272896 P2534 "f_1,f_2 X \to Y\," S143 Q328
	Q4724018 P2534 "p_i=\mathrm{Pr}(X=i),\quad i=0,1,2" S143 Q328
	Q1369621 P2534 "S \left(\mathbf{R}^n\right) = \left \{ f \in C^\infty(\mathbf{R}^n) \\|f\\|_{\alpha,\beta} < \infty\quad \forall \alpha, \beta \in\mathbb{Z}^n_+\right \}, " S143 Q328
	Q245472 P2534 "{D \zeta \over Dt} + \beta v = f_0 {\partial w \over \partial z}," S143 Q328
	Q5527842 P2534 " \rho_1 v_{n1} = \rho_2 v_{n2}, " S143 Q328
	Q2493819 P2534 " \text{sum} = I(C) + I(A) - I(B) - I(D). \, " S143 Q328
	Q25303636 P2534 " \gamma_\mathbf{u} = \frac{1}{\sqrt{1-\frac{\|\mathbf{u}\|^2}{c^2} } }" S143 Q328
	Q1868104 P2534 "\operatorname{logit}(p)=\log\left( \frac{p}{1-p} \right) =\log(p)-\log(1-p)=-\log\left( \frac{1}{p} - 1\right). \!\," S143 Q328
	Q2858853 P2534 " \square + \underbrace{\square \cos\theta + \square\sin\theta}_1 + \underbrace{\square \cos(2\theta) + \square\sin(2\theta)}_2 + \underbrace{\square \cos(3\theta) + \square\sin(3\theta)}_3 + \cdots \, " S143 Q328
	Q17067052 P2534 "D^{(r)} X^n = \binom{n}{r} X^{n-r}, \ " S143 Q328
	Q1182685 P2534 "\, Q(x) = B(x,x) " S143 Q328
	Q7939998 P2534 "C = f(S, \sigma, \cdot) \," S143 Q328
	Q44746 P2534 "\psi(x) \propto e^{ik_0 x} = e^{ip_0 x/\hbar} ~." S143 Q328
	Q6543828 P2534 "\forall (f_1,f_2) \in \mathbb{R}(Z)^2, \delta f_1 f_2 = f_1 \delta f_2 + f_2 \delta f_1." S143 Q328
	Q7077447 P2534 "\frac{x}{y} = \sum\frac{1}{2a_i+1}," S143 Q328
	Q2564682 P2534 "(1 + i_\$) = \frac {E_tS_{t + k}} {S_t} (1 + i_c)" S143 Q328
	Q24107961 P2534 "\textrm{id} \otimes \phi \mathbb{C}^{k \times k} \otimes A \to \mathbb{C}^{k \times k} \otimes B" S143 Q328
	Q917521 P2534 "Y = \sqrt{\sum_{i=1}^k \left(\frac{X_i-\mu_i}{\sigma_i}\right)^2}" S143 Q328
	Q336787 P2534 "F(x) = \sum^{\infty}_{n=0}f_nx^n" S143 Q328
	Q110394 P2534 "\sum_{n=0}^\infty[S^{[n]}]t^n=\prod_{m=1}^\infty Z(S,{\Bbb L}^{m-1}t^m)" S143 Q328
	Q6823720 P2534 "\operatorname{E}(X^k)\," S143 Q328
	Q25109567 P2534 "\frac{\partial \mathbf{u}}{\partial t} + (\mathbf{u} \cdot \nabla) \mathbf{u} = -\frac 1 \rho \nabla p + \nu \nabla^2 \mathbf{u} + \mathbf{g}. <ref name=Robert/><ref>{{cite book\|last=Tritton\|first=D.J. \|pages=55&ndash;58 \|title=Physical fluid dynamics\|year=1988\|publisher=Clarendon Press\|location=Oxford [England]\|isbn=0198544898\|edition=2nd}}</ref>" S143 Q328
	Q120976 P2534 "5! = 5 \times 4 \times 3 \times 2 \times 1 = 120. \ " S143 Q328
	Q14041 P2534 "\begin{smallmatrix}\left[\frac{Fe}{H}\right]\ =\ -0.3\end{smallmatrix}" S143 Q328
	Q7090048 P2534 " \Omega(r) = \frac{\int_{r}^\infty (1-F(x))\,dx}{\int_{-\infty}^r F(x)dx}," S143 Q328
	Q2190744 P2534 "x+y+z = 2\max(x,y,z)," S143 Q328
	Q21167419 P2534 "\mathbb C^n=\{ (z_1,\dots,z_n)\|z_i\in\mathbb C\}" S143 Q328
	Q5188913 P2534 "\mathrm{I,\;II,\;III,\;IV,\;V,\;VI,\;VII,\;VIII,\;IX, and \;X.}" S143 Q328
	Q1812158 P2534 "s_m = \sum_{i=1}^m a_i = a_1 + \ldots + a_m " S143 Q328
	Q1046877 P2534 " r_{it} - r_f = \alpha_i + \beta_i(r_{mt} - r_f) + \epsilon_{it} \," S143 Q328
	Q4833212 P2534 "\text{Hom}_{\mathcal{H}_s(T)}(\mathcal{Y} \times I, \mathcal{X}) \to \text{Hom}_{\mathcal{H}_s(T)}(\mathcal{Y}, \mathcal{X})" S143 Q328
	Q25109958 P2534 " \frac{1}{3}x^3e^{x^2}-\frac{2}{3}\left(\frac{1}{5}\right)x^5e^{x^2}+\frac{2}{3}\left(\frac{2}{5}\right)\left(\frac{1}{7}\right)x^7e^{x^2}-\frac{2}{3}\left(\frac{2}{5}\right)\left(\frac{2}{7}\right)\left(\frac{1}{9}\right)x^9e^{x^2}+\frac{2}{3}\left(\frac{2}{5}\right)\left(\frac{2}{7}\right)\left(\frac{2}{9}\right)\left(\frac{1}{11}\right)x^{11}e^{x^2} \pm \cdots " S143 Q328
	Q7046603 P2534 "\frac{Y}{X} = \frac{s-z}{s-p} " S143 Q328
	Q7575200 P2534 " \Delta\ E \approx\;\rho\;Gb^2 or \approx\;3\gamma\;_s/d_s \,\! " S143 Q328
	Q6911202 P2534 "J_{\alpha} = (\mathrm{id} + \alpha A)^{-1};" S143 Q328
	Q1455885 P2534 "\mu=\frac{\sum_{v\in V} d(v)}{\|V\|}=\frac{2\|E\|}{\|V\|}." S143 Q328
	Q1195879 P2534 "R(X,Y)Z = \nabla_X\nabla_Y Z - \nabla_Y\nabla_XZ - \nabla_{[X,Y]}Z" S143 Q328
	Q1166872 P2534 "h = h(-,-).\,<!--- \, improves the display of the formula --->" S143 Q328
	Q1569432 P2534 "{52 \choose 2} = 1,326" S143 Q328
	Q372071 P2534 "G(z) = \operatorname{E} (z^X) = \sum_{x=0}^{\infty}p(x)z^x," S143 Q328
	Q907275 P2534 "\theta = \arctan \left (\frac{v^2}{gr}\right )" S143 Q328
	Q3857008 P2534 "d\vec B=\frac{\mu_0}{4\pi}\frac{Id\vec l\times\vec r}{r^3} \, ." S143 Q328
	Q1724743 P2534 "\omega=A+B\,\sin^2(\varphi)+C\,\sin^4(\varphi)" S143 Q328
	Q15284797 P2534 "f X \rightarrow \mathbb{R} " S143 Q328
	Q3424036 P2534 "{1 \over T} = A + B \ln(R) + C [\ln(R)]^3 ," S143 Q328
	Q1587812 P2534 "5n^2+5n+1 \, " S143 Q328
	Q7635080 P2534 "T_{zz}(z) \sim \sum_a j^a_z (z) j^a_z(z)" S143 Q328
	Q289357 P2534 "{\rm HbA1c} = {\rm 0.017} \times {\rm Fructosamine} + {\rm 1.61}" S143 Q328
	Q3458641 P2534 " T_n(\phi)_{k,l} = \widehat\phi(k-l), \quad 0 \leq k,l \leq n-1," S143 Q328
	Q693457 P2534 "C_o = \frac{C_a \alpha_a + C_b \alpha_b \left(1 - \alpha_a\right)}{\alpha_a + \alpha_b \left(1 - \alpha_a\right)}" S143 Q328
	Q740956 P2534 "ds^2 = - \left( k^2r^2 + 1 - \frac{C}{r} \right)dt^2 + \frac{1}{k^2r^2 + 1 - \frac{C}{r}}dr^2 + r^2 d\Omega^2" S143 Q328
	Q728435 P2534 "\exist c\in K \mathbf{v}' = c\mathbf{v}\text{ (or }\mathbf{v} = \frac{1}{c}\mathbf{v}'\text{)}" S143 Q328
	Q4899215 P2534 "g(v)= \sum_{s \neq v \neq t}\frac{\sigma_{st}(v)}{\sigma_{st}}" S143 Q328
	Q6014971 P2534 "\alpha(\lambda)=\left(\frac{I_0(\lambda)}{I(\lambda)}-1\right)\frac{1-R_\text{eff}(\lambda)}{d}" S143 Q328
	Q681360 P2534 "y_i = a_{i,} \cdot x = \sum_j a_{i,j} x_j." S143 Q328
	Q1138649 P2534 "\Delta V = 2 V \sin \frac{\Delta i}{2}" S143 Q328
	Q7662214 P2534 " ds^2 = c^2 d\tau^2 = g_{00} \left ( dx^0 \right )^2,\," S143 Q328
	Q1423258 P2534 "K = -e^2, \, " S143 Q328
	Q290420 P2534 "\mathcal{L} = {^{(4)}R} \sqrt{^{(4)}g}" S143 Q328
	Q3820069 P2534 " \sin(Hc) = \sin(lat) \cdot \sin(dec) + \cos(lat) \cdot \cos(dec) \cdot \cos(LHA) " S143 Q328
	Q24963374 P2534 " y=x+\sum_{i=1}^k z_i" S143 Q328
	Q3697760 P2534 " f(z)=a_0z^{n}+a_1z^{n-1}+a_2z^{n-2}+\cdots+a_{n-1}z + a_n" S143 Q328
	Q8273228 P2534 "\frac{y'}{y} = \ln 3" S143 Q328
	Q327120 P2534 " A = \int_{\infty}^{-\infty} \mbox{TPR}(T) \mbox{FPR}'(T) \, dT = \int_{-\infty}^{\infty} \int_{-\infty}^{\infty} I(T'>T)f_1(T') f_0(T) \, dT' \, dT = P(X_1 > X_0) " S143 Q328
	Q7894110 P2534 "H_0 = 1\," S143 Q328
	Q1053879 P2534 "P = C V^2 f" S143 Q328
	Q8037608 P2534 " \sum_{n=1}^\infty c_n \sin \frac{n\pi x}{L}" S143 Q328
	Q889790 P2534 "\theta(\psi) = \theta_r + \frac{\theta_s - \theta_r}{\left[ 1+(\alpha \|\psi\|)^n \right]^{1-1/n}}" S143 Q328
	Q204469 P2534 "f = \frac{q B}{2\pi m}," S143 Q328
	Q1048581 P2534 " V_{\rm permitted} = \sqrt{ 2 \cdot decel \cdot (XG-dist)} " S143 Q328
	Q1028292 P2534 "\mbox{SMC} = \frac{S}{b}," S143 Q328
	Q4044484 P2534 "h = x_\text{upper}-x_\text{lower} and t = \frac{x - x_\text{lower}}{h}" S143 Q328
	Q864472 P2534 "A = 7\sqrt{3}a^2 \approx 12.12435565a^2" S143 Q328
	Q2337858 P2534 "V\mathbb{R}^n \to \mathbb{R}" S143 Q328
	Q3318160 P2534 "\Sigma=(\mathbb{T},\mathbb{W},\mathcal{B}) " S143 Q328
	Q6703404 P2534 " \sum_{m \in t_j} q(n,m) = \sum_{m \in t_j} q(n',m) ," S143 Q328
	Q6086019 P2534 " \cos x = \frac{e^{ix} + e^{-ix}}{2} " S143 Q328
	Q3150428 P2534 "P_L = \frac{\sum (p_{n}\cdot q_{0})}{\sum (p_{0}\cdot q_{0})}." S143 Q328
	Q7449375 P2534 " -\frac{\hbar^2}{2m}\nabla^2 \psi = E\psi \quad (1) " S143 Q328
	Q951 P2534 "M_n(p)=\begin{cases}p/(p-q) + O(r^n), & q<p \\ ((q-p)/q)n +p/(q-p)+O(r^n), & q>p \end{cases} " S143 Q328
	Q7370328 P2534 " P[F(t)]=P[I(t)]-P[B] \, " S143 Q328
	Q976375 P2534 "\mu (A) = \sup \{ \mu (K) \mid \text{compact } K \subseteq A \}." S143 Q328
	Q4916490 P2534 "(\mathbf{p}-\mathbf{p_0})\cdot\mathbf{n} = 0" S143 Q328
	Q636427 P2534 " \frac{P_f}{P}=\theta " S143 Q328
	Q6043219 P2534 "\int_{E} \mathrm{D} \varphi(x) h(x) \, \mathrm{d} \mu(x) = \int_{E} \varphi(x) (A h)(x) \, \mathrm{d} \mu(x)" S143 Q328
	Q1969650 P2534 "T(x) = a_0 + \sum_{n=1}^N a_n \cos (nx) + \mathrm{i}\sum_{n=1}^N b_n \sin(nx) \qquad (x \in \mathbf{\R})" S143 Q328
	Q6884002 P2534 " \sum_{i=0}^{n} (([i+1]+1)-1) \cdot ([i]+1)! = ([n+1]+1)! - 1 " S143 Q328
	Q5284413 P2534 "\sum_{i} p(0)*q(0) = P(0)Q(0) ." S143 Q328
	Q7306359 P2534 " H = H_1 \otimes H_2." S143 Q328
	Q8565273 P2534 "2\arctan\frac{1}{\varphi} = \arctan{2}\approx63.43495 degrees" S143 Q328
	Q3851926 P2534 "\log\cos(x)=-\frac{x^2}{2}+o(x^2), as x\to0." S143 Q328
	Q4515163 P2534 " R= K \cap k[x_1, \dots, x_n] \ ." S143 Q328
	Q7123319 P2534 " L'=\{x1^{2^{\|x\|^c}} \mid x \in L\}," S143 Q328
	Q745930 P2534 "\log_{10}\left(\frac{k}{k_0}\right) = sn" S143 Q328
	Q7684542 P2534 "\angle POS = m \text{ arcminutes, } s \text{ arcseconds, } t \text{ sixtieths of an arcsecond}" S143 Q328
	Q5384484 P2534 "<math chem>\alpha = \frac{(^h\ce{X}/^l\ce{X})_\ce{AX}}{(^h\ce{X}/^l\ce{X})_\ce{BX}}" S143 Q328
	Q11158 P2534 "K_a = \frac{[\mbox{H}^+] [\mbox{A}^-]}{[\mbox{HA}]}" S143 Q328
	Q6902029 P2534 " \text{for every }x_1 > x_0, \quad \frac{f(x_1)}{g(x_1)} \geq \frac{f(x_0)}{g(x_0)}" S143 Q328
	Q7254395 P2534 " \phi_{ij}\circ\phi_j=\phi_i," S143 Q328
	Q900892 P2534 "\eta_v(T) = \frac{\int_{\lambda_1}^{\lambda_2} B(\lambda, T)\, 683 \mathrm{~[lm/W]}\, y(\lambda)\,d\lambda}{\int_{\lambda_1}^{\lambda_2} B(\lambda, T)\,d\lambda}," S143 Q328
	Q191807 P2534 " \Phi = \frac {\text{Number of photons emitted}} {\text{Number of photons absorbed}} " S143 Q328
	Q7234227 P2534 "p(\tilde{x}\|\mathbf{X},\alpha) = \int_{\theta} p(\tilde{x}\|\theta,\mathbf{X},\alpha) \, p(\theta\|\mathbf{X},\alpha) \operatorname{d}\!\theta" S143 Q328
	Q7901160 P2534 " \operatorname E(\exp(zX)) = \sum_n s_n \frac{z^n}{n!} = \exp\left(\sum_n u_n \frac{z^n}{n!} \right)" S143 Q328
	Q25047507 P2534 " f(\cdot,y)X\rightarrow\mathbb{R} is convex for fixed y, and" S143 Q328
	Q17098011 P2534 "B\cap\left(\bigcup_\alpha A_\alpha\right)=\bigcup_\alpha\left(B\cap A_\alpha\right)" S143 Q328
	Q6934653 P2534 " V=\mathbb{E} \left[ \left(X - \mu \right) \left( X - \mu \right)^T \right]. \, " S143 Q328
	Q5506659 P2534 " \mathrm{Input} = \mathrm{Output} + \mathrm{Accumulation} " S143 Q328
	Q8053579 P2534 " 2 (7225 - x^2) =3 x^2+210x -20325 " S143 Q328
	Q798418 P2534 " \left( V_{0} - P\right) \cdot N \ge 0 " S143 Q328
	Q1362077 P2534 "\delta J(y,h) = \lim_{\varepsilon\to 0} \frac{J(y + \varepsilon h)-J(y)}{\varepsilon} = \left.\frac{d}{d\varepsilon} J(y + \varepsilon h)\right\|_{\varepsilon = 0}," S143 Q328
	Q7371197 P2534 "K=(0,2\pi)\times(0,2\pi).\," S143 Q328
	Q1094965 P2534 " SD(X) = \left(\mathbb{E}[(X - \mathbb{E}[X])^2 1_{\{X \leq \mathbb{E}[X]\}}]\right)^{\frac{1}{2}}" S143 Q328
	Q5357592 P2534 "V_{ij} = \frac{\partial^2 V}{\partial x_i \partial x_j}." S143 Q328
	Q830124 P2534 "\mathcal{E}(X)_t=\exp \left ( X_t - \frac{1}{2} [X]_t \right )," S143 Q328
	Q6713465 P2534 "\displaystyle{F_f(re^{i\theta}) ={1\over 2\pi} \int_0^{2\pi} f(\varphi)\cdot {1- r^2\over 1 - 2r\cos (\theta -\varphi) + r^2}\,d\varphi,}" S143 Q328
	Q5638600 P2534 "\frac{\mbox{total} \; \mbox{votes}}{\mbox{total} \; \mbox{seats}+1}" S143 Q328
	Q26708 P2534 "(x+y)^4 = x^4 + 4 x^3y + 6 x^2 y^2 + 4 x y^3 + y^4." S143 Q328
	Q4781425 P2534 "n^2 = 1 - \frac{X}{1 - iZ - \frac{\frac{1}{2}Y^2\sin^2\theta}{1 - X - iZ} \pm \frac{1}{1 - X - iZ}\left(\frac{1}{4}Y^4\sin^4\theta + Y^2\cos^2\theta\left(1 - X - iZ\right)^2\right)^{1/2}}" S143 Q328
	Q4380192 P2534 "(y, z)_{x} = \frac1{2} \big( d(x, y) + d(x, z) - d(y, z) \big)." S143 Q328
	Q7250186 P2534 "\eta = \sinh^{-1}\frac{w}{c} = \tanh^{-1}\frac{v}{c} = \pm \cosh^{-1}\gamma ." S143 Q328
	Q18845461 P2534 "\sum_{C,D}\frac{1}{\det(CZ+D)^k} " S143 Q328
	Q1341771 P2534 "R^2 = \mathbf{c}^\top R_{xx}^{-1}\, \mathbf{c}," S143 Q328
	Q5501318 P2534 "r=\frac{B_1,\dots,B_n}B," S143 Q328
	Q3527026 P2534 " p(x+0)=(x+0)^3 -7(x+0) + 7\Rightarrow p(x+0)=x^3 -7x + 7 , v_0=2" S143 Q328
	Q5361532 P2534 "U_p = {e^2 E_a^2 \over 4m \omega_0^2}," S143 Q328
	Q206552 P2534 "W_C = \mathrm{Tr}\,(\, \mathcal{P}\exp i \oint_C A_\mu dx^\mu \,)\,." S143 Q328
	Q4942980 P2534 "\frac{1}{4} \biggl\lfloor\frac{n}{2}\biggr\rfloor\biggl\lfloor\frac{n-1}{2}\biggr\rfloor\biggl\lfloor\frac{n-2}{2}\biggr\rfloor\biggl\lfloor\frac{n-3}{2}\biggr\rfloor," S143 Q328
	Q178185 P2534 " W \ = \ Q_c \ - \ (-Q_h) " S143 Q328
	Q2633830 P2534 "f_p(x)=\sum_{n=0}^\infty f(p^n)x^n." S143 Q328
	Q1076611 P2534 "\liminf_{n\to\infty}x_n = \lim_{n\to\infty}\Big(\inf_{m\geq n}x_m\Big)" S143 Q328
	Q515591 P2534 "p_{n+1}-p_n=O((\log p_n)^2),\ " S143 Q328
	Q245464 P2534 "((0,0,0), (1,1,0), (0,1,1), (1,0,1))\,." S143 Q328
	Q8078428 P2534 "A \otimes_{K}\bar{K}\cong\bar{K}\oplus ...\oplus\bar{K}, " S143 Q328
	Q1426863 P2534 "\alpha_1x_1+\alpha_2x_2+\cdots+\alpha_nx_n" S143 Q328
	Q1913293 P2534 "q = \tfrac12\, \rho\, v^{2}," S143 Q328
	Q5313640 P2534 "pV=nRT\," S143 Q328
	Q5567258 P2534 "\hat{\rho} = \int P(\alpha) \|{\alpha}\rangle \langle {\alpha}\|\, d^{2}\alpha, \qquad d^2\alpha \equiv d\, {\rm Re}(\alpha) \, d\, {\rm Im}(\alpha)." S143 Q328
	Q1428692 P2534 "V = \frac{k}{n} {R_h}^{2/3} \, S^{1/2}" S143 Q328
	Q3707726 P2534 "\mathrm{area}\,(\partial D)\geq C\,\mathrm{vol}\,(D)^{(d-1)/d}.\," S143 Q328
	Q6927585 P2534 "{Q_f} = {Q_{water}}\sqrt \frac{1}{Sg}" S143 Q328
	Q3554830 P2534 "W^s(f,p) =\{q\in X f^n(q)\to p \mbox{ as } n\to \infty \}" S143 Q328
	Q5420469 P2534 " \frac{\partial \eta}{\partial t} = -\frac{1}{\varepsilon_o}\nabla\cdot\mathbf{q_s}" S143 Q328
	Q1074845 P2534 "\frac {\frac 1 4} {1 - \frac 1 4}=\frac 1 3." S143 Q328
	Q245591 P2534 "\omega_{ce}=\frac{eB}{m}." S143 Q328
	Q6990830 P2534 "\tilde{H}(t)=\sum_{t_i\leq t}\frac{d_i}{n_i}," S143 Q328
	Q7308957 P2534 " \tan(\beta - \alpha) = \frac{\tan\beta - \tan\alpha}{1 + \tan\beta\tan\alpha} = \frac{\frac{b}{x} - \frac{a}{x}}{1 + \frac{b}{x}\cdot\frac{a}{x}} = (b-a)\frac{x}{x^2 + ab}. " S143 Q328
	Q382515 P2534 "V = \{ (x,y) \colon x, y \in F^n \}." S143 Q328
	Q2234833 P2534 "\lambda x + (1 - \lambda)y \in C." S143 Q328
	Q7317270 P2534 " T = - \frac {i_r} {i_t} \ . " S143 Q328
	Q1622420 P2534 " c = \lfloor - \log_{10} x \rfloor" S143 Q328
	Q911473 P2534 "p(x) = \sum_{i=0}^n a_i x^i = a_0 + a_1 x + a_2 x^2 + a_3 x^3 + \cdots + a_n x^n," S143 Q328
	Q5365793 P2534 " \frac{10!}{2! 2! 3! 3!} \cdot 1! 1! 2! 2! \cdot \frac{1}{2 \cdot 2}" S143 Q328
	Q7543015 P2534 " G=\langle X\|R\rangle\qquad (*) " S143 Q328
	Q4924632 P2534 " (A,C)\rightarrow (X,B) \, " S143 Q328
	Q6875850 P2534 "x'' = zx^{-2}" S143 Q328
	Q4959891 P2534 "\frac{d}{dx}\sin(x) = \cos(x)" S143 Q328
	Q4073644 P2534 "P = 0.117354 \cdot F \cdot S" S143 Q328
	Q5699721 P2534 "\frac{d^2 S}{dz^2}+\left(\sum _{j=1}^N \frac{\gamma _j}{z - a_j} \right) \frac{dS}{dz} + \frac{V(z)}{\prod _{j=1}^N (z - a_j)}S = 0" S143 Q328
	Q12438 P2534 "\mathsf F = \frac{\mathsf{ML}} {\mathsf T^2}" S143 Q328Q716829 P2534 "u(t) = K_\text{p} e(t) + K_\text{i} \int_0^t e(t) \,dt + K_\text{d} \frac{de(t)}{dt}," S143 Q328
	Q1107106 P2534 "\kappa = \frac{p_o - p_e}{1 - p_e} = 1- \frac{1 - p_o}{1 - p_e}, \!" S143 Q328
	Q7430990 P2534 "\|f\|_{0;\Omega} = \sup_{x\in\Omega} \|f(x)\|" S143 Q328
	Q2035690 P2534 "\mathbf{C}^n = \bigoplus _{i = 1}^k Y_i." S143 Q328
	Q3527025 P2534 "\langle \psi_0\|\hat{H} \|\psi_a^r \rangle=0" S143 Q328
	Q6823714 P2534 " Lu=f\left( x,y \right),\ \ \left( x,y \right)\in \Omega, " S143 Q328
	Q6128725 P2534 "X'= \{x \mid \varphi_x^X(x) \ \mbox{is defined} \}." S143 Q328
	Q17002045 P2534 " \mathbf{X} = \mathbf{X}_n = [X_n(E_1), X_n(E_2), X_n(E_3),\ \ldots \text{ up to the last sample}]. " S143 Q328
	Q17047660 P2534 "\tbinom{26}{13} \tbinom{26}{13} = \frac{26!^2}{13!^4}" S143 Q328
	Q1589480 P2534 " c = E_k(m). \!<ref name="Fundamentals">{{cite book\|isbn=0-7923-8675-2 \|title=Fundamentals of Cryptology \|publisher=Kluwer Academic Publishers \|year=2000 \|first=Henk C.A. \|last=van Tilborg \|page=3}}</ref>" S143 Q328
	Q17051930 P2534 " \min_{f\in\mathcal{H}} \frac{1}{n}\sum_{i=1}^{n}(y_i-f(x_i))^2+\lambda \\|f\\|^2_\mathcal{H}" S143 Q328
	Q25041159 P2534 "s =\frac{l}{d}" S143 Q328
	Q6987000 P2534 "D\cdot C \ge 0 \, " S143 Q328
	Q1821402 P2534 " M = m - 5 (\log_{10}{D_L} - 1)\!\," S143 Q328
	Q6452866 P2534 "(x+y)^2=x^2+2xy+y^2" S143 Q328
	Q13557555 P2534 " \lambda_i \geq \mu_i \geq \lambda_{n-r+i}," S143 Q328
	Q3312359 P2534 " V(\boldsymbol\omega)=V_{\mathrm{ac}}\cos(\boldsymbol\omega t) \;" S143 Q328
	Q18356226 P2534 "{Rg_2^*\ \xrightarrow[]{\tau}\ Rg + Rg + h\nu (UV photon)}," S143 Q328
	Q1896657 P2534 "X \in U," S143 Q328
	Q2054543 P2534 "\frac{\mathbf{x}_{k+1} - \mathbf{x}_{k}}{\Delta t} = \mathbf{v}_{k+1/2}," S143 Q328
	Q17146653 P2534 "\mathrm{P}(y=1 \| x) = \frac{1}{1 + \exp(Af(x) + B)}," S143 Q328
	Q2420179 P2534 "\mathrm{d}U = \delta Q - \delta W+\sum_i \mu_i\,\mathrm{d}N_i" S143 Q328
	Q202843 P2534 " P_\text{absorb}=\frac{\langle S\rangle}{c} = \frac{E_f}{c}&nbsp;&nbsp;&nbsp;( N·m<sup>−2</sup> or Pa )" S143 Q328
	Q1551631 P2534 " \langle f_1,\ldots, f_k\rangle = \left\{\sum_{i=1}^k g_i f_i\;\|\; g_1,\ldots, g_k\in K[x_1,\ldots,x_n]\right\}." S143 Q328
	Q2103196 P2534 "D(z_1,r_1) \times \dots \times D(z_n,r_n)." S143 Q328
	Q3894437 P2534 "W(p) = \frac{(p-1)! + 1}{p}" S143 Q328
	Q4861558 P2534 " w_{ij} = \exp\left(-\frac{r_m^2}{\kappa}\right), \, " S143 Q328
	Q740585 P2534 "= 2.69 \times 10^{25} \,\text{molecules} \, \mathrm{m}^{-3} \cdot 10^{-5}\,\mathrm{m} = 2.69 \times 10^{20}\, \text{molecules} \, \mathrm{m}^{-2}" S143 Q328
	Q11408 P2534 " \mathbf{F} = q(\mathbf{E} + \mathbf{v} \times \mathbf{B})." S143 Q328
	Q8066801 P2534 "z^p = f(x, y).\ " S143 Q328
	Q7833870 P2534 "a+dx=a." S143 Q328
	Q6667469 P2534 " F_1 = AB + AC + AD,\," S143 Q328
	Q1930978 P2534 "s^2 = (d-l)^2 + d^2 + l^2 = 2(d-\frac{1}{2} \,l)^2 + \frac{3}{2} \,l^2" S143 Q328
	Q2004664 P2534 "X_1,X_2,X_3,\dots\," S143 Q328
	Q5533794 P2534 "\omega,\ \omega^\omega,\ \omega^{\omega^\omega},\ \ldots" S143 Q328
	Q2266329 P2534 " \mathcal{L}(x,y,\lambda) = f(x,y) - \lambda \cdot g(x,y)," S143 Q328
	Q1561270 P2534 "A\mathbf x = \mathbf b" S143 Q328
	Q1921694 P2534 "\!\tau_b = S_0 + \mu(\sigma_n - P_f)" S143 Q328
	Q8028529 P2534 " (V_1,q_1)\oplus(V,q) \simeq (V_2,q_2)\oplus(V,q)." S143 Q328
	Q7441758 P2534 "\left(\frac{\Delta Q}{\Delta t}\right)_\mathrm{bar} = -kA \frac{\Delta T_\mathrm{bar}}{L}" S143 Q328
	Q2328303 P2534 " y(t) = (x * h )(t) = \int_{a}^{b} x(\tau) h(t - \tau)\, d\tau" S143 Q328
	Q6980756 P2534 "\bar x = \sum_{i=1}^n x_i/n " S143 Q328
	Q587182 P2534 " (1)\qquad x_{n+1} = r x_n (1-x_n) " S143 Q328
	Q210832 P2534 "P(\text{reject }H_0 \mid H_0 \text{ is valid}) = P(X = 25\mid p=\tfrac 14)=\left(\tfrac 14\right)^{25}\approx10^{-15}," S143 Q328
	Q2782386 P2534 "\beta=\lim_{n \to \infty}2nE_{2n}(f),\," S143 Q328
	Q2632009 P2534 "\delta ^{13}C = \Biggl( \frac{\bigl( \frac{^{13}C}{^{12}C} \bigr)_{sample}}{\bigl( \frac{^{13}C}{^{12}C} \bigr)_{standard}} -1 \Biggr) * 1000\ ^{o}\!/\!_{oo}" S143 Q328
	Q123642 P2534 "m=\frac1R" S143 Q328
	Q362753 P2534 "\ln(1 + x) = x - \frac{1}{2}x^2 + \frac{1}{3}x^3 - \frac{1}{4}x^4 + \cdots." S143 Q328
	Q29291 P2534 "\hat{H} = \frac{\hat{p}^2}{2m_0} + V(r)" S143 Q328
	Q162641 P2534 "\ s(t) = V \cos(\omega t)" S143 Q328
	Q1502341 P2534 " H = H_s + \varepsilon H_{ns}, \, " S143 Q328
	Q1361396 P2534 "\partial_t g_{ij}=-2 R_{ij}." S143 Q328
	Q5310185 P2534 "B_1 = {\alpha_0, \alpha_1, \ldots, \alpha_{m-1}}" S143 Q328
	Q4580482 P2534 "ppN_2(nitrox, depth) = ppN_2(air, EAD)" S143 Q328Q7233029 P2534 " P_x = P - \{ a\mid a \geq x\} " S143 Q328
	Q166530 P2534 "v_e = \sqrt{\frac{2GM}{r}}," S143 Q328
	Q5419308 P2534 "\mathrm{SR}(K) \leq \frac{\pi}{\sqrt{8}}," S143 Q328
	Q5251123 P2534 "M_{e,\lambda}(\lambda, T) = \frac{c_1 \lambda^{-5}}{\exp\left(\frac{c_2}{\lambda T}\right) - 1}." S143 Q328
	Q6322971 P2534 "\textrm{pH} = \textrm{pK}_{a}+ \log \left ( \frac{[\textrm{A}^-]}{[\textrm{HA}]} \right )" S143 Q328
	Q3817838 P2534 "\frac12-\frac14+\frac18-\frac{1}{16}+\cdots=\frac{\frac12}{1-(-\frac12)} = \frac13." S143 Q328
	Q1972579 P2534 "1\,\text{pdl} = 1\,\tfrac{\text{lb}_m \cdot \text{ft}}{\text{s}^2} " S143 Q328
	Q17014702 P2534 " a(t) = \underset{a}{\operatorname{arg\,min}} \{ F(s(t),\mu(t)) \}" S143 Q328
	Q5608716 P2534 " n\geqslant \sum_{i=0}^{k-1} \left\lceil\frac{d}{2^i}\right\rceil." S143 Q328
	Q3075283 P2534 "E_{\alpha, \beta} (z) = \sum_{k=0}^\infty \frac{z^k}{\Gamma(\alpha k + \beta)}." S143 Q328
	Q210546 P2534 "F_1 = \frac{M_0^\mathrm{act} M_1^\mathrm{pass}}{r^2}" S143 Q328
	Q189057 P2534 "\Theta \left(\frac{n \log n}{n \log^{-2} n}\right) = \Theta(\log^3 n)" S143 Q328
	Q3509197 P2534 " F^a{}_br^b = \lambda\, r^a . " S143 Q328
	Q5365791 P2534 "\Gamma(E_0) \stackrel{P_1}{\longrightarrow} \Gamma(E_1) \stackrel{P_2}{\longrightarrow} \ldots \stackrel{P_k}{\longrightarrow} \Gamma(E_k)" S143 Q328
	Q10297442 P2534 " \ddot r = -k/r^{2} + l^{2}/r^{3}." S143 Q328
	Q647225 P2534 "V =\hat{\mathbf{k}} \cdot \frac{\nabla\times\mathbf{\tau}}{\beta}." S143 Q328
	Q25338502 P2534 "u_1<u_2 " S143 Q328
	Q2638931 P2534 " \mathcal{F}\{f*g\} = \mathcal{F}\{f\} \cdot \mathcal{F}\{g\}" S143 Q328
	Q70906 P2534 "\nu = \frac{1}{2 \pi c} \sqrt{\frac{k}{\mu}}" S143 Q328Q776329 P2534 "<math chem> \frac{d \left [ \ce A \right ]}{dt} = -k_r \left [ \ce A \right ] \ , " S143 Q328
	Q1455566 P2534 "P(x) \approx \frac{n_x}{n_t}." S143 Q328
	Q3780658 P2534 "\eta=A\times \ln\left(\frac{i}{i_0}\right)" S143 Q328
	Q905709 P2534 "P(u,v,w) = \sum\limits_{h k l} \left\|F_{h k l}\right\|^2 \;e^{-2\pi i(hu + kv + lw)}." S143 Q328
	Q4874476 P2534 "y_{i,1} = \mathbf{x}_i^{\rm T}\boldsymbol\beta_{1} + \epsilon_{i,1}" S143 Q328
	Q2496406 P2534 "Z = {E_0^-(x) \over H_0^-(x)}" S143 Q328
	Q7921321 P2534 " F_{SK}(x) = e(g, g)^{1/(x+SK)} \quad\mbox{and}\quad p_{SK}(x) = g^{1/(x+SK)}, " S143 Q328
	Q17096631 P2534 "\phi = {2 (n-1)s \over (D/2)^2}," S143 Q328
	Q2562769 P2534 " v = \frac{d [P]}{d t} = \frac{ V_\max {[S]}}{K_m + [S]} ." S143 Q328
	Q1886497 P2534 " \alpha_\text{eff}(p^2) = \frac{\alpha}{1 - [\Pi_2(p^2) - \Pi_2(0)]} " S143 Q328
	Q8565270 P2534 "(X-1)^n \equiv X^n - 1 \pmod{n, X^r - 1} \," S143 Q328
	Q634407 P2534 "{d\vec{x}_S\over ds} \times \vec{u}(\vec{x}_S) = 0," S143 Q328
	Q4780934 P2534 " \tau_{xy} = k \left (\frac{du}{dy}\right ) ^n " S143 Q328
	Q249748 P2534 "\rho(A) = \max \left \{ \|\lambda_1\|, \cdots, \|\lambda_n\| \right \}." S143 Q328
	Q5967762 P2534 "V = \frac{\alpha}{2\pi} \cdot \frac{4}{3} \pi r^3 = \frac{2}{3} \alpha r^3." S143 Q328
	Q2035746 P2534 " v=C\sqrt{R\,i},\," S143 Q328
	Q631739 P2534 "\frac{2e^2}{h} \simeq 77.41\; \mu S" S143 Q328
	Q7805280 P2534 " \rho_t(X) = \text{ess}\sup_{Q \in \mathcal{Q}} E^Q[-X\|\mathcal{F}_t]" S143 Q328
	Q5319218 P2534 " A = \left [\begin{matrix}2&a_{12}\\a_{21}&2\end{matrix}\right ]" S143 Q328
	Q10310534 P2534 "I+\varepsilon A" S143 Q328
	Q319400 P2534 "a \equiv b \pmod n,\," S143 Q328
	Q5300180 P2534 "f(z + u) = f(z + v) = f(z)\, " S143 Q328
	Q535587 P2534 " M_X(t) = \mathbb{E}\!\left[e^{tX}\right], \quad t \in \mathbb{R}, " S143 Q328
	Q17103298 P2534 "S^{op} \to \Delta^{op} Sets" S143 Q328
	Q2786686 P2534 "\text{Lower fence} = Q_1 - 1.5(\mathrm{IQR}) \, " S143 Q328
	Q474881 P2534 "B=\left\{\,x\in A x\not\in f(x)\,\right\}." S143 Q328Q1882 P2534 "\mathrm{^{241}_{\ 95}Am\ +\ ^{4}_{2}He\ \longrightarrow \ ^{243}_{\ 97}Bk\ +\ 2\ ^{1}_{0}n}" S143 Q328
	Q742064 P2534 " f(u * v) = f(u) \odot f(v)." S143 Q328
	Q18385332 P2534 "Q = \eta * B^{1.6}" S143 Q328
	Q1789953 P2534 "W = work per cycle in joule" S143 Q328
	Q2720236 P2534 "C_\mathrm{cal} = \frac{\Delta{H}}{\Delta{T}}" S143 Q328
	Q7801912 P2534 " \sum_{n=-\infty}^\infty a_n\cdot x^n" S143 Q328
	Q2360148 P2534 "\|S_{1}\|+\|S_{2}\|+\cdots+\|S_{n}\| = \|S_{1} \cup S_{2} \cup \cdots \cup S_{n}\| " S143 Q328
	Q614981 P2534 "V_t= \sqrt{\frac{2mg}{\rho A C_d }}" S143 Q328
	Q746086 P2534 "T = \frac{r_i - r_f}{\beta_i} " S143 Q328
	Q1491980 P2534 " a(\epsilon_n, v_n) = a(u,v_n) - a(u_n, v_n) = f(v_n) - f(v_n) = 0." S143 Q328
	Q3001183 P2534 " \int \mathcal{D}\phi F[\phi(x)]F[\phi(\bar{x})]^* e^{-S[\phi]}=\int \mathcal{D}\phi_0 \int_{\phi_+(\tau=0)=\phi_0} \mathcal{D}\phi_+ F[\phi_+]e^{-S_+[\phi_+]}\int_{\phi_-(\tau=0)=\phi_0} \mathcal{D}\phi_- F[\bar{\phi}_-]^* e^{-S_-[\phi_-]}. " S143 Q328
	Q5199067 P2534 "\chi_pG\rightarrow\mathbf{Z}_p^\times" S143 Q328
	Q1189746 P2534 "\bigsqcup_{i \in \mathbb N} F^i(\{\}). " S143 Q328
	Q2119470 P2534 "\{\varnothing,\{1\},\{0,1\}\}." S143 Q328
	Q17124283 P2534 "s(x, y) = -\\|x - y\\|_2^2" S143 Q328
	Q76436 P2534 "f = \left( \frac{c + v_\text{r}}{c + v_\text{s}} \right) f_0 \," S143 Q328
	Q15978248 P2534 "\phi\left[W_u(x)\cap E_i\right] \supset W_u(\phi x) \cap E_j " S143 Q328
	Q4240624 P2534 " Coppock = WMA[10] \; of \; (ROC[14] + ROC[11])." S143 Q328
	Q8084 P2534 "\csc A=\frac{1}{\sin A}=\frac{\textrm{hypotenuse}}{\textrm{opposite}}=\frac{c}{a} ," S143 Q328
	Q5282043 P2534 " P_{ni} \equiv \Pr( \text{Person } n \text{ chooses alternative } i) = G(x_{ni}, \;x_{nj, j \neq i}, \; s_n, \;\beta), " S143 Q328
	Q259958 P2534 " \frac{\partial u(x,t)}{\partial t}+\frac{\partial f(u(x,t))}{\partial x}=0\," S143 Q328
	Q2976990 P2534 "H= \begin{pmatrix}E_{1}&0\\0&E_{2}\end{pmatrix} \,\!" S143 Q328
	Q5449472 P2534 "x=\frac{1}{a_1}+\frac{1}{a_1a_2}+\frac{1}{a_1a_2a_3}+\cdots.\;" S143 Q328
	Q6516732 P2534 "\cup [\omega^k] H^{n-k}(M, \mathbb R)\to H^{n+k}(M, \mathbb R) " S143 Q328
	Q1192953 P2534 "x = t^2 \," S143 Q328
	Q5438872 P2534 " (a)\text{ }\bigcup\nolimits_{i=1}^{n}{R_{i}=R.}" S143 Q328
	Q175646 P2534 "- \frac{\hbar^2}{2m} \frac{\partial^2\psi_n (z)}{\partial z^2} + U(z) \psi_n (z) = E\psi_n (z) " S143 Q328
	Q2113735 P2534 "F_{100\%} = \left(\frac{1 + \sqrt{5}}{2}\right)^{0} = 1 \," S143 Q328
	Q2111307 P2534 "\widetilde{K}(X/A)\to\widetilde{K}(X)\to\widetilde{K}(A)" S143 Q328
	Q126904 P2534 "N_1+N_2 = N" S143 Q328
	Q20706974 P2534 "m = \pi \frac{D}{d}." S143 Q328
	Q7293212 P2534 "a_j = f_{1j}c_1 + f_{2j}c_2 + \cdots + f_{rj}c_r, " S143 Q328
	Q25345037 P2534 "k[G] \overset{\Delta}\to k[G] \otimes k[G] \overset{f \otimes g}\to k \otimes k = k" S143 Q328
	Q5161031 P2534 " \alpha_1x_1+\alpha_2x_2+\cdots+\alpha_nx_n" S143 Q328
	Q1751823 P2534 "\|\phi\rangle_A \otimes \|e\rangle_B \, ." S143 Q328
	Q3067015 P2534 "\mathbf{m} = I\mathbf{A}," S143 Q328
	Q783507 P2534 "f(x) \;=\; \begin{cases} x^2\sin (1/x) & \text{if }x \ne 0 \\ 0 & \text{if }x=0\end{cases}" S143 Q328
	Q184899 P2534 "S \cup \{ P \} \vdash \mathbb{F}" S143 Q328
	Q1357450 P2534 "\mbox{LOP}=\mbox{TH}+\mbox{RB}+180" S143 Q328
	Q27948 P2534 "\text{return}\colon A \to A^{*} = a \mapsto \text{cons} \, a \, \text{nil}" S143 Q328
	Q170196 P2534 "\text{Power (W)} = 0.85\times 1000 \times 80 \times 9.81 \times 145 which gives 97 MW" S143 Q328
	Q5532677 P2534 "x^n + t_1 x^{n-1} + \cdots + t_n" S143 Q328
	Q132469 P2534 "a^2 + b^2 = c^2.\ " S143 Q328
	Q609647 P2534 "\cos \theta = 1,\," S143 Q328
	Q7257195 P2534 " \operatorname{sys}^2 \leq \frac{\pi}{2} \operatorname{area}(\mathbb{RP}^2)," S143 Q328
	Q2171178 P2534 " \frac{dy}{dx} = f(x,y), " S143 Q328
	Q17019511 P2534 " [f * g](t) = \int_G f(s) g \left (s^{-1} t \right )\, d \mu(s)." S143 Q328
	Q7098881 P2534 " \mathbf{u}(\mathbf{x},t) = \mathbf{u_{0}}e^{i(\mathbf{k} \cdot \mathbf{x} - wt)} " S143 Q328
	Q175751 P2534 "-\frac{\hbar^2}{2m} \frac{d^2}{dx^2} \Psi(x) + V(x) \Psi(x) = E \Psi(x) or" S143 Q328
	Q1061598 P2534 "A\; be a set of mutually exclusive alternatives among which a consumer can choose." S143 Q328
	Q5186734 P2534 "\frac{1}{2} mv^2 = eV_{ion}" S143 Q328
	Q192593 P2534 "\alpha+\rho+\tau=1. \," S143 Q328
	Q1164179 P2534 "m_a \mathbf u_a + m_b \mathbf u_b = \left( m_a + m_b \right) \mathbf v \," S143 Q328
	Q544886 P2534 " \frac{10}{\sqrt{a}}" S143 Q328
	Q7292010 P2534 " \int_0^t (B_s - ms)^2\,ds, " S143 Q328
	Q3274486 P2534 "y=a+bx+cz+u" S143 Q328
	Q5365800 P2534 "\displaystyle(a;q)_n = \prod_{k=0}^{n-1} (1-aq^k)=(1-a)(1-aq)(1-aq^2)\cdots(1-aq^{n-1})." S143 Q328
	Q579338 P2534 "\mu=GM \ " S143 Q328
	Q192027 P2534 " T_s = {1 \over f_s}, " S143 Q328
	Q6179985 P2534 " J_{\alpha+1} \cap \text{Pow}(J_\alpha) = \text{Def}(J_\alpha)," S143 Q328
	Q5317822 P2534 "C=\{ \lambda_1 a_1 + \ldots + \lambda_n a_n \mid \lambda_1,\ldots,\lambda_n \geq 0, \lambda_1,\ldots,\lambda_n \in\mathbb{R}\}" S143 Q328
	Q5439686 P2534 "x' = \frac{x}{\|\|x\|\|}" S143 Q328
	Q1028209 P2534 "\frac{1}{\sqrt{2^{n+1}}}\sum_{x=0}^{2^n-1} \|x\rangle (\|0\rangle - \|1\rangle )." S143 Q328
	Q626707 P2534 "y(x,t) = y_0 \cos \Bigg( \omega \left(t-\frac{x}{c} \right) \Bigg)" S143 Q328
	Q18346279 P2534 " i = v G " S143 Q328
	Q19058422 P2534 " \|\psi\rangle = \|\phi\rangle + G_0 V\|\psi\rangle" S143 Q328
	Q5222243 P2534 "\omega_G(X_g) = (T_g L_g)^{-1} X_g " S143 Q328
	Q7435350 P2534 " V(\theta) \approx V(\theta_0) - \mathcal{J}(\theta_0)(\theta - \theta_0), \," S143 Q328
	Q5675162 P2534 " \Delta(u,v,w)=\frac{(u-1)(v-1)(w-1)(vw+1)^2}{vw\sqrt{uvw}}, \, " S143 Q328
	Q16997822 P2534 "f(x)=\sum a_ne^{inx}" S143 Q328
	Q7516736 P2534 "\lim_{i \to \infty} a_{i,j} = 0 \quad j \in \mathbb{N} (every column sequence converges to 0)" S143 Q328
	Q25303873 P2534 " \int_a^b \ln\|x-t\| \, y(t) \, dt = f(x) " S143 Q328
	Q5166397 P2534 "i\frac{\partial}{\partial t} \rho (x, p) = \hat{L} \rho(x, p)" S143 Q328
	Q17105180 P2534 "Q = C H_a^n" S143 Q328
	Q7825045 P2534 " \emptyset = X_{-1} \subset X_0 \subset X_1 \ldots \subset X_n = X " S143 Q328
	Q944297 P2534 "X=\bigcup_{k\in\mathbb{N}}kU." S143 Q328
	Q7300726 P2534 " \{\langle X_1, X_2, ...., X_n \rangle \mid p(\langle X_1, X_2, ...., X_n\rangle) \} " S143 Q328
	Q5955459 P2534 "\sigma_h = \displaystyle\sum_{i=1}^n \rho_i g h_i" S143 Q328
	Q2447706 P2534 "I_t = I_{t-1} \times \prod_{j = 1}^{N(t)} \left( \frac{e_{j,t}}{e_{j,t-1}} \right)^{w_{j,t}}." S143 Q328
	Q5597883 P2534 " \{x\in\mathbb{Z}^n Ax=0,\ x\neq 0\} \, " S143 Q328
	Q2018853 P2534 "x(t) = \sum_{n=-\infty}^{\infty} x[n] \, {\rm sinc}\left(\frac{t - nT}{T}\right)\," S143 Q328
	Q4472661 P2534 "g^2 \le \sum_{{i \le g }}c_{i} " S143 Q328
	Q185918 P2534 "\Delta t = \frac{2 L}{c}." S143 Q328
	Q6487014 P2534 "G \to G, \, x \mapsto x^{-1} \sigma(x)&nbsp;" S143 Q328
	Q5129547 P2534 " \mathrm{R_{PB} =\frac{V_{oxide}}{V_{metal}}= \frac{ M_{oxide} \cdot \rho_{metal}} {n \cdot M_{metal} \cdot \rho_{oxide}} }" S143 Q328
	Q891045 P2534 " R = \sqrt {\frac{(ab + cd) (ac + bd) (ad + bc)}{(a + b + c - d) (b + c + d - a) (c + d + a - b) (d + a + b - c)}}." S143 Q328
	Q3359843 P2534 " \tan(x+y) = \frac{\tan x + \tan y}{1 - \tan x\tan y} " S143 Q328
	Q5475800 P2534 " \\|T^2x\\| \ge \\|Tx\\|^2 \," S143 Q328
	Q6535343 P2534 "\|A'B'\|^2 = \|AB\|^2 + \frac{8}{3}\langle R(X,Y)X,Y\rangle + \text{higher order terms}" S143 Q328
	Q7312486 P2534 " clearance\ ratio\ of\ X = \frac{C_x}{C_{in}}" S143 Q328
	Q7857491 P2534 " \text{var}\,(Y) = a[\text{E}\,(Y)]^p ," S143 Q328
	Q1859747 P2534 "p(\mathrm{drunk}\|D)" S143 Q328
	Q5274909 P2534 "z_\epsilon = \frac{U}{Q} = \frac{U_m}{Q_m}" S143 Q328
	Q5157642 P2534 " \operatorname{perm}(A)=\sum_{\sigma\in S_n}\prod_{i=1}^n a_{i,\sigma(i)}." S143 Q328
	Q5509245 P2534 "Ff(\mathbf{x}) = \int_{\mathbf{u}\in C(\mathbf{x})} f(\mathbf{u})\,ds(\mathbf{u})" S143 Q328
	Q101038 P2534 "{\alpha}= (1-D) \bar \alpha(\theta_i) + D \bar{ \bar \alpha}." S143 Q328
	Q200 P2534 "\sum_{k=0}^{\infin}\frac {1}{2^k}=1+\frac{1}{2}+\frac{1}{4}+\frac{1}{8}+\frac{1}{16}+\cdots=2." S143 Q328
	Q5701033 P2534 "\Delta x = \frac{\lambda}{\sin \varepsilon/2}. ([http//spiff.rit.edu/classes/phys314/lectures/heis/heis.html])" S143 Q328
	Q4368359 P2534 "\int\!R(x,\sqrt{ax^2+bx+c})\, \mathrm dx " S143 Q328
	Q4723986 P2534 "\eta = \sinh^{-1}\frac{w}{c} = \tanh^{-1}\frac{v}{c} = \pm \cosh^{-1}\gamma ." S143 Q328
	Q1530371 P2534 "U_\text{cm} = \frac{U_1 + U_2}{2}" S143 Q328
	Q3348988 P2534 "(a + \ell b)(c + \ell d) = (ac + \lambda d\bar b) + \ell(\bar a d + c b)" S143 Q328
	Q243264 P2534 "P = a \cdot (b - T)^c" S143 Q328
	Q1990319 P2534 "\lim_{n \rightarrow \infty} \left( \max_{a \leq x \leq b} \left\| f(x) -P_n(x)\right\| \right) = 0." S143 Q328
	Q210009 P2534 "H \propto I^2 \cdot R \cdot t " S143 Q328
	Q306578 P2534 "t = 2Nc \frac {v} {f} \,," S143 Q328
	Q2780405 P2534 "(x^2 + y^2)^2 = ax^2y.\," S143 Q328
	Q1027486 P2534 "distance = \frac {c \delta t}{2}" S143 Q328
	Q25303727 P2534 " \frac{dL}{dq} - \frac{d}{dt} \frac{dL}{d{\dot q}}+ \frac{d^2}{dt^2}\frac{dL}{d{\ddot q}} = 0." S143 Q328
	Q4312356 P2534 "\lim_{k\rightarrow \infty} \oint_{\Gamma_k} \left\|\frac{f(z)}{z^{p+1}}\right\| \|dz\| < \infty" S143 Q328
	Q14251 P2534 "\begin{smallmatrix} {\delta} = \frac{d_S}{D_S}\end{smallmatrix}" S143 Q328
	Q7269093 P2534 "H_R=\frac{J\bar{g}}{2}\sum_i\mathbf{L}_i^2-J\sum_{\langle ij\rangle}\mathbf{n}_i\cdot\mathbf{n}_j" S143 Q328
	Q6771347 P2534 " x(N)={1\over N+1}\sum_{n=0}^N T^n(x). " S143 Q328
	Q1049636 P2534 " I_z = \int_A \rho ^2\, dA" S143 Q328
	Q7837528 P2534 " p[T]=\{\vec x\in X^{\omega} \| (\exists \vec y\in Y^{\omega})\langle \vec x,\vec y\rangle \in [T]\}." S143 Q328
	Q6563343 P2534 " \frac{1}{q}+\frac{1}{p}=1 ," S143 Q328
	Q7048910 P2534 "(1)\qquad D\rho=\rho^2+\sigma\bar{\sigma}+\frac{1}{2}R_{ab}l^a l^b\,\hat{=}\,0\,," S143 Q328
	Q673444 P2534 "\overline{A} = A \cup \{ \lim_n a_n \forall n \ge 0, \ a_n \in A \}" S143 Q328
	Q7302397 P2534 "v = H_0 D\ " S143 Q328
	Q4027138 P2534 " p= \frac {2\ \gamma \cos \theta} {r}" S143 Q328
	Q3554047 P2534 "m = Z m_{p} + N m_{n} - \frac{E_{B}}{c^{2}}" S143 Q328
	Q382486 P2534 "\mbox{E}(x)=(ax+b)\bmod{m}," S143 Q328
	Q219567 P2534 " \gamma_\text{SG}\ =\gamma_\text{SL}+\gamma_\text{LG}\cos{\theta} \," S143 Q328
	Q17099235 P2534 "x * y = (xa)y. \, " S143 Q328
	Q4854769 P2534 "A'(z) = A(z/\gamma)" S143 Q328
	Q811591 P2534 "(\and) \frac{A \wedge B}{\begin{array}{c} A \\ B\end{array}}" S143 Q328
	Q435910 P2534 "\Delta\tau = D_\text{PMD} \sqrt{L} \, " S143 Q328
	Q2542507 P2534 "W = cL^b\!\," S143 Q328
	Q6081822 P2534 " \{x\in X\|\exists y\in Y (x,y)\in R\}\," S143 Q328
	Q5462733 P2534 "\frac{\mathrm{d}X(t)}{\mathrm{d}t} = \begin{cases} r_i & \text{ if } X(t)>0 \\ \max(r_i,0) & \text{ if } X(t)=0.\end{cases}" S143 Q328
	Q1562262 P2534 "\lambda (x) \ [\operatorname{STATE} \ x]" S143 Q328
	Q17150834 P2534 "\Psi(H) = \|A\| (1 + \min\{\log \|B\| \log \log \|B\|, \log \|B\| \log \|A\|\}/f(H))" S143 Q328
	Q923233 P2534 " \angle PAB = \angle PBC = \angle PCA.\," S143 Q328
	Q5454616 P2534 "\textstyle {x=a\cos(t)-\frac {a\sin^2 (t)}{\sqrt 2}, \qquad y=a\cos(t)\sin(t)}" S143 Q328
	Q190169 P2534 "Q = \dfrac{E_ \mathrm {FSR}}{{2^M-1}}," S143 Q328
	Q385520 P2534 "I_{D} = \frac{bW}{L} q N_d \mu_n V_{DS}" S143 Q328
	Q4051445 P2534 "k_{N_w} = C_{240} \oplus k_0 \oplus k_1 \oplus \dots \oplus k_{N_w - 1}; \quad C_{240} = \text{0x1BD11BDAA9FC1A22}" S143 Q328
	Q930768 P2534 "\zeta\left(1/2+it\right)=O\left(t^c\right)" S143 Q328
	Q207348 P2534 "[a]_\sim = \{x\in S\vert\; x\sim a\}" S143 Q328
	Q179856 P2534 "E = (m_i - m_f - m_p)c^2" S143 Q328
	Q2645130 P2534 " \left( x - a \right)^4 + \left( y - b \right)^4 = r^4" S143 Q328
	Q7645971 P2534 "M\!A = \frac{2 R}{R-r} = \frac{2}{1 - \frac{r}{R}}" S143 Q328
	Q7625184 P2534 "\mathbf{p} = m \mathbf{v}," S143 Q328
	Q900787 P2534 " c<rb \ " S143 Q328
	Q18206917 P2534 "\mathit{TPR} = \mathit{TP} / P = \mathit{TP} / (\mathit{TP}+\mathit{FN})" S143 Q328
	Q4891633 P2534 "\mathrm{vol} (M) \geq \frac{c_{m} (\mathrm{inj}(M))}{\pi}," S143 Q328
	Q361254 P2534 "\mathbf{1}_A\colon X \to \{0, 1\}," S143 Q328
	Q7269054 P2534 "\langle f,g \rangle = \sum_{e\in E} \int_{0}^{L_e} f_e^{*}(x_e)g_e(x_e) \, dx_e," S143 Q328
	Q8073864 P2534 "Z^{(\ell)}(\theta,\phi) = P_\ell(\cos\theta)" S143 Q328
	Q3363312 P2534 " f(\lambda\|\phi=0) = \frac{1}{2\pi}." S143 Q328
	Q5532467 P2534 "g(\bar{x}; \Sigma) = \frac{1}{2 \pi \sqrt{\operatorname{det} \Sigma_t}} e^{-\bar{x} \Sigma_t^{-1} \bar{x}/2}" S143 Q328
	Q191943 P2534 " \forall x \in L, z \in \{0, 1\}^{*}, \text{View}_{\hat V} [P(x) \leftrightarrow \hat V(x, z)] = S(x, z)" S143 Q328
	Q194391 P2534 " R = \frac{V}{I} " S143 Q328
	Q7170703 P2534 "Z = \beta_0 + \beta_1E + \beta_2P + \beta_3E^2 + \beta_4EP + \beta_5P^2 + \epsilon" S143 Q328
	Q5419007 P2534 "\operatorname{Pr}(a_1,\dots,a_n; \theta)={n! \over \theta(\theta+1)\cdots(\theta+n-1)}\prod_{j=1}^n{\theta^{a_j} \over j^{a_j} a_j!}," S143 Q328
	Q6366845 P2534 "x_{n+1}=2x_n\ (\textrm{mod}~1)\," S143 Q328
	Q7291961 P2534 " \min_{x \in R^n} f(x), " S143 Q328
	Q7535590 P2534 "b \simeq r \theta \, " S143 Q328
	Q6635748 P2534 " \frac{\partial u(x,t)}{\partial t}+\frac{\partial f(u(x,t))}{\partial x}=0\," S143 Q328
	Q641585 P2534 "\ V_m=\pi R \tan(\theta/2)R \tan(\phi/2)(c\tau/2)" S143 Q328
	Q5957779 P2534 "T(W) = \frac{1}{A(W)} = \frac{W}{1-\gamma} + \frac{b}{a}," S143 Q328
	Q14472924 P2534 "\text{e}^{i\theta}A\text{e}^{i\left({\mathbf{k}\cdot\mathbf{r}-\omega t}\right)} = A\text{e}^{i\left({\mathbf{k}\cdot\mathbf{r}-\omega t + \theta}\right)}." S143 Q328
	Q567383 P2534 "c = {r\over{1-(1+r)^{-N}}}P_0" S143 Q328
	Q7233030 P2534 "\forall \rho, \sigma. \;\ \rho \subseteq \sigma \in \Delta \Rightarrow \rho \in \Delta" S143 Q328
	Q5418670 P2534 "\dot{x_i}=x_i\left(\left(Ax\right)_i-x^TAx\right)," S143 Q328
	Q1841237 P2534 "s(x) = \sum_{k=1}^\infty f_k(x)" S143 Q328
	Q6934990 P2534 "T_f\varphi(x) = f(x) \varphi (x) \quad " S143 Q328
	Q955889 P2534 "F(\dot x(t),\, x(t),\,t)=0" S143 Q328
	Q1549489 P2534 " L = \frac{1}{v} = \frac{T}{W}," S143 Q328
	Q5166468 P2534 "\mathbf{q} = \begin{bmatrix} q_0 & q_1 & q_2 & q_3 \end{bmatrix}^T" S143 Q328
	Q4784715 P2534 " \forall n \in \mathbb{R} \mbox{, } \exists x \in \mathbb{R} \mbox{ such that } x > n \land f(x) \ge 0" S143 Q328
	Q1084766 P2534 "f M\to K(\mathbb{Z},2)" S143 Q328
	Q80956 P2534 "\Delta F = \alpha \ln(C/C_0)" S143 Q328
	Q1776117 P2534 "V_\mathrm{pp} = \frac{I}{2fC}" S143 Q328
	Q5741915 P2534 "H_0 = 1\," S143 Q328
	Q858656 P2534 "\frac{r}{s} with ''r'' ∈ ''R'', ''s'' ∈ ''S''" S143 Q328
	Q623093 P2534 "u(t) represents the input signal," S143 Q328
	Q9050568 P2534 "d_j = \frac{1}{3}\left(\frac{m}{\|s_1\|} + \frac{m}{\|s_2\|} + \frac{m-t}{m}\right) = \frac{1}{3}\left(\frac{6}{6} + \frac{6}{6} + \frac{6-\frac{2}{2}}{6}\right) = 0.944" S143 Q328
	Q4999857 P2534 "F_L=j\left [\left(\frac{SC}{60}\right) (25(ERC))\right ]^{0.46}" S143 Q328
	Q7269540 P2534 "S = \frac{1}{4\pi}\int d^2x\sqrt{-g} \left[ \left( b+ b^{-1} \right)\Phi R + \left( \nabla\Phi \right)^2 + 4\pi \mu e^{2b\Phi} \right]," S143 Q328
	Q1583335 P2534 "S_L \, \dot= \, 1 - \mbox{Tr}(\rho^2) \," S143 Q328Q2278174 P2534 "RevPAR = Rooms Revenue /Rooms Available \," S143 Q328Q3984085 P2534 "\forall x\exists y [x\in y \wedge \forall z\in y(\mathcal P(z)\subseteq y\wedge\mathcal P(z)\in y) \wedge \forall z\in\mathcal P(y)(\neg z\approx y\to z\in y)]" S143 Q328
	Q7520820 P2534 "E \to E + E \| id" S143 Q328
	Q7638108 P2534 "\pi_1 C_2 P_n \to \mathbb Z^2 \langle q,t \rangle " S143 Q328
	Q733169 P2534 "W=S \cdot \frac{1}{\sqrt{2}}" S143 Q328
	Q5500409 P2534 "\text{Bin size}=2\, { \text{IQR}(x) \over{ \sqrt[3]{n} }}\;" S143 Q328
	Q7269569 P2534 "j\colon V\to V\, " S143 Q328
	Q5156798 P2534 "C_\phi (f) = f \circ\phi" S143 Q328
	Q3750591 P2534 "\kappa = \frac{\bar{P} - \bar{P_e}}{1 - \bar{P_e}}" S143 Q328
	Q5454146 P2534 " f_i(x)=0, " S143 Q328
	Q17014424 P2534 "\frac {dx(t)}{dt}=Ax(t)+Bu(t)+Ew(t), " S143 Q328
	Q4836279 P2534 "\mathcal L = -\frac14F_{\mu\nu}^a F_{\mu\nu}^a" S143 Q328
	Q4402528 P2534 "\phi\left(x\right) = \sum^\infty_{n=0} \lambda^n \phi_n \left(x\right)" S143 Q328
	Q7636891 P2534 "\sum_{i=1}^n k_i\sqrt[r_i]{x_i}," S143 Q328
	Q3454417 P2534 "(A \rightarrow \exists x\;P(x)) \rightarrow \exists x\;(A \rightarrow P(x))." S143 Q328
	Q7100169 P2534 "\left\lfloor\binom{n}{2}\Big/\binom{3}{2}\right\rfloor=\left\lfloor\frac{n^2-n}{6}\right\rfloor." S143 Q328
	Q6860249 P2534 "\dfrac{f}{\|f\|} \left(S^{2n+1}_{\varepsilon} -V_f \right) \rightarrow S^1" S143 Q328
	Q964053 P2534 "\cdot A\times A \longrightarrow A" S143 Q328
	Q5165895 P2534 "[\phi^i(x),\phi^j(y)]=[\chi^i(x),\chi^j(y)]=\{\phi^i(x),\chi^j(y)\}=0." S143 Q328
	Q4476508 P2534 " \Delta^{*}\psi = -\mu_0 R^{2}\frac{dp}{d\psi}-\frac{1}{2}\frac{dF^2}{d\psi}," S143 Q328
	Q6497090 P2534 " N \mapsto W = K \cdot N ; W \mapsto N = W \cap M. \, " S143 Q328
	Q7782348 P2534 "M_A l + 2 M_B (l+l') +M_C l' = \frac{1}{4} w l^3 + \frac{1}{4} w' (l')^3." S143 Q328
	Q16979005 P2534 " [ \varphi (a, b) \and \varphi (b, a) \and \varphi (a, c) \and \varphi (c, a) \and \varphi (b, c) \and \varphi (c, b) ] \or [ \lnot \varphi (a, b) \and \lnot \varphi (b, a) \and \lnot \varphi (a, c) \and \lnot \varphi (c, a) \and \lnot \varphi (b, c) \and \lnot \varphi (c, b) ] \,." S143 Q328
	Q17006613 P2534 "E = \mu Wa" S143 Q328
	Q5282032 P2534 "\chi(E) = \sum_{v\in E} \chi(v)." S143 Q328
	Q451693 P2534 "f(\theta,\phi) = \sum_{l=0}^\infty\, \sum_{m=-l}^{l}\, C^m_l\, Y^m_l(\theta,\phi)." S143 Q328
	Q2070573 P2534 "g(x)=(kx\bmod p)\bmod n." S143 Q328
	Q5203305 P2534 "\sum_{i=1}^{\log_d n} \left(\frac{n}{d^i}+1\right) O(d) = O(n).<ref name="t83"/><ref name="w07"/>" S143 Q328
	Q2386647 P2534 "\frac{f}{m} = \frac{1}{\rho} \frac{dp}{dx}." S143 Q328
	Q695171 P2534 "k = A e^{-E_a/RT}" S143 Q328
	Q3711846 P2534 " 1\leq p<+\infty" S143 Q328
	Q1259814 P2534 " 1 + e(n-1) \ . " S143 Q328
	Q6518932 P2534 "a + b = \sqrt{R}" S143 Q328
	Q2348 P2534 "m_n = m_d - m_p + B_d - E_{rd}" S143 Q328
	Q3984017 P2534 "\sup_{n \in \mathbb{N}} \left( \left\\| f_{n} \right\\|_{L^{1} (W)} + \left\\| \frac{\mathrm{d} f_{n}}{\mathrm{d} t} \right\\|_{L^{1} (W)} \right) < + \infty," S143 Q328
	Q1050932 P2534 "f(x,y) = \frac{xy}{x^2+y^2}." S143 Q328
	Q2225 P2534 "\displaystyle v=f\lambda" S143 Q328
	Q1501324 P2534 "1 \,-\, \frac{1}{3} \,+\, \frac{1}{5} \,-\, \frac{1}{7} \,+\, \frac{1}{9} \,-\, \cdots \;=\; \frac{\pi}{4}.\!" S143 Q328
	Q186563 P2534 " \mathrm{perceived\ speed} = \frac{\mathrm{projection\ frame\ rate}}{\mathrm{camera\ frame\ rate}}\times\mathrm{actual\ speed}" S143 Q328
	Q8025711 P2534 " A \land B" S143 Q328
	Q2261156 P2534 "\mathbf{F_C} = \mathbf{V_C} - s_C\mathbf{V}" S143 Q328
	Q2094637 P2534 "C_x= d_{xy} F_y b/a~," S143 Q328
	Q17127067 P2534 "c = \frac{r P}{1-(1+r)^{-N}} = \frac {rP(1+r)^N}{(1+r)^N-1}." S143 Q328
	Q7380772 P2534 " f = -kT \lim_{N \rightarrow \infty} \frac{1}{N}\log Z_N " S143 Q328
	Q557624 P2534 "\|S_{1}\|+\|S_{2}\|+\cdots+\|S_{n}\| = \|S_{1} \cup S_{2} \cup \cdots \cup S_{n}\| " S143 Q328
	Q1499538 P2534 "M^d=P*L(R,Y) \," S143 Q328
	Q17003613 P2534 "[n+1]^F x = F(x, [n]^F x) and [1]^F x = x." S143 Q328
	Q185674 P2534 " \mathbf{g}(\mathbf{r}) = \frac{\mathbf{F}(\mathbf{r})}{m}." S143 Q328
	Q1366187 P2534 "\dot{m} = \lim\limits_{\Delta t \rightarrow 0}\frac{\Delta m}{ \Delta t}= \frac{{\rm d}m}{{\rm d}t}" S143 Q328
	Q6897853 P2534 "W=L_w+L_t" S143 Q328
	Q5260980 P2534 "R_h = \frac{A}{P}" S143 Q328
	Q291562 P2534 " \oplus _k M_{n_k}," S143 Q328
	Q171497 P2534 "r = c \sqrt{n}," S143 Q328
	Q5014168 P2534 "X=6Y/W+(Z-2)^2" S143 Q328
	Q5159392 P2534 "\sum_{i=0}^{n-1}(\varphi(p^n) - \varphi(p^i)) = n\varphi(p^n) - 1 - (p-1)\sum_{i=0}^{n-2}p^i = n\varphi(p^n) - p^{n-1}." S143 Q328
	Q209440 P2534 "\ln K= \frac{nFE^0}{RT}" S143 Q328
	Q918398 P2534 " E = KV \left(1-\gamma^2 \right) = KV \sin^2\theta," S143 Q328
	Q5450380 P2534 "\mathbb{P}_{i_{1} \dots i_{k}}^{X} (S) = \mathbb{P} \left\{ \omega \in \Omega \left\| \left( X_{i_{1}} (\omega), \dots, X_{i_{k}} (\omega) \right) \in S \right. \right\}." S143 Q328
	Q2328765 P2534 "\mathrm{Log} \left({\mathbb C}\backslash\{0\}\right)^n \to \mathbb R^n" S143 Q328
	Q7497063 P2534 " Sh_K(G,X) = G(\mathbb{Q})\backslash X\times G(\mathbb{A}_f)/K " S143 Q328
	Q4669933 P2534 "(i_{1} \times i_{2})_{} (\gamma^{H_{1} \times H_{2}}) = (i_{1})_{} \left( \gamma^{H_{1}} \right) \otimes (i_{2})_{*} \left( \gamma^{H_{2}} \right)," S143 Q328
	Q16814 P2534 "H_2O + h\nu \rightarrow H + OH" S143 Q328
	Q3725293 P2534 " \epsilon = \epsilon_k+\epsilon_p \!" S143 Q328
	Q17027597 P2534 " X - Y \sim N(100 - 105, 10^2 + 20^2) = N( -5, 500). " S143 Q328
	Q17004982 P2534 "\langle \sigma^n\rangle=(1-k'^2)^\beta,\quad \beta=n(N-n)/2N^2." S143 Q328
	Q185020 P2534 " n = \sum_{i=1}^k{m_i}." S143 Q328
	Q1550629 P2534 " I_{\sum}(x,y) = \sum_{\begin{smallmatrix} x' \le x \\ y' \le y\end{smallmatrix}} i(x',y')" S143 Q328
	Q1754097 P2534 "\gamma_n \le \left( \frac 4 3 \right)^\frac{n-1}{2}." S143 Q328
	Q5519271 P2534 " x^{128} + x^7 + x^2 + x + 1" S143 Q328
	Q623213 P2534 " \underline{\varphi(\beta / \alpha)}\,\!" S143 Q328
	Q3527019 P2534 "n\ge\psi(r_1,\ldots,r_k,l,K)" S143 Q328
	Q903414 P2534 " <math chem>[\ce A]=[\ce A]_0 e^{-k_1 t}" S143 Q328
	Q7574975 P2534 "I( X ; Y = y)." S143 Q328
	Q22681984 P2534 " \log_b a = \frac{\log_c a}{\log_c b}," S143 Q328
	Q8023978 P2534 "\sum_{n=N}^\infty f(n)" S143 Q328
	Q1611641 P2534 " \sum (y - Y_r) ^2 is the minimized SSD per segment" S143 Q328
	Q5444399 P2534 " A = -\frac{8}{3} \pi \left \langle \boldsymbol{\mu}_n \cdot \boldsymbol{\mu}_e \right \rangle \|\Psi (0)\|^2\qquad \mbox{(c.g.i)}" S143 Q328
	Q5380096 P2534 "\|\psi\rangle = \alpha_{00}\|00\rangle + \alpha_{01}\|01\rangle + \alpha_{10}\|10\rangle + \alpha_{11}\|11\rangle" S143 Q328
	Q22907353 P2534 "\mbox{NDWI}=\frac{(Xnir - Xswir)}{(Xnir + Xswir)}" S143 Q328
	Q4653520 P2534 "m \mu(a/a_0) a = GMm/r^2," S143 Q328
	Q1047694 P2534 "x (\theta) = (R - r)\cos\theta + d\cos\left({R - r \over r}\theta\right)" S143 Q328
	Q865967 P2534 "x \equiv_c y if there is a connected subset of ''X'' containing both ''x'' and ''y''; and" S143 Q328
	Q108566 P2534 " d = 5.597661 + 29.5305888610 \times N + (102.026 \times 10^{-12})\times N^2" S143 Q328
	Q7443739 P2534 " \frac{ds}{d\varphi} = \frac{1}{\kappa}," S143 Q328
	Q2835957 P2534 "N(xy) = N(x)N(y)" S143 Q328
	Q7049245 P2534 "\phi(a^n) = \sum_{\pi\in\text{NC}(n)} \prod_{j} k_j^{N_j(\pi)}" S143 Q328
	Q1347355 P2534 " y(t) = F(x(t))" S143 Q328
	Q5348909 P2534 "M \; [ \mathbf{s} \; \mathbf{t} ] \; = \; [ \mathbf{s} \; \mathbf{t} ] \Lambda_\theta " S143 Q328
	Q4683171 P2534 "\mathrm{Ad} G\to\mathrm{Aut}(\mathfrak g)\sub\mathrm{GL}(\mathfrak g)" S143 Q328
	Q17163300 P2534 " \Delta G_{SA} = \Delta H_{SA} -T \Delta S_{SA} \," S143 Q328
	Q900867 P2534 "E=E^0 + \frac{RT}{z_iF} \ln \left [ a_i + \sum_{j} \left ( k_{ij}a_j^{z_i/z_j} \right ) \right ]" S143 Q328
	Q1331774 P2534 " x(t) = x(t + T)\text{ for all }t \in \mathbb{R} " S143 Q328
	Q2607158 P2534 "Z = \sqrt{\sum_{i=1}^k \left(\frac{X_i}{\sigma_i}\right)^2}" S143 Q328
	Q5610536 P2534 "\epsilon dn(t)/dt = -n(t) + (b^+ - n(t))p^+ - (n(t) + b^-)p^- \, " S143 Q328
	Q320577 P2534 "h^A = \mathrm{Hom}(A,-)." S143 Q328
	Q1153787 P2534 "\delta W = \sum_{i=1}^n \mathbf {F}_{i} \cdot \delta \mathbf r_i" S143 Q328
	Q5297353 P2534 "\Delta \,\lambda\,=v\sin i \cos l \sin L km s^{-1}" S143 Q328
	Q5086940 P2534 "\alpha = 2 \cos^{-1}(w) = 2 \sin^{-1} \left (\sqrt{x^2+y^2+z^2} \right )." S143 Q328
	Q2044612 P2534 "C_{ij}\ = (-1)^{i+j} M_{ij}\,," S143 Q328
	Q5067368 P2534 " \exists W_1 \subseteq V \exists W_2 \subseteq V \exists W_3 \subseteq V \forall v \in V (v \in W_1 \vee v \in W_2 \vee v \in W_3) \wedge " S143 Q328
	Q3406257 P2534 "a \equiv b^2 \pmod T." S143 Q328
	Q1072904 P2534 "\mu = E_0 + E_F \left[ 1- \frac{\pi ^2}{12} \left(\frac{kT}{E_F}\right) ^2 - \frac{\pi^4}{80} \left(\frac{kT}{E_F}\right)^4 + \cdots \right] " S143 Q328
	Q14613383 P2534 "\frac{T_{\text{f}}}{T_{\text{i}}}=\left(\frac{p_{\text{f}}}{p_{\text{i}}}\right)^{\frac{\gamma -1}{\gamma}}." S143 Q328
	Q176827 P2534 "X_u \perp\!\!\!\perp X_v \mid X_{V \setminus \{u,v\}} \quad \text{if } \{u,v\} \notin E" S143 Q328
	Q380528 P2534 "A_\mu\to A_\mu+\partial_\mu\phi(x), &nbsp;&nbsp;\psi\to \exp[iQ\phi(x)]\psi &nbsp;and&nbsp; \overline\psi\to \exp[-iQ\phi(x)]\overline\psi" S143 Q328
	Q365988 P2534 " y(t) = (h*x)(t) \ \stackrel{\mathrm{def}}{=}\ \int_{-\infty}^{\infty} x(u) h(t-u) \, du " S143 Q328
	Q14097093 P2534 "\boldsymbol{\nabla}\cdot\boldsymbol{\sigma} + \mathbf{F} = \rho\ddot{\mathbf{u}} " S143 Q328
	Q831774 P2534 " \langle \psi \| F(A) \| \psi \rangle\, . " S143 Q328
	Q410947 P2534 "x = 2 \mathrm{azeq}_x\left(\frac\lambda 2, \varphi\right)\," S143 Q328
	Q6860170 P2534 " \mathrm{vol}(K+L)^{1/n} \geq \mathrm{vol}(K)^{1/n} + \mathrm{vol}(L)^{1/n}~," S143 Q328
	Q5409661 P2534 "\boldsymbol{r_j }= \frac{1}{m_{0j}} \sum_{k=1}^j m_k\boldsymbol {x_k} \ - \ \boldsymbol{x_{j+1}}\ , \quad (j = 1, 2, \dots, N-1)" S143 Q328
	Q669180 P2534 "\mathbb{B} {b_{1},b_{2},...,b_{n}}" S143 Q328
	Q17104425 P2534 "ds^2\,=\,-\Big(1-\frac{M}{r}\Big)^2\,dt^2+\Big(1-\frac{M}{r}\Big)^{-2}dr^2+r^2\,\big(d\theta^2+\sin^2\theta\,d\phi^2 \big)\,." S143 Q328
	Q5395724 P2534 "n'_i=\sum_{j=0}^3 w_{ij}n_j" S143 Q328
	Q466603 P2534 "\mathrm{{}^{3}_{1}H}\ \xrightarrow{\ \mathrm{12.32 y}}\ \mathrm{{}^{3}_{2}He} + \mathrm{e{}^{-}_{}} " S143 Q328
	Q5884209 P2534 "a_r(x) f^{(r)}(x) + a_{r-1}(x) f^{(r-1)}(x) + \ldots + a_1(x) f'(x) + a_0(x) f(x) = 0" S143 Q328
	Q4853739 P2534 "IndVal_{ij} = A_{ij} * B_{ij} * 100" S143 Q328
	Q5380783 P2534 "g(y) \approx \int_{-\infty}^\infty \exp (-2\pi ixy) f(x)\, dx,\qquad f(x) \approx \int_{-\infty}^\infty \exp (2\pi ixy) g(y)\, dy ~," S143 Q328
	Q1759756 P2534 "\mathbf{F}_{\mathrm{body}} = \int\limits_{V} \rho \mathbf{g}(\mathbf{r}) \mathrm{d} V \,," S143 Q328
	Q7239248 P2534 "\text{Post-money valuation} = \text{New investment} \,\cdot\, \frac {\text{Total post investment shares outstanding}}{\text{Shares issued for new investment}}" S143 Q328
	Q866810 P2534 "f(x) = \frac{(a/b)^{p/2}}{2 K_p(\sqrt{ab})} x^{(p-1)} e^{-(ax + b/x)/2},\qquad x>0," S143 Q328
	Q41239 P2534 "\delta V=v_e \ln\left( {M_0\over M_1} \right) " S143 Q328
	Q25303617 P2534 "\overline{AB}\cdot \overline{CD}+\overline{BC}\cdot \overline{DA} \ge \overline{AC}\cdot \overline{BD}." S143 Q328
	Q4284939 P2534 " (1+v)^{N-j}\,(1-v)^j=\sum_i v^i K^{(N)}_{ij} " S143 Q328
	Q25210879 P2534 "\vec p =\frac {d \vec c} {dt}=\frac {d^2 \vec s} {dt^2}=\frac {d^3 \vec j} {dt^3}=\frac {d^4 \vec a} {dt^4}=\frac {d^5 \vec v} {dt^5}=\frac {d^6 \vec r} {dt^6}" S143 Q328
	Q7269452 P2534 " {f_o} {v_g} = {\partial \Phi \over \partial x} (1a)" S143 Q328
	Q1932744 P2534 "\mathbf{a} = \frac{d\mathbf{v}}{dt} = \frac{d^2\boldsymbol{x}}{dt^2}," S143 Q328
	Q1256725 P2534 " \mu_{\frac{1}{\sqrt{n}} X_n}(A) = n^{-1} \#\{j \leq n \lambda_j \in A \}~, \quad A \in \mathcal{B}(\mathbb{C})." S143 Q328
	Q251922 P2534 " x/\operatorname{ln}(x)\!" S143 Q328
	Q6925544 P2534 "R_{(1)}^t=\min{\{\frac{S_1^t}{S_1^0},\frac{S_2^t}{S_2^0},...,\frac{S_n^t}{S_1^n}\}}, " S143 Q328
	Q3527091 P2534 " G = G_1 \supseteq G_2 \supseteq \ldots. " S143 Q328
	Q179509 P2534 " \frac{\partial h}{\partial t} = h'(t_i) \approx \frac{h_i - h_{i-1}}{\Delta t}." S143 Q328
	Q7206327 P2534 " (x)_{n,k} = x(x + k)(x + 2k) \cdots (x + (n-1)k)=\prod_{i=1}^n (x+(i-1)k),\, " S143 Q328
	Q5072511 P2534 "\mathbf{y} = \mathbf{H}\mathbf{x} + \mathbf{n}" S143 Q328
	Q560188 P2534 "\mathrm {EV} = \log_2 {\frac {N^2} {t} } \,," S143 Q328
	Q3395686 P2534 "p_n(x)=x(x-an)^{n-1}. \," S143 Q328
	Q6554322 P2534 " \dot{\mathbf{x}}(t) = A(t) \mathbf{x}(t) + B(t) \mathbf{u}(t)" S143 Q328
	Q1537963 P2534 " \| f(x) - f(y) \| \leq C\parallel x - y\parallel^{\alpha} " S143 Q328
	Q4677562 P2534 "I_C = \frac {V_{CC} - V_{out}} {R_C} ." S143 Q328
	Q7902910 P2534 "u \mathbb{N}^2 \to \mathbb{N}" S143 Q328
	Q3345664 P2534 "L^{2,h}(D) = L^2(D)\cap H(D)" S143 Q328
	Q16841439 P2534 " n-1,n+1,2n-1,2n+1, \dots, 2^k n - 1, 2^k n + 1 \," S143 Q328
	Q2256719 P2534 "A(x,y,z) dx + B(x,y,z) dy + C(x,y,z) dz" S143 Q328
	Q17006013 P2534 "P(x)=\begin{cases} 1, & x \in [-\Delta/2, \Delta/2], \\ 0, & x \notin [-\Delta/2, \Delta/2], \end{cases} " S143 Q328
	Q1922879 P2534 "\begin{matrix} \frac{1}{2} \end{matrix} MV_e^2" S143 Q328
	Q740060 P2534 "(a,b)=\begin{cases}1,&\mbox{ if }z^2=ax^2+by^2\mbox{ has a non-zero solution }(x,y,z)\in K^3;\\-1,&\mbox{ if not.}\end{cases}" S143 Q328
	Q2266294 P2534 "\varphi_i = N_i(\chi_{iA} \pm \chi_{iB}), \, " S143 Q328
	Q2719417 P2534 " co'(ci, x, y) = \mathrm{AND}(M_3,M_5,M_6,M_7) = \mathrm{NOR}(m_3,m_5,m_6,m_7)." S143 Q328
	Q1151499 P2534 "A\mapsto A\otimes B " S143 Q328
	Q1079166 P2534 " y \sqsubseteq \sup D ," S143 Q328
	Q388660 P2534 "\lim_{r\rightarrow 0^+}\frac{1}{\|B(x,r)\|}\int_{B(x,r)} \!\|f(y)-f(x)\|\,\mathrm{d}y=0." S143 Q328
	Q3730830 P2534 " u_{x,y}+\frac{N(u_x+u_y)}{x+y}=0. " S143 Q328
	Q1065170 P2534 "f(x) = \frac{1}{\sigma \sqrt{2 \pi} } \exp \left[ -\frac{(x-x_0)^2}{2 \sigma^2} \right] " S143 Q328
	Q2908602 P2534 "t' = t - \frac{\|\mathbf{r}-\mathbf{r}'\|}{c}" S143 Q328
	Q751048 P2534 "\varepsilon=\begin{pmatrix}0 & 1 \\0 & 0 \end{pmatrix}\quad\text{and}\quad a + b\varepsilon = \begin{pmatrix}a & b \\ 0 & a \end{pmatrix}." S143 Q328
	Q3694453 P2534 " M = m - 5 (\log_{10}{D_L} - 1) - K_{Corr}\!\," S143 Q328
	Q3895032 P2534 "\begin{pmatrix}1 & 1 \\ 1 & -\end{pmatrix}" S143 Q328
	Q22906891 P2534 " \dot{X} = \nabla \log \pi(X) + \sqrt{2} \dot{W}" S143 Q328
	Q7189431 P2534 " \lambda_n = {n \choose 2} \frac{1}{N} ." S143 Q328
	Q16881122 P2534 "\rho\colon G \to \operatorname{Sym}(X)." S143 Q328
	Q7280359 P2534 " R = N \int_{E_{min}}^{E_{max}} \int_{T_{min}}^{T_{max}} \phi(E_i)\,\sigma(E_i,T)\,\upsilon(T)\,dT\,dE_i. " S143 Q328
	Q7582087 P2534 " \operatorname{E}( X ^ 2 )." S143 Q328
	Q7103 P2534 "N^2\left(\frac{\partial^4 z}{\partial x^4} + \frac{\partial^4 z}{\partial x^2 \partial y^2} + \frac{\partial^4 z}{\partial y^4}\right) + \frac{\partial^2 z}{\partial t^2} = 0 " S143 Q328
	Q7001956 P2534 "-\Delta u = f, \qquad u\|_{\partial\Omega} = 0" S143 Q328
	Q4641575 P2534 "u = \frac{x}{x^2+y^2+z^2},\quad v = \frac{y}{x^2+y^2+z^2},\quad w = \frac{z}{x^2+y^2+z^2}." S143 Q328
	Q912244 P2534 "\hat{f} = \frac{1}{B} \sum_{b=1}^B \hat{f}_b (x')" S143 Q328
	Q3772902 P2534 "A(x)=\sum_{p^\nu \le x} f(p^\nu) p^{-\nu}(1-p^{-1})" S143 Q328
	Q3635230 P2534 "L=2S-\frac{200(\sqrt{h_1}+\sqrt{h_2})^2}{A}" S143 Q328
	Q17006326 P2534 "\left[{n \atop k}\right]_q" S143 Q328
	Q16937479 P2534 "\\| f - f_N \\|_{L^2}^2 \leq C N^{-2} (\log N)^3, \quad N \to \infty," S143 Q328
	Q22743199 P2534 "\tfrac{C_{A}}{T_{A}} + \tfrac{C_{B}}{T_{B}} + \tfrac{C_{Z}}{T_{Z}} = \tfrac{100}{T_{M}} " S143 Q328
	Q17011585 P2534 " \sum_k r^2(z,k) maximum." S143 Q328
	Q1003025 P2534 "A = 1 - 3X + 5X^2 - 7X^3 + 9X^4 - 11X^5 + \cdots." S143 Q328
	Q49008 P2534 " N = 1 + \prod_{p\in S} p. " S143 Q328
	Q2621865 P2534 " d = \frac{v \cos \theta}{g} \left( v \sin \theta + \sqrt{v^2 \sin^2 \theta + 2gy_0} \right) " S143 Q328
	Q898680 P2534 " C = \frac{3 \times \mbox{number of triangles}}{\mbox{number of connected triplets of vertices}} = \frac{\mbox{number of closed triplets}}{\mbox{number of connected triplets of vertices}}." S143 Q328
	Q4916502 P2534 " \frac{dL}{dx} = S \frac{\frac{dE}{dx}}{1+k_B\frac{dE}{dx}}." S143 Q328
	Q7432797 P2534 " \frac{\partial f_t(z)}{\partial t} = -z f^\prime_t(z)\frac{\zeta(t)+z}{\zeta(t)-z} or \dfrac{\partial g_t(z)}{\partial t} = g_t(z)\dfrac{\zeta(t)+g_t(z)}{\zeta(t)-g_t(z)}." S143 Q328
	Q366968 P2534 "\tau=\mu\frac{du}{dy}" S143 Q328
	Q2064924 P2534 "\eta \equiv -\ln\left[\tan\left(\frac{\theta}{2}\right)\right]," S143 Q328
	Q1744580 P2534 " \mu_\infty \subset \C^\times " S143 Q328
	Q1807778 P2534 " F = \frac{d^2}{\ell \lambda} \gtrsim 1" S143 Q328
	Q7100083 P2534 "g(x_1,x_2,x_3,v_1,v_2,v_3)\," S143 Q328
	Q1644451 P2534 " P(D) = \sum_\alpha a_\alpha \, D^\alpha " S143 Q328
	Q5161414 P2534 "f_c(z) = z^2+c\," S143 Q328
	Q3266751 P2534 "S[g]= \int {1 \over 2\kappa} R \sqrt{-g} \, \mathrm{d}^4x " S143 Q328
	Q7100706 P2534 "\int_A\left(\int_B f(x,y)\,\text{d}y\right)\,\text{d}x=\int_B\left(\int_A f(x,y)\,\text{d}x\right)\,\text{d}y=\int_{A\times B} f(x,y)\,\text{d}(x,y)," S143 Q328
	Q5058193 P2534 "r^2 = \\| \mathbf x[p_\alpha] - \mathbf x[p_\beta] - \mathbf q_{\alpha\beta} \\|^2_2." S143 Q328
	Q11722674 P2534 "f M \to M." S143 Q328
	Q7512994 P2534 "X = (x_1, x_2, x_3, \dots, x_n)^T" S143 Q328
	Q3333621 P2534 " d_{ij}=d(\{X_i\}, \{X_j\}) = { \\|X_i - X_j\\|^2}." S143 Q328
	Q194404 P2534 "(Tu - Tv, u - v) \geq 0 \quad \forall u,v \in X." S143 Q328
	Q18391017 P2534 "V(x;-r )=\int_0^x e^{-r t}\pi (t) dt," S143 Q328
	Q1784730 P2534 "\mu(x\wedge y)\mu(x\vee y) \ge \mu(x)\mu(y)" S143 Q328
	Q5428730 P2534 " \mathbf{y}_n= \mathbf{A}\mathbf{x}_n+ \mathbf{B}\mathbf{z}_n +\mathbf{c}+\mathbf{e}_n " S143 Q328
	Q186509 P2534 " F = \frac{1}{4\pi\varepsilon_0}\frac{\left\|q_1 q_2\right\|}{r^2}.<ref>{{MathWorld\|urlname=Sphere\|title=Sphere}}</ref>" S143 Q328
	Q17084424 P2534 "u^* = \arg \min_{u \in U} J(u)." S143 Q328
	Q5871 P2534 "E_g \approx \frac{-G M}{R} ." S143 Q328
	Q169890 P2534 "ds^2 = -\left(\alpha^2- \beta_i \beta^i\right)\,dt^2+2 \beta_i \,dx^i\, dt+ \gamma_{ij}\,dx^i\,dx^j" S143 Q328
	Q2153925 P2534 "\mathbf{B} = \nabla \times \mathbf{A}.<ref name="Feynman1515">{{Harvtxt\|Feynman\|1964\|p=15_15}}</ref> and \mathbf{E} = - \nabla \phi - \frac { \partial \mathbf{A} } { \partial t } <ref name="Feynman1515"/> and so even if the region outside the windings is devoid of '''B''' field, it is filled with non-zero '''E''' field." S143 Q328
	Q6583251 P2534 "[1.25] = 1" S143 Q328
	Q1501536 P2534 " \int_\Omega uD^\alpha\varphi\;dx=(-1)^{\|\alpha\|}\int_\Omega \varphi D^\alpha u\;dx," S143 Q328
	Q3954343 P2534 "t_\mathrm{relax}=\frac {N}{8\ln N}\times t_\mathrm{cross} \ ," S143 Q328
	Q3711844 P2534 "\\| u \\|_{L^{p} (\Omega)} \leq d^{k} \left( \sum_{\| \alpha \| = k} \\| \mathrm{D}^{\alpha} u \\|_{L^{p} (\Omega)}^{p} \right)^{1/p}." S143 Q328
	Q283811 P2534 "f = \frac{1}{2\pi\sqrt{LC}} \, " S143 Q328
	Q2269888 P2534 "f(x)=a_mx^m+a_{m-1}x^{m-1}+\cdots+a_1x+a_0" S143 Q328
	Q1892 P2534 "\displaystyle v=f\lambda" S143 Q328
	Q5282259 P2534 "X = \coprod_i X_i" S143 Q328
	Q11143060 P2534 "Pure\ alcohol\ mass = volume\ \times \ (alcohol\ by\ volume\ \times \ volumetric\ mass\ density)" S143 Q328
	Q7805286 P2534 "\sigma_x^2(\tau) = \frac{\tau^2}{3}\operatorname{mod}\sigma_y^2(n\tau_0)" S143 Q328
	Q1918011 P2534 "x=a(3\cos t+\cos3t),\quad y=a(3\sin t+\sin3t)." S143 Q328
	Q5157034 P2534 "P_K T \vert_K K \rightarrow K ," S143 Q328
	Q1136644 P2534 "a b^3 c^{-1} c a^{-1} c\," S143 Q328
	Q4380241 P2534 " \rho_1 v_{n1} = \rho_2 v_{n2}, " S143 Q328
	Q17157339 P2534 "ds^2 = -2 \, du \, dv + C^2\left(\frac{q^2}{\omega^2}, 2\frac{q^2}{\omega^2}, \omega u \right) \, \left( dx^2 + dy^2 \right), \qquad -\infty < v,x,y < \infty, \quad -u_0 < u < u_0. " S143 Q328
	Q2594199 P2534 "x^3 + c^2b = cx^2 " S143 Q328
	Q6653168 P2534 "C_h(f) = f\circ h" S143 Q328
	Q5121680 P2534 "x = ( \lambda - \lambda_0 ) \cos \varphi_0\," S143 Q328
	Q1414747 P2534 " \mathit{momentum} = \mathit{close}_\mathit{today} - \mathit{close}_{N\,\mathit{days\,ago}}" S143 Q328
	Q17144692 P2534 "ABCD^+ \to AB + CD^+" S143 Q328
	Q3005747 P2534 " X \lll 1=\left\{\begin{matrix} 2X, & \mbox{if } X < 2^{31} \\ 2X + 1 - 2^{32}, & \mbox{if } X \geq 2^{31}\end{matrix}\right." S143 Q328
	Q815666 P2534 "P(X\leq x) = P(X<x+1)" S143 Q328
	Q7834198 P2534 " P(x) = a_0x^n + a_1 x^{n-1} + \cdots + a_{n} " S143 Q328
	Q467358 P2534 "\mathrm{D} = \frac{\lambda}{\mathrm{2NA}}" S143 Q328
	Q6905620 P2534 "1-\left(\frac{\sin(\pi u)}{\pi u}\right)^2 +\delta(u)," S143 Q328
	Q3532117 P2534 "\tau = \{\, G \subseteq X \forall x,y\in X\ \ x\in G\ \land\ x\le y\ \rightarrow\ y \in G,\}" S143 Q328
	Q18394561 P2534 "Q = KLH ^ {3/2}" S143 Q328
	Q900371 P2534 "K=-V\frac{\mathrm d P}{\mathrm d V}" S143 Q328
	Q1305766 P2534 "\sum_i \operatorname{index}_{x_i}(v) = \chi(M)\," S143 Q328
	Q2357982 P2534 " \text{Attenuation} = \alpha [\text{dB}/(\text{MHz} \cdot \text{cm})] \cdot \ell [\text{cm}] \cdot \text{f}[\text{MHz}]" S143 Q328
	Q1579914 P2534 "\text{liftM2} \colon \forall M \colon \text{monad}, \; (A_1 \to A_2 \to R) \to M \, A_1 \to M \, A_2 \to M \, R = op \mapsto m_1 \mapsto m_2 \mapsto \text{bind} \; m_1 \; (a_1 \mapsto \text{bind} \; m_2 \; (a_2 \mapsto \text{return} \; (op \, a_1 \, a_2)))" S143 Q328
	Q4183837 P2534 "x_1,\ldots,x_N" S143 Q328
	Q5141400 P2534 "\displaystyle H_c^\ast(X;R) = \lim_{K\subseteq X \,\text{compact}} H^n(X,X\setminus K;R)" S143 Q328
	Q6060642 P2534 "K = D + E - M \, " S143 Q328
	Q6043371 P2534 " n_{t+1}(x) = \int_{\Omega} k(x, y)\, f(n_t(y))\, dy," S143 Q328
	Q2421905 P2534 " \frac{1}{2}+\frac{2}{3}\;=\;\frac{3}{6}+\frac{4}{6}\;=\;\frac{7}{6}" S143 Q328
	Q1694565 P2534 "r(N)={1\over 2}G(N)N^2+O\left(N^2\log^{-A}N\right)," S143 Q328
	Q6795639 P2534 "(Mf)(x) = \sup_{x \in B} \frac{1}{\|B\|} \int_B \|f\|" S143 Q328
	Q900638 P2534 "H_{0,I}(t) = e^{i H_{0,S} t / \hbar} H_{0,S} e^{-i H_{0,S} t / \hbar} = H_{0,S} ." S143 Q328
	Q6731519 P2534 "\phi_\mathrm{M1}-\phi_\mathrm{M2} is the difference of the [[magnetic potential]]s." S143 Q328
	Q1992087 P2534 "\dot x=f(x)" S143 Q328
	Q23581943 P2534 "w_i = \left[\frac{1}{d_i}\right]^p" S143 Q328
	Q1229165 P2534 "\eta(x,t) = a \sin \left( \theta(x,t) \right),\," S143 Q328
	Q11953040 P2534 "n \equiv 2^a \not\equiv 0 \pmod 3.\," S143 Q328
	Q3500674 P2534 "E_{B} = a_{V} A - a_{S} A^{2/3} - a_{C} \frac{Z^2}{A^{1/3}} - a_{A} \frac{(N - Z)^{2}}{A} - \delta(A,Z)" S143 Q328Q4955413 P2534 "e^{i\mathbf{k} \cdot \mathbf{r}} = \cos {(\mathbf{k} \cdot \mathbf{r})} + i\sin {(\mathbf{k} \cdot \mathbf{r})}" S143 Q328
	Q6505514 P2534 "f(x) = \int_0^{+ \infty} 1_{L(f, t)} (x) \, \mathrm{d} t \text{ for all } x \in \mathbb{R}^{n}," S143 Q328
	Q1054475 P2534 "f\left(x\right) = a e^{- { \frac{(x-b)^2 }{ 2 c^2} } }" S143 Q328
	Q1148215 P2534 "I=\prod_{A\in\mathcal{A}} h_A. " S143 Q328
	Q2226602 P2534 "\kappa_p(X)=\\|X\\|_p \left \\|X^{-1} \right \\|_p. " S143 Q328
	Q939318 P2534 "4,000 - .02(50,000) = 3,000" S143 Q328
	Q1651720 P2534 "\frac{\partial \textbf m}{\partial t}\, =\, -\gamma \,\textbf m\times \textbf{H}_{\mathrm{eff}}\, +\, \alpha\,\textbf m\times\frac{\partial \textbf m}{\partial t}\,.\qquad " S143 Q328
	Q42297 P2534 "\varepsilon \thicksim N(0, \sigma^2).\," S143 Q328
	Q1052379 P2534 "f(x) = \frac{L}{1 + \mathrm e^{-k(x-x_0)}} " S143 Q328
	Q51504 P2534 "F_\text{thrust} = g_0 \cdot I_\text{sp} \cdot \dot m," S143 Q328
	Q1121115 P2534 "\mathbf{k(1-\theta)} = \frac{d\theta}{dt}." S143 Q328Q1189065 P2534 "ax^2+by^2+cz^2=0." S143 Q328
	Q2152569 P2534 " DAF = \frac{{u_{max}}}{{u_{static}}}" S143 Q328
	Q209812 P2534 "\operatorname{span}(S) = \left \{ {\left.\sum_{i=1}^k \lambda_i v_i \right\| k \in \mathbb{N}, v_i \in S, \lambda _i \in \mathbf{K}} \right \}." S143 Q328
	Q7899278 P2534 " U = {{{\sum_\min^{+\infty} {(R_r - R_\min}) P_r}} \over \sqrt{{{\sum_{-\infty}^\min {(R_r - R_\min})^2 P_r}}}} = \frac{\mathbb{E}[(R_r - R_\min)_+]}{\sqrt{\mathbb{E}[(R_r - R_\min)_-^2]}}, " S143 Q328
	Q1238125 P2534 "\mathbf{A}\otimes\mathbf{B} = \begin{bmatrix} a_{11} \mathbf{B} & \cdots & a_{1n}\mathbf{B} \\ \vdots & \ddots & \vdots \\ a_{m1} \mathbf{B} & \cdots & a_{mn} \mathbf{B} \end{bmatrix}, " S143 Q328
	Q230913 P2534 "\Gamma = V \left(\frac{dp}{de}\right)_V" S143 Q328
	Q270513 P2534 "C_n = \frac{1}{n+1}{2n\choose n} = \frac{(2n)!}{(n+1)!\,n!} = \prod\limits_{k=2}^{n}\frac{n+k}{k} \qquad\mbox{ for }n\ge 0." S143 Q328
	Q25377580 P2534 "F = \frac{d^2 \cdot \frac{\pi}{4}\cdot n }{b\cdot h} " S143 Q328
	Q826575 P2534 " T = \frac{J_T}{r} \tau= \frac{J_T}{\ell} G \theta" S143 Q328
	Q378859 P2534 "p({\rm label}\|\boldsymbol{x},\boldsymbol\theta) = f\left(\boldsymbol{x};\boldsymbol{\theta}\right)" S143 Q328
	Q7049066 P2534 "X(z_k)=X(z)\|_{z=z_k}=\sum_{n=0}^{N-1}x[n]z_k^{-n},\quad k=0, 1, ..., N-1," S143 Q328
	Q663650 P2534 "R = \frac{\Phi_\mathrm{e}^\mathrm{r}}{\Phi_\mathrm{e}^\mathrm{i}}," S143 Q328
	Q5333523 P2534 "\theta= T/N = L/U = use period" S143 Q328
	Q768656 P2534 "\lim_{n\to\infty} \mu(\{x \in X \|f(x)-f_n(x)\|\geq \varepsilon\}) = 0," S143 Q328
	Q906520 P2534 "1 + \frac{1}{2} + \frac{1}{3} + \frac{1}{4} + \frac{1}{5} + \cdots =\sum_{n=1}^\infty\frac{1}{n}." S143 Q328
	Q7659210 P2534 "A.wwxy = \begin{bmatrix} 0&0&0&1 \\ 0&0&0&1 \\ 1&0&0&0 \\ 0&1&0&0 \end{bmatrix}\begin{bmatrix} 1\\ 2\\ 3\\ 4\end{bmatrix} = \begin{bmatrix} 4\\ 4\\ 1\\ 2\end{bmatrix}." S143 Q328
	Q1050230 P2534 "\|f(z_0)\|\ge \|f(z)\| " S143 Q328
	Q7069573 P2534 "\frac{6054}{86,318} = 0.0701" S143 Q328
	Q7799463 P2534 " z_{ij} = \mu_j + \epsilon_{ij} " S143 Q328
	Q1066633 P2534 " \mathbf{F_1}=q\left(\mathbf{E_1}+\frac{d\mathbf{x_1}}{dt}\times\mathbf{B}\right). " S143 Q328
	Q6664673 P2534 "\mu_{p^{\infty}} = \left\{ \exp\left(\frac{2\pi im}{p^{k}}\right) m,k\in\mathbb{Z}\right\}" S143 Q328
	Q25325219 P2534 "Adv(\rho_m)=-\mathbf{V}\cdot\nabla \rho_m \!" S143 Q328
	Q3620962 P2534 " c(r)=g_{\rm total}(r) - g_{\rm indirect}(r) \, " S143 Q328
	Q7432782 P2534 "{v^2\over R} \cos \alpha = g \sin \alpha" S143 Q328
	Q5238024 P2534 "\pi = C / d \!" S143 Q328
	Q6522961 P2534 " N = \frac{E_\max-E_\min}{\Delta},." S143 Q328
	Q5170234 P2534 "\forall a, b \in X,\ a R b \Rightarrow \; a = b." S143 Q328
	Q5513376 P2534 " v = \sum \lambda_i b_i'" S143 Q328
	Q746863 P2534 " f(x)^5+f(x)+x=0." S143 Q328
	Q208476 P2534 " d\Omega = \sin\theta\,d\theta\,d\varphi" S143 Q328
	Q4691766 P2534 "\mathcal{L}\mathcal{H} \to \mathcal{H}" S143 Q328
	Q204819 P2534 "e^{i \pi} + 1 = 0" S143 Q328
	Q307889 P2534 "\sqrt{2^{\sqrt{2}}}=\sqrt{2}^{\sqrt{2}}=1.6325269\ldots." S143 Q328
	Q743179 P2534 "N \wedge M = N \cap M" S143 Q328
	Q16849676 P2534 "d\big(\gamma(t), \gamma(t') \big) = \big\| t - t' \big\|. " S143 Q328
	Q2246261 P2534 "\mathbf{y} = \mathbf{H}\mathbf{x} + \mathbf{n}" S143 Q328
	Q3754612 P2534 "x^n - 1 = \prod_{d\,\mid\,n}^n \Phi_d(x).\;" S143 Q328
	Q5379962 P2534 "\bar{A}=\frac{\int{Ae^{-\beta H(q_1, q_2, ... q_M, p_1, p_2, ... p_N)}d\tau}}{\int{e^{-\beta H(q_1, q_2, ... q_M, p_1, p_2, ... p_N)}d\tau}}" S143 Q328
	Q7603913 P2534 "A\in '''R'''<sup>''NN''</sup>, \quad B\in '''R'''<sup>''NL''</sup>, \quad C\in '''R'''<sup>''MN''</sup>, \quad D\in '''R'''<sup>''ML''</sup>," S143 Q328
	Q15622331 P2534 "\int f^{-1}(y)\,dy= y f^{-1}(y)-F\circ f^{-1}(y)+C," S143 Q328
	Q181296 P2534 "\bigoplus_{i=1}^{u}\ \mathbf{Z}_{k_i}" S143 Q328Q719050 P2534 " \Sigma = iGW - GWGWG + \cdots" S143 Q328
	Q4455095 P2534 "{\mathcal F}(U)\rightarrow\prod_i{\mathcal F}(U_i){{{} \atop \longrightarrow}\atop{\longrightarrow \atop {}}}\prod_{i,j}{\mathcal F}(U_i\cap U_j)" S143 Q328
	Q16840360 P2534 " 1.1 (100W)^{1/3}," S143 Q328
	Q17103429 P2534 "m\ddot{x} + c\dot{x} + kx = F(t)" S143 Q328
	Q3798199 P2534 " G = \frac{1}{\mathrm{agm}\left(1, \sqrt{2}\right)} = 0.8346268\dots." S143 Q328
	Q1810707 P2534 "\ddot x = d^2 x/dt^2 = F(x)," S143 Q328
	Q753375 P2534 "\oint_C {e^z \over z^5}\,dz" S143 Q328
	Q217255 P2534 "c^2(t_2 - t_1)^2 - (x_2 - x_1)^2 - (y_2 - y_1)^2 - (z_2 - z_1)^2 = 0" S143 Q328
	Q24963933 P2534 "V = \sum_{i=1}^n V_i" S143 Q328
	Q7127466 P2534 " Af = \lim_{t\rightarrow 0} \frac{T_tf - f}{t}," S143 Q328
	Q6664004 P2534 "\chi(G_K,M)=\frac{\# H^0(K,M)\cdot\# H^2(K,M)}{\# H^1(K,M)}" S143 Q328
	Q1764371 P2534 "\mu\Sigma\to \mathbb {R}\cup\{\infty,-\infty\}" S143 Q328
	Q360830 P2534 "1 = A_0 \leq A_1 \leq \cdots \leq A_n = G." S143 Q328
	Q844976 P2534 "B(\mbox{G})= \mu_r H(\mbox{Oe})" S143 Q328
	Q15294905 P2534 " \alpha \alpha" S143 Q328
	Q7825061 P2534 "d(q,r) \le d(q',r').\," S143 Q328
	Q6787887 P2534 " P(x) = \sum_{i=0}^n{ a_i x^i} =a_0 + a_1 x+ a_2 x^2 + \cdots + a_n x^n, " S143 Q328
	Q2605420 P2534 "\sum_{k=1}^n k = \frac{n(n+1)}{2}," S143 Q328
	Q491409 P2534 " i \hbar \dot{\psi} = H \psi~, " S143 Q328
	Q188666 P2534 "E = 3 h \nu - \frac{3}{4} \frac{h \nu \alpha^2}{R^6}" S143 Q328
	Q4680766 P2534 " y_{n+1}^{(0)}=y_n+hf(t_n,y_n)" S143 Q328
	Q14163503 P2534 "\lim_{h \to 0}\frac{f(x+h) - f(x)}{h}" S143 Q328
	Q5276677 P2534 "P_H \; V \| _H = T" S143 Q328
	Q4774475 P2534 " x = (R_0 +r \cos \theta) \cos\zeta \," S143 Q328
	Q17029643 P2534 "MD(p) = 0, where p is an [[atomic formula]]." S143 Q328
	Q815415 P2534 "T_D = \frac{\theta_{AZ}}{6 \cdot n} \quad\quad \text{(in seconds)}" S143 Q328
	Q6934948 P2534 "\mathbf F_{ph} = \mathbf F_p + \mathbf F_h" S143 Q328
	Q174858 P2534 " E = E_\text{bonds} + E_\text{angle} + E_\text{dihedral} + E_\text{non-bonded} \, " S143 Q328
	Q7048762 P2534 "(x,a) \sim (x,b)\text{ if }x \neq 0.\;" S143 Q328
	Q7990327 P2534 "\int_{\Omega} u(x) \Delta \phi (x) \, dx = 0 " S143 Q328
	Q1172451 P2534 " x=a\cos\left(u\right)\sin\left(v\right)" S143 Q328
	Q4726582 P2534 " \frac {n!} {(n-k)!k!}" S143 Q328
	Q2306510 P2534 "\|b\|= \frac {a}{2}\|<110>\|= \frac{a}{\sqrt 2}<ref name=VanVliet></ref>" S143 Q328
	Q6731531 P2534 "\Delta A = \frac{A_- - A_+}{A_- + A_+}" S143 Q328
	Q617417 P2534 "4\pi A \le L^2," S143 Q328
	Q1416827 P2534 " \sin^2 (2\theta_{13}) < 0.2 " S143 Q328
	Q3180727 P2534 " h(G) = \min_{0 < \|S\| \le \frac{n}{2} } \frac{\|\partial(S)\|}{\|S\|}," S143 Q328
	Q837007 P2534 "{\mbox{Rate}_1 \over \mbox{Rate}_2}=\sqrt{M_2 \over M_1}=\sqrt{352 \over 349} \approx 1.0043" S143 Q328
	Q891653 P2534 " d^3\mathbf{r}\,d^3\mathbf{p} = dx\,dy\,dz\,dp_x\,dp_y\,dp_z. " S143 Q328
	Q7858689 P2534 "[(\gamma_1)_\mu (p_1-\tilde{A}_1)^\mu+m_1 + \tilde{S}_1]\Psi=0," S143 Q328
	Q1113935 P2534 "g(x)= \sqrt{\frac{a}{\pi}}\cdot e^{-a \cdot x^2}" S143 Q328
	Q856952 P2534 "\operatorname{ad}_x \mathfrak{g}\to \mathfrak{g} \qquad \text{with} \qquad \operatorname{ad}_x (y) = [x,y]" S143 Q328
	Q7577646 P2534 "\vec{x} \rightarrow X= \vec{x} \cdot \vec{\sigma} =\left(\begin{matrix}x_3&x_1-ix_2\\x_1+ix_2&-x_3\end{matrix}\right)." S143 Q328
	Q2670069 P2534 "\sqrt{5-2\sqrt{5}\ }," S143 Q328
	Q5323278 P2534 "x\in L\iff\exists y_1\,\forall y_2\dots Qy_k\,R(x,y_1,\dots,y_k)," S143 Q328
	Q868169 P2534 " h(u*v) = h(u) \cdot h(v) " S143 Q328
	Q3821128 P2534 "(x^2+y^2)^2=2(x^2-y^2)\," S143 Q328
	Q5317033 P2534 "T^{\mu\nu} = \rho U^\mu U^\nu" S143 Q328
	Q1974087 P2534 " \text{sinc}(z) = \frac{\sin z}{z} " S143 Q328
	Q857558 P2534 "x = r \cos \alpha + l" S143 Q328
	Q3578785 P2534 " \eta = 1 - {1 \over r_v ^{\gamma-1}} " S143 Q328
	Q681650 P2534 " \mu(A)>0" S143 Q328
	Q183984 P2534 "F(t,T) = S(t)\times (1+r)^{(T-t)}" S143 Q328
	Q315545 P2534 "\lambda_J=\sqrt{\frac{15k_{B}T}{4\pi Gm\rho}}" S143 Q328
	Q5402566 P2534 "S_{k} = X_{1} + \cdots + X_{k}.\," S143 Q328
	Q2588831 P2534 "\mathcal L = -\frac14F_{\mu\nu}^a F_{\mu\nu}^a" S143 Q328
	Q7684499 P2534 "C_L = M_L \pm Corr \times \frac {M_L}{N_L}" S143 Q328
	Q221656 P2534 "\mu = {R + G + B \over 3 }" S143 Q328
	Q2228194 P2534 "P = \left(\frac{E*G}{K^2}\right) + \left(\frac{D}{K}\right)" S143 Q328
	Q17067396 P2534 " \frac{dS}{dt} = - \lambda S, " S143 Q328
	Q12003679 P2534 "\oint_{R} \mathbf{B}\cdot\mathbf{ds} = \mu_0 I_{enc}" S143 Q328
	Q438814 P2534 "H_1(\mathrm{A}_n,\mathrm{Z})=0 for n=0,1,2;" S143 Q328
	Q7685896 P2534 "[T] = [Z_1][X_1][Z_2][X_2]\ldots[X_{n-1}][Z_n],\!" S143 Q328
	Q5419314 P2534 " P_{\mathrm{move~left}} = \tfrac{1}{2} + \tfrac{1}{2} \left( \tfrac{x}{c+\|x\|} \right) " S143 Q328
	Q6456122 P2534 " L_{2'}(C_X(T)) \le L_{2'}(X)" S143 Q328
	Q1568363 P2534 " \rho = \sum_{p} \frac{1}{2^p} = \sum_{n=1}^\infty \frac{\chi_{\mathbb{P}}(n)}{2^n}" S143 Q328
	Q17622025 P2534 "Z_1 \,\! the impedance of the generator" S143 Q328
	Q203484 P2534 "\int_{\partial V} \nabla u \cdot \mathbf{n}\, dS = 0," S143 Q328
	Q13108 P2534 "\begin{smallmatrix} {\delta} = \frac{d_S}{D_S}\end{smallmatrix}" S143 Q328
	Q5506929 P2534 "y'' + p(x)y'+q(x)y=g(x)\;" S143 Q328
	Q23815594 P2534 " (vx)^x = x^{vx} = (x^v)^x." S143 Q328
	Q1852883 P2534 " P_{\text{base}} = 1 \mathrm{pu}" S143 Q328
	Q3527151 P2534 "p^{*} = \frac{n p}{n - p}." S143 Q328
	Q7506515 P2534 " \mathbf{r} = r \mathbf{e}_r . " S143 Q328
	Q1048057 P2534 "\left( \cos\frac{k\pi}{n}, \sin\frac{k\pi}{n}, (-1)^k h \right)" S143 Q328
	Q5611025 P2534 "Q = \frac{dh}{dl}KA" S143 Q328
	Q5528 P2534 "\left\|\psi_1\psi_2\right\rangle = \pm\left\|\psi_2\psi_1\right\rangle," S143 Q328
	Q176604 P2534 " \frac{1}{Z_{\text{GUE}(n)}} e^{- \frac{n}{2} \mathrm{tr} H^2} " S143 Q328
	Q7880680 P2534 " V_{\rm permitted} = \sqrt{ 2 \cdot decel \cdot (XG-dist)} " S143 Q328
	Q3333626 P2534 "\oint_C f(z)\,\mathrm{d}z = 0" S143 Q328
	Q829546 P2534 "(p-1)! \equiv -1\pmod p \," S143 Q328
	Q19799635 P2534 "\displaystyle P_n(x;c;q)={}_3\phi_2(q^{-n},q^{n+1},x;q,cq;q,q) ." S143 Q328
	Q1974790 P2534 "RevPAR = Rooms Revenue /Rooms Available \," S143 Q328Q7068132 P2534 "\frac{1}{T_{i}} = \left(1-\frac{\delta S}{V}\right) \frac{1}{T_{ib}}+\frac{\delta S}{V}\frac{1}{T_{is}}+D\frac{\left({\gamma G t_E}\right)^2}{12} with i=1,2" S143 Q328
	Q16843249 P2534 "\operatorname{CH}^q(X) = \operatorname{H}^q(X, K_q(\mathcal{O}_X))" S143 Q328
	Q17006685 P2534 "f(x_k+s_k)=f(x_k)+\nabla f(x_k)^T s_k+\frac{1}{2} s^T_k {B} s_k, " S143 Q328
	Q181551 P2534 "(m^e)^d \equiv m \pmod{n}" S143 Q328
	Q171043 P2534 "t = \frac {cPd^2s} {D}." S143 Q328
	Q15890559 P2534 "\sum_x \log d_x" S143 Q328
	Q675287 P2534 "\mathrm{MA}=\frac{\tan \varepsilon}{\tan \varepsilon_0} ," S143 Q328
	Q7233260 P2534 "\eta \mapsto \int_M \eta\wedge \rho" S143 Q328
	Q6836896 P2534 "D = {-}{(1 + y) \over P} {dP \over dy}" S143 Q328
	Q17088850 P2534 "IOP =\frac {F}{C} +PV" S143 Q328
	Q1473494 P2534 "\mathbf{k} = \frac{\mathbf{a}\times\mathbf{b}}{\|\mathbf{a}\times\mathbf{b}\|} = \frac{\mathbf{a}\times\mathbf{b}}{\|\mathbf{a}\|\|\mathbf{b}\|\sin\alpha}\,. " S143 Q328
	Q1142285 P2534 "\frac{\Delta p}{L} = f_{\mathrm D} \cdot \frac{\rho }{2} \cdot \frac{V^2}{D}" S143 Q328
	Q658574 P2534 "\mathit{He}_n(x)=(-1)^n e^{\frac{x^2}{2}}\frac{d^n}{dx^n}e^{-\frac{x^2}{2}}=\left (x-\frac{d}{dx} \right )^n \cdot 1 ," S143 Q328
	Q18356040 P2534 " S_{mi} = \frac{ m_e^2 c^2 }{ q_e \hbar } \simeq 4.41401 \times 10^{9} \, \mathrm{tesla}, " S143 Q328
	Q1064220 P2534 " \vec S_o = \mathrm M \vec S_i \ ." S143 Q328
	Q200802 P2534 "f(x,y)\approx f(a,b)+\frac{\partial f}{\partial x} (a,b)(x-a)+\frac{\partial f}{\partial y}(a,b)(y-b)." S143 Q328
	Q7922831 P2534 " \mathit{VE} = \mathit\frac{HS}{VS}" S143 Q328
	Q429593 P2534 "m - n + k.\ " S143 Q328
	Q315296 P2534 "\mathrm{O}(n,1)/\mathrm{C}_2,\ " S143 Q328
	Q186152 P2534 "C_o = \frac{C_a \alpha_a + C_b \alpha_b \left(1 - \alpha_a\right)}{\alpha_a + \alpha_b \left(1 - \alpha_a\right)}" S143 Q328
	Q1000635 P2534 " E = \hbar \omega - E_{f} - \phi" S143 Q328
	Q5590057 P2534 " \Vert f \Vert_{U^d(G)}^{2^d} = \mathbf{E}_{x,h_1,\ldots,h_d \in G} \prod_{\omega_1,\ldots,\omega_d \in \{0,1\}} J^{\omega_1+\cdots+\omega_d} f\left({x + h_1\omega_1 + \cdots + h_d\omega_d}\right) \ . " S143 Q328
	Q7913891 P2534 "Y_j= \mu + x_j^T\beta +\xi_j + \varepsilon_j, \, " S143 Q328
	Q9267097 P2534 "OP\times OP^{\prime} =r^2." S143 Q328
	Q809676 P2534 "a(t) \equiv (1+z(t))^{-1}\!" S143 Q328
	Q1900907 P2534 "x^2 + y^2 + z^2 = 3xyz,\," S143 Q328
	Q19033 P2534 "A=\frac{1}{n}\sum_{i=1}^n a_i." S143 Q328
	Q2288902 P2534 "\vec{R}_0 \Omega \rightarrow P" S143 Q328
	Q655079 P2534 "\exp\left(\left(1+o(1)\right)\left(\tfrac{32}{9}\log n\right)^{1/3}\left(\log\log n\right)^{2/3}\right)=L_n\left[1/3,(32/9)^{1/3}\right]" S143 Q328
	Q358527 P2534 "TPO\ \times\ loss_{feedline}\ \times\ gain_{antenna}\ =\ ERP" S143 Q328
	Q7595772 P2534 "i\colon X \hookrightarrow \mathbf{R}^m \cong \mathbf{R}^m \times \left\{(0,\dots,0)\right\} \subset \mathbf{R}^m \times \mathbf{R}^{N-m} \cong \mathbf{R}^N." S143 Q328
	Q23119 P2534 " \begin{align} (\text{Total COE Quota})_{qy} = &g.(\text{Motor vehicle population})_{y-1} \\ &+ (\text{Projected de-registrations})_{y} \\&+ (\text{Unallocated quota})_{qy-1} \end{align}" S143 Q328
	Q5375783 P2534 "h=\inf\left\{\frac{\|\partial V\|}{\|V\|}\right\}," S143 Q328
	Q4332651 P2534 " bp = close - \min (low, prev\,close) " S143 Q328
	Q195284 P2534 "p(n) \approx 1 - e^{-\frac{n^2}{2 \cdot 2^x}}," S143 Q328
	Q202151 P2534 "{P}\propto{T}" S143 Q328
	Q466714 P2534 " n=\frac{1}{\xi}(\ln E_0-\ln E_1).<ref name="DB" />" S143 Q328
	Q135763 P2534 "\text{Z-factor} = 1 - {3 (\sigma_p + \sigma_n) \over \| \mu_p - \mu_n \|}." S143 Q328
	Q17023278 P2534 " p_n = P(Y=n) = e^{-a_1+a_2} \sum_{j=0}^{[n/2]} \frac{a_1^{n-2j}a_2^j}{(n-2j)!j!} " S143 Q328
	Q188524 P2534 "\mathbf{\hat{e}}_i = \sum_{j=1}^n \mathbf{e}_j R^j_i = \mathbf{e}_j R^j_i ." S143 Q328
	Q649977 P2534 "x\circ y = \frac{xy+yx}{2}." S143 Q328
	Q5439682 P2534 "IOP =\frac {F}{C} +PV" S143 Q328
	Q17039097 P2534 "\mathrm{TKOF}=\frac{m_{\mathrm{bullet}}\cdot v_{\mathrm{bullet}}\cdot d_{\mathrm{bullet}}}{7000} (Equation 1)" S143 Q328
	Q124164 P2534 " P_{\rm L} = I^2 R \, ." S143 Q328
	Q2993327 P2534 " U_1 = \prod_{P\|p} U_{1,P}. " S143 Q328
	Q38582 P2534 "\sum_{i=1}^{n} \frac{x_i}{x_{i+1}+x_{i+2}} < \frac{n}{2}" S143 Q328
	Q7157915 P2534 "\sim p" S143 Q328
	Q5656673 P2534 "\sum_{n=0}^\infty a_n e^{-ny} \sim \frac{1}{y}" S143 Q328
	Q2301683 P2534 "\tau = \frac{L}{C}" S143 Q328
	Q306610 P2534 " S^n = \left\{ x \in \mathbb{R}^{n+1} \left\\| x \right\\| = r \right\} ." S143 Q328
	Q1260777 P2534 "C_p = {p - p_\infty \over \frac{1}{2} \rho_\infty V_{\infty}^2 }" S143 Q328
	Q180159 P2534 "\exists f \in F \mbox{ . } \forall x \in \mathbb{N} \mbox{ . } x \in A \Leftrightarrow f(x) \in B" S143 Q328
	Q179289 P2534 "y_i = a_0 + a_1x_{1,i} + a_2x_{2,i} + ... + a_kx_{k,i} + e_i" S143 Q328
	Q3258519 P2534 " \hat{H}=\hat{H}_{\mathrm{el}}+\hat{H}_{\mathrm{back}}+\hat{H}_{\mathrm{el-back}},\," S143 Q328
	Q899853 P2534 "\delta n = f(q_1 ... p_r,t)\delta q_1 ... \delta p_r.\," S143 Q328
	Q1344391 P2534 " \mathcal{E}(\boldsymbol \omega) \equiv \frac{1}{2} \int_{S} \boldsymbol \omega^{2}dS. " S143 Q328
	Q4891698 P2534 "\operatorname{Var}(X) = \operatorname{E}(X^2) - [\operatorname{E}(X)]^2 ." S143 Q328
	Q5005264 P2534 "\underset{a_{i0},a_{i1},...,a_{im}}{\operatorname{arg\,min}} \operatorname E\left [ \left ( a_{i0}+\sum_{j=1}^{m}a_{ij}X_{ij}-\Pi \right)^2\right ]" S143 Q328
	Q8027029 P2534 "\pi_1(\mathbb R^3 \backslash \text{trefoil}) = \lang x, y \| yxy = xyx \rang." S143 Q328
	Q1760309 P2534 "X_\xi=\frac{\mathrm d}{\mathrm dt}R_{h(t)}\biggr\|_{t=0}.\," S143 Q328
	Q1665406 P2534 " M(\lambda)=\frac{\partial^2\Phi}{\partial A\partial\lambda}\approx\frac{\Phi}{A \Delta\lambda}" S143 Q328
	Q7801650 P2534 "\|\mu\| (X \setminus K_{\varepsilon}) < \varepsilon." S143 Q328
	Q2444417 P2534 "\sigma^2_w(t)=\omega_0(t)\sigma^2_0(t)+\omega_1(t)\sigma^2_1(t)" S143 Q328
	Q1110301 P2534 "R_y = \frac{R'R''}{\sum R_\Delta}" S143 Q328
	Q7847935 P2534 "F_Y(y)=\frac{F(y)-F(a)}{F(b)-F(a)} \," S143 Q328
	Q193835 P2534 "\begin{pmatrix} 0 & 1 & 0& 1 \\ 1 & 0 & 2 & 1 \\ 0 & 2 & 0 & 0 \\ 1 & 1 & 0 & 0 \end{pmatrix} and its cube" S143 Q328
	Q255996 P2534 "\Pr(S\|W) = \frac{\Pr(W\|S) \cdot \Pr(S)}{\Pr(W\|S) \cdot \Pr(S) + \Pr(W\|H) \cdot \Pr(H)}" S143 Q328
	Q643513 P2534 "S_N f(x) = \sum_{n=-N}^{N} F_n \, \mathrm{e}^{inx}," S143 Q328
	Q910483 P2534 "\epsilon(t)= \frac { \sigma(t) }{ E_\text{inst,creep} }+ \int_0^t K(t-t^\prime) \dot{\sigma}(t^\prime) d t^\prime" S143 Q328
	Q255598 P2534 " R = \frac{ a + x }{ b + y } " S143 Q328
	Q192388 P2534 "\bold{r}=\overrightarrow{OP}." S143 Q328
	Q992150 P2534 "\mbox{GRR}=\frac{2^N}{\mbox{GCD}(\Delta F,2^N)}" S143 Q328
	Q5384150 P2534 " (h-r) ( \tan \gamma\,_{n+1} - \tan \gamma\,_n ) = r ( \sec \gamma\,_n + \sec \gamma\,_{n+1} )." S143 Q328
	Q1498246 P2534 "\frac{1}{(1-2xt+t^2)^\alpha}=\sum_{n=0}^\infty C_n^{(\alpha)}(x) t^n." S143 Q328
	Q7269494 P2534 "\|M\|+\|N\|=R(r-1, s)+R(r, s-1)-1" S143 Q328
	Q5164361 P2534 "\displaystyle u_{xxx}-\frac{1}{8}u_x^3 + u_x\left(Ae^u+Be^{-u}\right)=0." S143 Q328
	Q901845 P2534 "\mathrm{St} = \frac{\mathrm{Nu}}{\mathrm{Re}\,\mathrm{Pr}}" S143 Q328
	Q6517888 P2534 " (1-z^2) \frac {d^2y} {dz^2} - 2z \frac {dy} {dz} + n(n+1)y=0." S143 Q328
	Q7915395 P2534 "\lim_{M \to \infty} \limsup_{\varepsilon \to 0} \varepsilon \log \mathbf{E} \big[ \exp \big( \phi(Z_{\varepsilon}) / \varepsilon \big) \mathbf{1} \big( \phi(Z_{\varepsilon}) \geq M \big) \big] = - \infty," S143 Q328
	Q17104676 P2534 "\int_{U_d} U_{i_1j_1}\cdots U_{i_qj_q}U^_{j^\prime_1i^\prime_1}\cdots U^_{j^\prime_qi^\prime_q}dU." S143 Q328
	Q6664797 P2534 "c^2 = a^2 + b^2 - 2 a b \cos \theta \ge a^2 + b^2 - 2 a b = (b - a)^2" S143 Q328
	Q1143138 P2534 "H^k(X, \mathbf{C}) = \bigoplus_{p+q=k} H^{p,q}(X),\," S143 Q328
	Q2828882 P2534 " \mathrm{CVA} = E^Q[L^*] = (1-R)\int_0^T E^Q\left[\frac{B_0}{B_t} E(t)\|\tau=t\right] d\mathrm{PD}(0,t) " S143 Q328
	Q1406926 P2534 "\frac{LVEDP \cdot LVEDR}{2h}" S143 Q328
	Q1433083 P2534 "H_\alpha(X) = \frac{1}{1-\alpha}\log\Bigg(\sum_{i=1}^n p_i^\alpha\Bigg) .<ref name=Renyi61 />" S143 Q328
	Q1053779 P2534 " {\rm cor}_{G/F}(c_G) = \prod_{q\in \Sigma(G/F)}P(\mathrm{Fr}_q^{-1}\|{\rm Hom}_O(T,O(1));\mathrm{Fr}_q^{-1})c_F" S143 Q328
	Q5439904 P2534 "\frac{E}{P}=Y_{\text{10}}" S143 Q328
	Q897825 P2534 "V_v = 3571 \cdot V_w" S143 Q328
	Q7557226 P2534 "\theta_x T_xM\rightarrow V_{o(x)} E" S143 Q328
	Q6927157 P2534 "(A,f') = (f\to f')\circ(A,f)." S143 Q328
	Q902354 P2534 "v_e = \sqrt{\frac{TR}{M} \cdot \frac{2\gamma}{\gamma - 1} \cdot \left[1 - \left(\frac{p_e}{p}\right)^{\frac{\gamma - 1}{\gamma}}\right]}," S143 Q328
	Q1518773 P2534 "{\rho}^*_{xx'}=\frac{N{\rho}_{xx'}}{1+(N-1){\rho}_{xx'}}" S143 Q328
	Q4986445 P2534 " R = \{x \\| x\\|_p\le 1\}." S143 Q328
	Q1208658 P2534 "\operatorname{dim}R = \operatorname{ht}\mathfrak{p} + \operatorname{dim}R/\mathfrak{p}" S143 Q328
	Q836135 P2534 " S_E = \sqrt[12]{2} = 100.000 \ \hbox{cents}. " S143 Q328
	Q1184820 P2534 "y_\text{DM} = \int \operatorname{Quantize}\left( u - y_\text{DM} \right).\," S143 Q328
	Q3075282 P2534 " \zeta(s) = \prod_{p\in\mathbb{P}} \frac{1}{1-p^{-s}} " S143 Q328
	Q1228885 P2534 "F(Y) = \operatorname{Hom}_X(x, Y);" S143 Q328
	Q6086086 P2534 "\frac{dY}{dx}=AY=\sum_{i=1}^{n}\frac{A_i}{x-\lambda_i}Y" S143 Q328
	Q759832 P2534 "G\triangleright G^{(1)}\triangleright G^{(2)} \triangleright \cdots," S143 Q328
	Q5251775 P2534 "\begin{bmatrix} A & B \\ B & C \\ \end{bmatrix}, " S143 Q328
	Q7979855 P2534 "\alpha < 1 - \frac{1}{\sqrt{2}}" S143 Q328
	Q5204913 P2534 "\text{DFFITS} = {\widehat{y_i} - \widehat{y_{i(i)}} \over s_{(i)} \sqrt{h_{ii}}}" S143 Q328
	Q2533777 P2534 "x = \sin(t) \left(e^{\cos(t)} - 2\cos(4t) - \sin^5\left({t \over 12}\right)\right)" S143 Q328
	Q901157 P2534 "\mathbf{Denote}_{\mathtt{S}} \equiv \lim_{i \to \infty} \mathbf{progression}_{\mathtt{S}^i}(\bot_\mathtt{S})" S143 Q328Q2757856 P2534 "0 \longrightarrow A \overset{q}{\longrightarrow} B \overset{r}{\longrightarrow} C \longrightarrow 0" S143 Q328
	Q505588 P2534 " m_k\in\mathbb{R}^n, the distribution mean and current favorite solution to the optimization problem," S143 Q328
	Q17005100 P2534 " A_\alpha=\begin{cases}\{\|x\|\le\alpha\},&\alpha>0, \\ \emptyset,&\alpha\le0. \end{cases}" S143 Q328
	Q619904 P2534 "{1 \over s_i} + {1 \over s_o} = {1 \over f}." S143 Q328
	Q500576 P2534 "(\overbrace{x}^\text{abscissa}, \overbrace{y}^\text{ordinate})" S143 Q328
	Q72277 P2534 "\frac{\sin\theta_1}{\sin\theta_2} = \frac{v_1}{v_2} = \frac{n_2}{n_1} ." S143 Q328
	Q6511268 P2534 "I[f] = \frac{1}{4\pi}\int \mathrm{d}\Omega\ f(\Omega) = \frac{1}{4\pi}\int_0^\pi \sin(\theta)\mathrm{d}\theta\int_0^{2\pi}\mathrm{d}\varphi\ f(\theta,\varphi)," S143 Q328
	Q3375503 P2534 " F = S_0 e^{(r-q)T} - \sum_{i=1}^N D_i e^{(r-q)(T-t_i)} \," S143 Q328
	Q5001330 P2534 " \mathrm{Vol}_{n-1} \, (K \cap A) \leq \mathrm{Vol}_{n-1} \, (T \cap A) " S143 Q328
	Q7534792 P2534 "\displaystyle{\alpha(z,v)=\sup_g \|g^\prime(z)v\|,}" S143 Q328
	Q311198 P2534 "= \frac{P_t-P_{t-1}}{P_{t-1}} " S143 Q328
	Q1193832 P2534 " S^1 = \{ ( \cos{\theta}, \sin{\theta} ) \, \| \, 0 \leq \theta < 2\pi \}." S143 Q328
	Q1586187 P2534 "\ w_r < \frac{l_e}{l_{us}} w_u " S143 Q328
	Q5176148 P2534 "F_s = \mu_s N." S143 Q328
	Q25303603 P2534 "\textrm{GVD}(\omega_0) \equiv \frac{\partial}{\partial \omega} \left( \frac{1}{v_g(\omega)} \right)_{\omega=\omega_0}," S143 Q328
	Q4774934 P2534 "\frac {Z_{i1}}{R_0} = \frac {R_0}{Z_{i2}}" S143 Q328
	Q1759577 P2534 "\ y[n] = \sum_{k=-\infty}^{\infty} h[n-k] x[k]." S143 Q328
	Q728662 P2534 "(1 + x)^r \geq 1 + rx\!" S143 Q328
	Q21263958 P2534 " A=A_0+A_1g+A_2g^2+A_3g^3+\dots." S143 Q328
	Q1703597 P2534 "C=[a_1, b_1)\times [a_2, b_2) \times \cdots \times [a_n, b_n)" S143 Q328
	Q378435 P2534 "LG(x,s)=-\delta(x-s)." S143 Q328
	Q1095535 P2534 "\partial_j \sigma = (U_i)_{i \in \{ 0 , \ldots , q \} \setminus \{j\}}." S143 Q328
	Q3258492 P2534 "Z = \sqrt{\sum_{i=1}^k \left(\frac{X_i}{\sigma_i}\right)^2}" S143 Q328
	Q2735940 P2534 " \theta = \frac{\left \langle i \right \rangle}{N} " S143 Q328
	Q729429 P2534 "X_n = \frac{1}{n}\sum_{i=1}^n Y_i\,," S143 Q328
	Q1207340 P2534 " \nabla \cdot \mathbf{v} = 0.\, " S143 Q328
	Q739016 P2534 " G = G(T,P,\{N_i\})\,." S143 Q328
	Q5095026 P2534 " I_z = \int_A \rho ^2\, dA" S143 Q328
	Q2991667 P2534 "y(v_i) = \tanh(v_i) ~~ \textrm{and} ~~ y(v_i) = (1+e^{-v_i})^{-1}," S143 Q328
	Q900925 P2534 "\mbox{child shoe size} = (3\times\mbox{last length in inches})-12" S143 Q328
	Q1789863 P2534 " \frac{(xyz - 1)^2}{(xy + y + 1)(yz + z + 1)(zx + x + 1)}." S143 Q328
	Q3800523 P2534 " p^{(n_i)}(x_i) = y_i \qquad\mbox{for } i=1,\ldots,d, " S143 Q328
	Q1172416 P2534 " out_b = trans_b (in_b) " S143 Q328
	Q4915517 P2534 " S(a,b_a)=(b,a^b).\," S143 Q328
	Q17092722 P2534 " F_t X\to X, \quad t\in\mathbb{Z}, \mathbb{R}. " S143 Q328
	Q6670851 P2534 "\text{brilliance}=\frac{\text{photons}}{\text{second} \cdot \text{mrad}^2 \cdot \text{mm}^2 \cdot 0.1\% ~ \text{BW}}" S143 Q328
	Q14555033 P2534 " \int x^p (1-x)^q \, dx = B (x; 1+p, 1+q)," S143 Q328
	Q25304591 P2534 " Outcome(v_i, v_{-i}) \in W_i and" S143 Q328
	Q25304637 P2534 " \mathcal{C}=\left(\begin{array}{cc}\sigma\mathsf{Id}+\mathsf{K}&-\mathsf{V}\\-\mathsf{W}&(1-\sigma)\mathsf{Id}-\mathsf{K}'\end{array}\right)." S143 Q328
	Q7560506 P2534 "\dot{m} = \lim\limits_{\Delta t \rightarrow 0}\frac{\Delta m}{ \Delta t}= \frac{{\rm d}m}{{\rm d}t}" S143 Q328
	Q1156744 P2534 " \operatorname{F}_{t, s} X \rightarrow X \quad \forall t,s \in \mathbb{R} " S143 Q328
	Q2725903 P2534 " p_G(z) = \frac{1}{\sigma\sqrt{2\pi}} e^{ -\frac{(z-\mu)^2}{2\sigma^2} }" S143 Q328
	Q5275370 P2534 " \langle v-u(t), F(t,x(t),u(t))\rangle\geq 0" S143 Q328Q1408487 P2534 "\text{maximum allowable stress} = \frac{\text{ultimate tensile strength}}{\text{factor of safety}}" S143 Q328
	Q36133 P2534 " q_x = - k \frac{\delta T}{\delta x}" S143 Q328
	Q2273232 P2534 " G = \frac{y_\text{out}}{y_\text{in}} = \frac{ \sum_{k=1}^N {G_k \Delta _k} }{ \Delta\ } " S143 Q328
	Q6415284 P2534 " \pi({ab\choose 01})f(x) = \tau(bx)f(ax). " S143 Q328Q4060694 P2534 "r(A,B)={{\|S(A)\cap S(B)\|}\over {\|S(A)\cup S(B)\|}}" S143 Q328
	Q15222032 P2534 " \operatorname{Bias}_\theta[\,\hat\theta\,] = \operatorname{E}_\theta[\,\hat{\theta}\,]-\theta = \operatorname{E}_\theta[\, \hat\theta - \theta \,]," S143 Q328
	Q1471606 P2534 "S = k \log W \!" S143 Q328
	Q7187861 P2534 "v = c \frac{\left(\frac{m_{i}}{m_{f}}\right)^{2}-1}{\left(\frac{m_{i}}{m_{f}}\right)^{2}+1}" S143 Q328
	Q17002183 P2534 "T \hat{\mathbf{x}} T^\dagger = \hat{\mathbf{x}} " S143 Q328
	Q899633 P2534 " \frac{1}{2}\mathrm{O_2(g)} + 2\mathrm{e'} + {V}^{\bullet\bullet}_o \longrightarrow {O}^{\times}_o " S143 Q328
	Q1465231 P2534 "\scriptstyle F(x,y) is the field in the form \scriptstyle F_x + i F_y" S143 Q328
	Q4445877 P2534 "\mathrm{2Re + 7S \ \xrightarrow{\Delta}\ Re_2S_7 }" S143 Q328
	Q4751157 P2534 " G X= Y " S143 Q328
	Q25052444 P2534 " \bar{X}+ k\sigma \leqslant USL or \bar{X}- k\sigma \geqslant LSL " S143 Q328
	Q7169371 P2534 "\gcd\left(N,10^m-1\right)=\gcd\left(N_c,10^m-1\right)," S143 Q328
	Q4913900 P2534 "\mathcal Q = (Q, \sigma_f, I_{\mathcal Q})" S143 Q328
	Q5166743 P2534 "\begin{align} \|A+B\| &\ge \|A+H\| + \|B+H\| - \|H\| \\ &\ge \|A\| + \|B\| - \|H\|. \end{align} " S143 Q328
	Q17098325 P2534 "\displaystyle{\\|a^2\\|=\\|a\\|^2,\,\,\, \\|a^2\\| \le \\|a^2 + b^2\\|.}" S143 Q328
	Q214881 P2534 " \kappa = \frac{1}{R}." S143 Q328
	Q17099224 P2534 "\int_0^{1 \over 2\pi}{\left\|\sin{1 \over x}\right\|}dx" S143 Q328
	Q174102 P2534 "n = \frac{c}{v}," S143 Q328
	Q744818 P2534 " d=\frac{\lambda}{2n \sin\alpha} \approx \frac{\lambda}{2\,\textrm{NA}}" S143 Q328
	Q978470 P2534 " R_{in} = \frac {v_x} {i_x} = r_{\pi} + (\beta + 1) ({r_O} \|\| {R_L}) " S143 Q328
	Q5958146 P2534 "\lfloor x \rfloor" S143 Q328
	Q1970286 P2534 " f(x + iy) = e^x(\cos(2y) + i\sin(2y)) = e^{x + 2iy} \, " S143 Q328
	Q4688920 P2534 "A=V\|A\|, \, " S143 Q328
	Q6042598 P2534 "a_1x_1 + a_2x_2 + \cdots + a_nx_n = 0.\," S143 Q328
	Q188276 P2534 " \left\lfloor \frac{(n-1)}{m} \right\rfloor + 1 = \left\lfloor \frac{(7-1)}{4} \right\rfloor + 1 = \left\lfloor \frac64 \right\rfloor + 1 = 1 + 1 = 2 " S143 Q328
	Q6789731 P2534 "\mathcal{L}_X T_{ab}=0 " S143 Q328
	Q6029845 P2534 "\langle r, s \mid s^2 = 1, srs = r^{-1} \rangle \,\!" S143 Q328
	Q1086937 P2534 "n! = \prod_{\text{prime }p\le n} p^{s_p(n)}, " S143 Q328
	Q17077647 P2534 " x_\mathrm{IQM} = {2 \over n} \sum_{i=\frac{n}{4}+1}^{\frac{3n}{4}}{x_i} " S143 Q328
	Q12326787 P2534 " R is the [[Electrical resistance\|resistance]] per unit length," S143 Q328
	Q3984052 P2534 "X \times Y = \{ (x+y)\bmod 12 \| x\in X, y\in Y\}" S143 Q328
	Q1766279 P2534 "\|\mu(x)\|<\frac{1}{x^c}." S143 Q328
	Q1045555 P2534 "C = \frac{q}{V}." S143 Q328
	Q2699730 P2534 "\|H_1(e^{j\Omega})\| = \|H_0(e^{j(\pi - \Omega)})\|" S143 Q328
	Q5025635 P2534 "M^{\textit{d}}=\textit{k} \cdot P\cdot Y" S143 Q328
	Q25102127 P2534 "C = \text{charge in pounds} = 0.038L^3;" S143 Q328Q17154715 P2534 " S_n = X_1 + \cdots + X_n, \, " S143 Q328
	Q23719451 P2534 " l_{depl} = \sqrt{\frac{2 \epsilon (\phi_0 - V)}{q} \frac{N_A+N_D}{N_A N_D}}" S143 Q328
	Q5157539 P2534 " A = \alpha_{0} \alpha_{1} \dots \alpha_k \dots \alpha_{n}." S143 Q328
	Q5166461 P2534 "L(s)=\sum\frac{a_n}{n^s}" S143 Q328
	Q247204 P2534 " \mathbf{X} = \begin{bmatrix}X_1 \\ \vdots \\ X_n \end{bmatrix}" S143 Q328
	Q7510565 P2534 "\Im(z)\in V \, " S143 Q328
	Q7797292 P2534 " \frac{23.976}{29.97} = \frac{4}{5}" S143 Q328
	Q7449304 P2534 " \min_{x \in X}\;\; f(x) " S143 Q328
	Q5244291 P2534 "M,N,... =\ v\ \|\ [v]\;M\ \|\ (M)\;N" S143 Q328
	Q5154130 P2534 " D(f) = minimum number of bits exchanged between Alice and Bob in the worst case" S143 Q328
	Q5310242 P2534 "\omega '=\frac{\omega r}{2(R+r)}," S143 Q328
	Q1144548 P2534 "d X \times X \to [0,\infty)," S143 Q328
	Q3425223 P2534 " \frac{dN}{dt} = r N \left(1 - \frac {N}{K} \right) (equation 1.2)" S143 Q328
	Q5174623 P2534 "\frac{1+2+3+6}{4}=3," S143 Q328
	Q16964384 P2534 "dx/dt = -Ax + C\," S143 Q328
	Q1430621 P2534 "F_s = P A = P \pi d^2 / 4" S143 Q328
	Q1976324 P2534 "E_{b} = 2 E_{X} - E_{XX}" S143 Q328
	Q2902610 P2534 " (f_g \cdot f_h)(x) = f_g(f_h(x)) = f_g(hx) = g(hx) = (gh)x = f_{gh}(x) ," S143 Q328
	Q2995691 P2534 "\Omega^r(M)^\mathbf{C}=\bigoplus_{p+q=r} \Omega^{(p,q)}(M). \, " S143 Q328
	Q7319682 P2534 " \mathbf{A}\mathbf{x} = \mathbf{b}" S143 Q328
	Q600590 P2534 " (a_1, a_2, \ldots, a_n) = (b_1, b_2, \ldots, b_n) [[if and only if]] a_1=b_1,\text{ }a_2=b_2,\text{ }\ldots,\text{ }a_n=b_n." S143 Q328
	Q1713076 P2534 "f_{*}^{}\colon T_x M \to T_{f(x)} N" S143 Q328
	Q1499675 P2534 "C_0(X)\to C_0(\Phi_A).\ " S143 Q328
	Q7268367 P2534 "h(k,i) = ( h(k) + c_1 i + c_2 i^2 ) \pmod{m}" S143 Q328
	Q1025756 P2534 "C = \sum\frac{(-1)^i}{s_i-1}=\frac11 - \frac12 + \frac16 - \frac1{42} + \frac1{1806} - \cdots\approx 0.64341054629." S143 Q328
	Q214270 P2534 "Y = C \left({Y}-{T(Y)}\right) + I \left({r}\right) + G + NX(Y)," S143 Q328
	Q7200963 P2534 "\sqrt{\frac{2\pi}{\sqrt 3}}\left(\frac{1+\sqrt 3}{2\sqrt2}+o(1)\right)\sqrt n\approx 1.84\sqrt n.<ref>{{harvtxt\|Spielman\|Teng\|1996}}.</ref>" S143 Q328
	Q984063 P2534 "\sum^{\infty}_{t=0} {\gamma^t R_{a_t} (s_t, s_{t+1})} &nbsp;&nbsp;&nbsp;(where we choose a_t = \pi(s_t))" S143 Q328
	Q1335680 P2534 "\mathrm{Q} = \langle -1,i,j,k \mid (-1)^2 = 1, \;i^2 = j^2 = k^2 = ijk = -1 \rangle, \,\!" S143 Q328
	Q2387837 P2534 "gp_1(N)=p_1(h)p_1(N)=p_1(hN)=p_1(Nh)=p_1(N)g." S143 Q328
	Q895274 P2534 " \frac{\partial\rho}{\partial t} + \nabla\cdot\left(\rho\mathbf{u}\right) = 0.<ref name=Tritton/>{{rp\|52}}" S143 Q328
	Q1144872 P2534 "\|f(x)-f(y)\|\leq\omega(\|x-y\|)," S143 Q328
	Q18891486 P2534 "\ Q=PIt" S143 Q328
	Q751443 P2534 "(p,0,Z,p,AZ)," S143 Q328
	Q6500908 P2534 " H \psi = V \psi - \frac{\hbar^2}{2 m} \nabla^2 \psi, " S143 Q328
	Q5178897 P2534 "C(x,y)=\operatorname{cov}(Z(x),Z(y)).\," S143 Q328
	Q6899477 P2534 "1\le i < k\le m\text{ and }1\le j < \ell\le n" S143 Q328
	Q7652196 P2534 "c = (gh)^{1/2} " S143 Q328
	Q291929 P2534 "\forall x, P \Rightarrow wp(S,R)" S143 Q328
	Q182336 P2534 "\mbox{NC}^i \subseteq \mbox{AC}^i \subseteq \mbox{NC}^{i+1}." S143 Q328
	Q382797 P2534 "\tan\varphi=\frac{dy}{dx}=\frac{AP}{TA}=\frac{AN}{AP}." S143 Q328
	Q6731632 P2534 "\boldsymbol{\tau}=\mu_0 \mathbf{m} \times \mathbf{H}," S143 Q328
	Q1481893 P2534 "A\mathbf x = \mathbf b" S143 Q328
	Q2467845 P2534 "\omega^3, \omega^4, \ldots, \omega^\omega, \omega^{\omega^\omega}, \ldots, \epsilon_0 = \omega^{\omega^{\omega^{~\cdot^{~\cdot^{~\cdot}}}}}, \ldots" S143 Q328
	Q133871 P2534 "m_n = m_d - m_p + B_d - E_{rd}" S143 Q328
	Q1354233 P2534 " \hat{y}=E\{y\|x\}=\beta x." S143 Q328
	Q1536235 P2534 " \bar{X} = \lim_{T \to \infty}\frac{1}{T}\int_{t_0}^{t_0+T} x\, dt." S143 Q328
	Q3318054 P2534 " g(\operatorname{E}(Y))=\beta_0 + f_1(x_1) + f_2(x_2)+ \cdots + f_m(x_m).\,\!" S143 Q328
	Q6389048 P2534 " \textrm{Kendrick~mass} = \textrm{IUPAC~mass} \times \frac{14.00000}{14.01565} ." S143 Q328
	Q2053186 P2534 "\nabla \cdot \mathbf{u} = 0" S143 Q328
	Q7250025 P2534 " S(b) = (y-Xb)'(y-Xb) \," S143 Q328
	Q7516558 P2534 " M_{\lambda+1}[A] \subseteq M_\lambda[(A \cap \lambda) \cup H] \cup \{\lambda\}" S143 Q328
	Q60347 P2534 "E_{int}(x) = -\frac{q^2} {16\pi\epsilon_0{x}} " S143 Q328
	Q176088 P2534 " Q_p=F_w \cdot A " S143 Q328
	Q6119657 P2534 " Q \{Q_1(X_0,X_1,X_2,X_3)=0\} \cap \{Q_2(X_0,X_1,X_2,X_3)=0\} " S143 Q328
	Q3694397 P2534 "(f \star g)(t)\ \stackrel{\mathrm{def}}{=} \int_{-\infty}^{\infty} f^*(\tau)\ g(t+\tau)\,d\tau," S143 Q328
	Q6044112 P2534 "\dot{x}_\alpha = \frac{\mathrm{d}x_\alpha}{\mathrm{d}t} = v_\alpha" S143 Q328
	Q963347 P2534 " (\boldsymbol{\beta} - \mathbf{b})^\prime \mathbf{X}^\prime\mathbf{X}(\boldsymbol{\beta} - \mathbf{b}) \le ps^2 F(p,n-p,1 - \alpha) " S143 Q328
	Q856215 P2534 "\frac {Z_{i1}}{R_0} = \frac {R_0}{Z_{i2}}" S143 Q328
	Q1426134 P2534 " \psi = \frac{1}{\sqrt{2}}\left(\begin{matrix}1 \\ e^{i A \sin 2 f t} \end{matrix} \right) " S143 Q328
	Q1350547 P2534 "F(z, m) = \sum_{k=0}^{\infty} f(k T + m)z^{-k}" S143 Q328
	Q1067731 P2534 "\frac{h^3}{4}\sqrt{5(5 + 2\sqrt{5})}" S143 Q328
	Q259563 P2534 "\mbox{E}(x)=\mbox{D}(x)=((m-1)x+(m-1))\bmod{m}" S143 Q328
	Q2291098 P2534 "\Omega\,e^{\Omega}=1." S143 Q328
	Q5094304 P2534 "[H_{\alpha_i},H_{\alpha_j}]=0" S143 Q328
	Q589603 P2534 "f(x; \mu,s) = \frac{e^{-\frac{x-\mu}{s}}} {s\left(1+e^{-\frac{x-\mu}{s}}\right)^2} =\frac{1}{4s} \operatorname{sech}^2\!\left(\frac{x-\mu}{2s}\right)." S143 Q328
	Q3114739 P2534 "\varepsilon_0+1, \qquad \omega^{\varepsilon_0+1}=\varepsilon_0\cdot\omega,\qquad\omega^{\omega^{\varepsilon_0+1}}=(\varepsilon_0)^\omega,\qquad\text{etc.}" S143 Q328
	Q13596609 P2534 "\mathbf{W} = \star(\mathbf{J}\wedge\mathbf{p})." S143 Q328
	Q3608019 P2534 "\left\lceil\log_k (k - 1) + \log_k (\text{number of nodes}) - 1\right\rceil." S143 Q328
	Q238231 P2534 "D=\{(x, y)\in {\mathbb R^2} (x-a)^2+(y-b)^2 < R^2\}" S143 Q328
	Q184348 P2534 "10 \times \left(1 - \frac{b}{a}\right)" S143 Q328
	Q1242493 P2534 "P(N) = \frac{k}{N}." S143 Q328
	Q17014600 P2534 " \text{FA} = \sqrt{\frac{3}{2}} \frac{\sqrt{(\lambda_1 - \hat{\lambda})^2 + (\lambda_2 - \hat{\lambda})^2 + (\lambda_3 - \hat{\lambda})^2}}{\sqrt{\lambda_1^2 + \lambda_2^2 + \lambda_3^2}}" S143 Q328
	Q1423137 P2534 " \frac{V_\text{out}}{V_\text{in}} = -\frac{R_\text{f}}{R_\text{in}} " S143 Q328
	Q2995274 P2534 " \sigma(A) = \{x \cup \{y\} \mid x \in A \wedge y \notin x\}." S143 Q328
	Q2036847 P2534 "\frac{8! \times 3^4}{24}=136080" S143 Q328
	Q543080 P2534 "\mathrm{N}S = \coprod_{p \in S} \mathrm{N}_p S." S143 Q328
	Q1492101 P2534 " \mathrm{Ga} = \mathrm{Re}^2\,\mathrm{Ri} = \frac{g\, L^3}{\nu^2}" S143 Q328
	Q1069099 P2534 " S_k = \{1, 2, \ldots, n_k\}. " S143 Q328
	Q1479613 P2534 "\zeta(X, s) = \exp\left(\sum_{m = 1}^\infty \frac{N_m}{m} q^{-ms}\right)" S143 Q328
	Q6897850 P2534 "\text{monad}(x)=\{y\in \mathbb{R}^* \mid x-y \text{ is infinitesimal}\}." S143 Q328
	Q6927141 P2534 " r(L) = \{ xady xabq, pcdy \in L \} \ . " S143 Q328
	Q783996 P2534 "\omega^2 = \int_{-\infty}^{\infty} [F_n(x)-F^(x)]^2\,\mathrm{d}F^(x)" S143 Q328
	Q1531998 P2534 "y'(t) = f(t,y(t)), \qquad \qquad y(t_0)=y_0, " S143 Q328
	Q15629907 P2534 "\mathbf x = (x_1, x_2, \ldots, x_n)" S143 Q328Q7577056 P2534 " A \land B" S143 Q328
	Q3206297 P2534 "\chi(\tau,f)=\int_{-\infty}^\infty s(t)s^*(t-\tau) e^{i 2 \pi f t} \, dt" S143 Q328
	Q4177774 P2534 " (i, j) \cdot (k, \ell) = (i, \ell) \, " S143 Q328
	Q7102407 P2534 "X=\left(\begin{matrix}x_1&x_2-ix_3\\x_2+ix_3&-x_1\end{matrix}\right)" S143 Q328
	Q3272968 P2534 "\mathbf J = \mathbf L + \mathbf S, \, " S143 Q328
	Q5318321 P2534 " x_1^n + x_2^n +\cdots +x_n^n = -n\lambda x_1x_2\cdots x_n \, " S143 Q328
	Q7643413 P2534 " \rho(X) = \sup_{Q \in \mathrm{EMM}} \mathbb{E}^Q[-X]." S143 Q328
	Q683131 P2534 "W(p) = \frac{(p-1)! + 1}{p}" S143 Q328
	Q7180966 P2534 "\operatorname P [a \leq X \leq b] = \int_a^b \int_{-\infty}^{\infty} W(x, p) \, dp \, dx." S143 Q328
	Q19410 P2534 " \frac {N}{t} = \frac {I}{e}" S143 Q328
	Q3533072 P2534 "R(\theta ) = R(0) + G \sin^2 \theta + F ( \tan^2 \theta - \sin^2 \theta )" S143 Q328
	Q902877 P2534 " F = \gamma F_{\mathrm{M}}." S143 Q328
	Q816054 P2534 "U=\gamma U_{0}," S143 Q328
	Q17098259 P2534 "j(I) = j(\operatorname{gr}_I R)" S143 Q328
	Q23908648 P2534 "\frac{1}{n}\sum_{i=1}^n \|x_i-m(X)\|." S143 Q328
	Q1130265 P2534 "p=\rho gy" S143 Q328
	Q164238 P2534 " \xi = \sum_{i} s_i " S143 Q328
	Q460419 P2534 " S_\text{latency}(s) = \frac{1}{(1 - p) + \frac{p}{s}}" S143 Q328
	Q5140575 P2534 " D_\text{eff} = 1 + (m - 1) \rho ." S143 Q328
	Q382491 P2534 "\operatorname{Hull}(C) = C \cap C^{\perp}," S143 Q328
	Q628723 P2534 "P(t)dt=fe^{-ft}dt\," S143 Q328
	Q271561 P2534 " n_{\rm Io} - 2\cdot n_{\rm Eu}=0 " S143 Q328
	Q7449309 P2534 "R/\bigcap_{i=1}^n m_i\cong\bigoplus_{i=1}^n R/m_i\,." S143 Q328
	Q17006390 P2534 " \mathbf{C} = \frac{t_{2}-t}{t_{2}-t_1}\mathbf{B}_1+\frac{t-t_1}{t_{2}-t_1}\mathbf{B}_2" S143 Q328
	Q17022197 P2534 "\sigma \cdot \hat{p} \xi_\lambda(\hat{p})=\lambda \xi_\lambda(\hat{p}) \," S143 Q328
	Q2623817 P2534 "\left\| \tilde{f}\left( z_i \right) \right\| \geqslant 1" S143 Q328
	Q177811 P2534 " K_\mathrm{a1}=\frac{[\mbox{H}^+][\mbox{H}_2\mbox{PO}_4^-]}{[\mbox{H}_3\mbox{PO}_4]}\simeq 7.5\times10^{-3}{{spaces\|5}} (p''K''<sub>a1</sub> ≈ 2.12)" S143 Q328
	Q5259333 P2534 "\rho_\text{e} = 2\rho_\text{bulk} \ \frac{ Z}{A}" S143 Q328
	Q550479 P2534 " {r_{P_{XY}}} = {{cov_{P_{XY}}} \over {\sqrt {\sigma^2_{P_{X}} \sigma^2_{P_{Y}}}}} " S143 Q328
	Q1365748 P2534 "(x_1, x_2, \dots) \mapsto (0, x_1, x_2, \dots)." S143 Q328
	Q1543991 P2534 " \mathbf{v} = \nabla \varphi." S143 Q328
	Q4927198 P2534 " [\mathbf A, \mathbf B], \qquad \mathbf A \in \reals^{m\times n}, \qquad \mathbf B \in \reals^{m\times p}, \qquad m \geq n+p." S143 Q328
	Q3890817 P2534 "\mathrm{af}(n) = \sum_{i = 1}^n (-1)^{n - i}i!" S143 Q328
	Q1805477 P2534 "Var(X^{(m)}) =\sigma^2 m^{-(2-2H)} and r^{(m)}(k) = r(k)." S143 Q328
	Q187631 P2534 " y = y_a + \left( y_b-y_a \right) \frac{x-x_a}{x_b-x_a} \text{ at the point } \left( x,y \right) " S143 Q328
	Q669056 P2534 "T = \frac{\Phi_\mathrm{e}^\mathrm{t}}{\Phi_\mathrm{e}^\mathrm{i}}," S143 Q328
	Q7205565 P2534 "f \colon G \to {\mathbb{R}}\cup\{-\infty\}," S143 Q328
	Q4127028 P2534 "f(x_1,x_2,\ldots,x_{i-1},1,x_{i+1},\ldots,x_n) \ge f(x_1,x_2,\ldots,x_{i-1},0,x_{i+1},\ldots,x_n).\," S143 Q328
	Q1153014 P2534 "M = 6n - \sum_{i=1}^j (6 - f_i) = 6(N-1 - j) + \sum_{i=1}^j\ f_i," S143 Q328
	Q7645909 P2534 " \nabla \cdot \mathbf{F} = \nabla \cdot (-\nabla U) = -\nabla^2 U = 0." S143 Q328
	Q383041 P2534 "(x+y)^2=x^2+2xy+y^2" S143 Q328
	Q1365281 P2534 "\frac{dy}{dx} = -\frac{\sqrt{a^2-x^2}}{x}\,\!" S143 Q328
	Q7831889 P2534 "F_2(s) = \lim_{n\rightarrow \infty} \operatorname{Prob}\left((\lambda_{\max}-\sqrt{2n})(\sqrt{2})n^{1/6}\leq s\right)," S143 Q328
	Q27628 P2534 "a_1 \vec v_1 + a_2 \vec v_2 + a_3 \vec v_3 + \cdots + a_n \vec v_n. \," S143 Q328
	Q751259 P2534 " \sigma_T = \sigma_S + \sigma_A " S143 Q328
	Q579267 P2534 " \mathcal{L}_{[X,Y]} T = \mathcal{L}_X \mathcal{L}_{Y} T - \mathcal{L}_Y \mathcal{L}_X T," S143 Q328
	Q7247759 P2534 " Z = XY" S143 Q328
	Q5073346 P2534 "E_{\theta}\{\delta(X)\} = g(\theta)\text{ for all }\theta.\," S143 Q328
	Q169901 P2534 " F_y(t) = Y cos(\omega t) " S143 Q328
	Q1918289 P2534 " \operatorname{E} (X \mid H ) = \frac{\sum_{\omega \in H} X(\omega)}{\|H\|} " S143 Q328
	Q5607239 P2534 " G_x = \sum_{i = 0}^\infty (-1)^i \frac{1}{(2i + 1)x^{2i + 1}}" S143 Q328
	Q7521034 P2534 " \pi_1(X-D) \to \pi_1(X-C)\," S143 Q328
	Q12503 P2534 "(a,b) \sim (c,d) \,\! " S143 Q328
	Q5532441 P2534 "\partial_t u + \partial_x^3 u + \partial_x f(u) = 0.\," S143 Q328
	Q5476477 P2534 "e^{i \pi} = 1 + (i \pi) + \frac{(i \pi)^2}{2!} + \frac{(i \pi)^3}{3!} + \frac{(i \pi)^4}{4!} + \frac{(i \pi)^5}{5!} \dots" S143 Q328
	Q305936 P2534 " \left\\| x \right\\| _2 = \left( x_1^2 + x_2^2 + \dotsb + x_n^2 \right) ^{\frac{1}{2}} ." S143 Q328
	Q126695 P2534 " \forall n\!\in\!\mathbb{N}\; P(n) " S143 Q328
	Q1407668 P2534 "E = -\frac12\sum_{i,j}{w_{ij}{s_i}{s_j}}+\sum_i{\theta_i}{s_i}" S143 Q328
	Q2029236 P2534 "\psi = \int_A^P \left( u\, \text{d}y - v\, \text{d}x \right)." S143 Q328
	Q1057006 P2534 " \varnothing = X_{-1} \subset X_{0}\subset \cdots \subset X_{n} = P ." S143 Q328
	Q1887083 P2534 "1\to G_0 \to G \to \pi_0(G) \to 1.\," S143 Q328
	Q6890351 P2534 "R=\sqrt{X^2+Y^2}." S143 Q328
	Q7092304 P2534 "Gx = \left\{ g\cdot x \mid g \in G \right\}." S143 Q328
	Q6727285 P2534 "\bar{z}=w " S143 Q328
	Q1761084 P2534 "N_0\subsetneq N_1 \subsetneq \cdots \subsetneq N_n" S143 Q328
	Q3343049 P2534 "P(x) = x^{10} + x^9 -x^7 -x^6 -x^5 -x^4 -x^3 +x +1," S143 Q328
	Q25098921 P2534 "[X \wedge Y, Z] = [X, F(Y, Z)].<ref>{{cite web\|url=http//mathoverflow.net/questions/200422/homology-of-a-mapping-spectrum\|title=homology of a mapping spectrum\|work=MathOverflow}}</ref>" S143 Q328
	Q4378889 P2534 "\displaystyle{\ell(f\circ \gamma_r) = \int_{\gamma_r} \|f^\prime(z)\|\, \|dz\|\le \left(\int_{\gamma_r}\,\|dz\|\right)^{1/2}\cdot \left(\int_{\gamma_r}\|f^\prime(z)\|^2\,\|dz\|\right)^{1/2}\le (2\pi r)^{1/2} \cdot\left(\int_{\|\zeta +re^{i\theta}\|\le 1} \|f^\prime(\zeta + re^{i\theta}\|^2\,r\,d\theta\right)^{1/2}.}" S143 Q328
	Q6778 P2534 "\mathcal{L} = y_\text{t} h q u^c \rightarrow \frac{y_\text{t} v}{\sqrt{2}}( 1 + h^0/v) u u^c" S143 Q328
	Q4120992 P2534 "\hat{H}(t)=\hat{T}+\hat{V}_{\mathrm{ext}}(t)+\hat{W}," S143 Q328
	Q2047974 P2534 "I(p,\tilde{\nu}) = I(\tilde{\nu})[1 + \cos(2\pi\tilde{\nu}p)]," S143 Q328
	Q2994909 P2534 "C = p_{\theta}^{2} + \cos^{2}\theta \Bigg( a^{2}(m^{2} - E^{2}) + \left(\frac{L}{\sin\theta} \right)^{2} \Bigg)," S143 Q328
	Q176695 P2534 "\mathbb{P}(X_t \in A \|\mathcal{F}_s) = \mathbb{P}(X_t \in A\| X_s).<ref>Durrett, Rick. ''Probability Theory and Examples''. Fourth Edition. Cambridge Cambridge University Press, 2010.</ref>" S143 Q328
	Q899599 P2534 "\mathrm{stress} = \tfrac{F}{A}" S143 Q328
	Q15260871 P2534 " G^0(X)=\{g(x)\in G(X)\quad \quad g(x_0)=1\in \widetilde P_{x_0}\} " S143 Q328
	Q1487746 P2534 "\gamma_{\rm CMB}+p\rightarrow\Delta^+\rightarrow p + \pi^0," S143 Q328
	Q1296265 P2534 "P(N) = \frac{k}{N}." S143 Q328
	Q1063380 P2534 "\mathrm{PH} = \bigcup_{k\in\mathbb{N}} \Delta_k^\mathrm{P}" S143 Q328
	Q17088227 P2534 "AC=\frac{TC}{Q}" S143 Q328
	Q18353704 P2534 "\mathcal{H}_X=\otimes_{x\in X} \mathcal{H}_x ." S143 Q328
	Q7545384 P2534 " \alpha_i = \frac{d_i(A)}{d_{i-1}(A)}," S143 Q328
	Q952473 P2534 "m 2^X \rightarrow [0,1] \,\!" S143 Q328
	Q62645 P2534 "x^\prime = x - vt" S143 Q328
	Q4921154 P2534 " \qquad \forall_{i\neq j}\, x_{ij} \geq 0." S143 Q328
	Q188910 P2534 "\; - \log q_j." S143 Q328
	Q3489713 P2534 " \Lambda=\bigcap_{i\ge 0}T_i" S143 Q328
	Q1671740 P2534 "\frac{\operatorname{d}I_{\text{L}}}{\operatorname{d}t}=\frac{V_i}{L}" S143 Q328
	Q5165192 P2534 "\eta = \left ( \theta_0, \theta_1, \ldots, \theta_k \right )" S143 Q328
	Q18205730 P2534 "\psi'(\{r_n\})=\exp\left(\frac{ie}{\hbar}\sum_j\chi(r_j)\right)\psi(\{r_n\})" S143 Q328
	Q18207250 P2534 "\forall P\in\mathcal{P} \quad \mathrm{freq}(P, \mathcal{D}) = \sum\nolimits_{T \in \mathcal{D}} d(P,T)\geq \mathrm{minfreq}," S143 Q328
	Q3930246 P2534 " h(t) = \lim_{\Delta t\rightarrow 0}\frac{\mathrm{observed \;events \;in \; interval} [t, t+\Delta t]/N(t)}{\Delta t}" S143 Q328
	Q911268 P2534 " \Gamma_{AB} \star_{\,\Gamma_{ABC}} \Gamma_{AC} \rightarrow \Gamma_A." S143 Q328
	Q812530 P2534 "p(C_k \vert x_1, \dots, x_n)\," S143 Q328
	Q601556 P2534 "\Delta m_{H}^{2} = - \frac{\left\|\lambda_{f} \right\|^2}{8\pi^2} [\Lambda_{\mathrm{UV}}^2+ ...]." S143 Q328
	Q7606635 P2534 "x_{n+1} = x_n - \frac{f(x_n)}{g(x_n)}" S143 Q328
	Q1120961 P2534 " Assets = Equity + Liabilities <ref>Financial Accounting 5th Ed,p 47, Horngren, Harrison, Bamber, Best, Fraser, Willet, Pearson/PrenticeHall, 2006</ref>" S143 Q328
	Q253255 P2534 "\Pr(\mathrm{Reject}\; H\|H) = \Pr(p \leq \alpha\|H) = \alpha. " S143 Q328
	Q4741502 P2534 "P_n = W + X \cos\theta_n + Y \sin\theta_n" S143 Q328
	Q5583904 P2534 " G_{ij} = \alpha S_{ij} + (1-\alpha) \frac{1}{N} \;\;\;\;\;\;\;\;\;\;\; (1) " S143 Q328
	Q756254 P2534 "F_{grav}=\frac{GM_{BH}m_p}{r^2}" S143 Q328
	Q126592 P2534 "(Total)\ Dependency \ ratio = \frac{(number\ of\ people\ aged\ 0-14\ and\ those\ aged\ 65\ and\ over)} {number\ of\ people\ aged\ 15-64} \times 100 " S143 Q328
	Q740460 P2534 "M = {3 \over 2} P V {\rho \over \sigma}," S143 Q328
	Q1798261 P2534 "\mbox{(1) }\mathcal{K}\subset T\mathcal{K}" S143 Q328
	Q485312 P2534 " A=\{x\in X\|(\exists y\in Y)\langle x,y \rangle\in B\}." S143 Q328
	Q5284037 P2534 "A \langle x_1, x_2, \ldots, x_n \rangle" S143 Q328
	Q1496373 P2534 " S(\boldsymbol \beta)= \sum_{i=1}^m r_i^2(\boldsymbol \beta)." S143 Q328
	Q6884054 P2534 " \lim_{k\rightarrow\infty} \, \mu(T^{-k}A \cap B) = \mu(A) \cdot \mu(B) " S143 Q328
	Q4819272 P2534 " \sum (y - Y_r) ^2 is the minimized SSD per segment" S143 Q328
	Q228249 P2534 " \mu=\mu_d + \mu_a = \mu_d + \sum_{n=1}^N \kappa_n \delta_{X_n}, " S143 Q328
	Q6545604 P2534 "\\|u-u_N\\|_{H^1(\Omega)} \leqq C_s N^{-s} \\| u \\|_{H^{s+1}(\Omega)}" S143 Q328
	Q532286 P2534 "\frac{20!}{2} \times 3^{19} \times \frac{30!}{2} \times 2^{29} \approx 1.01 \times 10^{68}" S143 Q328
	Q15427141 P2534 "\sum_{i=1}^{n} a_i^k = b^k" S143 Q328
	Q14294358 P2534 "I = \frac VR," S143 Q328
	Q1332350 P2534 " X_{2i} = \lambda_0 + \lambda_1 X_{1i}. " S143 Q328
	Q82412 P2534 "\left\|\psi_1\psi_2\right\rangle = \pm\left\|\psi_2\psi_1\right\rangle," S143 Q328
	Q7838282 P2534 "Y_t = f(t) + e_t," S143 Q328
	Q2525646 P2534 "1 = H_0\triangleleft H_1\triangleleft \cdots \triangleleft H_n = G," S143 Q328
	Q217847 P2534 "x_1, x_2, x_3, \ldots " S143 Q328
	Q556030 P2534 " 0 = -P_{i} + \sum_{k=1}^N \|V_i\|\|V_k\|(G_{ik}\cos\theta_{ik}+B_{ik}\sin\theta_{ik})" S143 Q328
	Q1129902 P2534 " Ly = f" S143 Q328
	Q5241676 P2534 "\Delta E_Q = (1 - a_0^2)(E_{\rm CISD} - E_{\rm HF}), \ " S143 Q328
	Q466109 P2534 " [ G H ] = { \|G\| \over \|H\| } " S143 Q328
	Q3851929 P2534 "y(t) = t\, x(t)" S143 Q328
	Q17145697 P2534 "\frac{d}{dt}\int_{a\left( t\right) }^{b\left( t\right) }f\left( t,x\right) dx= \int_{a\left( t\right) }^{b\left( t\right) }\frac{\partial f\left( t,x\right) }{\partial t}dx+f\left( t,b\left( t\right) \right) b^{\prime }\left( t\right) -f\left( t,a\left( t\right) \right) a^{\prime }\left( t\right)" S143 Q328
	Q132335 P2534 "(x)_{n}=x^{\underline{n}}=x(x-1)(x-2)\cdots(x-n+1)" S143 Q328
	Q4357800 P2534 " a^4 + b^4 + c^4 + d^4 = (a + b + c + d)^4 \, " S143 Q328
	Q6890230 P2534 "PWV = \sqrt{\dfrac{E_\text{inc} \cdot h}{2r\rho}}" S143 Q328
	Q1547424 P2534 "U = \frac{3GM^2}{5R}" S143 Q328
	Q69856 P2534 "p(x) = \frac{e^{-x/V}}{V}." S143 Q328
	Q1411887 P2534 " \lim_{n\rightarrow \infty} f_n(x) = \begin{cases} 0, & x \in [0,1) \\ 1, & x=1. \end{cases} " S143 Q328
	Q3077611 P2534 "G(\chi)=\sum \chi(a) \zeta^a" S143 Q328
	Q3439129 P2534 "T=10^{0.2 \times (ITG-1)} \cdot (0.45 \times \sqrt[3]{D}+0.001\times D)" S143 Q328
	Q5324920 P2534 "v = -K_m { v \over [S] } + V_\max" S143 Q328
	Q3048149 P2534 " \varepsilon_\text{Total} = \varepsilon_S = \varepsilon_D. " S143 Q328
	Q4830560 P2534 "x = a_1 \vee x = a_2 \vee \dots \vee x = a_k [example on page 134]" S143 Q328
	Q5532469 P2534 " \alpha(a, \, b) \stackrel{\mathrm{def}}{=} \displaystyle\sum\limits_{c \in A} f(a, \, c, \, b ) \cdot \sum _{d,\,e \in A} g(a,\,d,\,e) " S143 Q328
	Q7617817 P2534 " \limsup_{n \rightarrow \infty} \Pr\left( \sup_{\theta \in \Theta} \sup_{\theta' \in B(\theta, \delta)} \|H_n(\theta') - H_n(\theta)\| > \epsilon \right) < \eta ." S143 Q328
	Q18385933 P2534 "\eta = \frac{\sum_{i=1}^{n}\mu(K_i)}{\mu(X)}." S143 Q328
	Q5282272 P2534 "0\ 1\ 00\ 01\ 10\ 11\ 000\ 001 \ldots" S143 Q328
	Q2513496 P2534 "\forall a \in A \, ( f(a) \in \varphi(a) ) \,." S143 Q328
	Q3760344 P2534 "\text{Trail}_\text{bicycle} = \frac{R_w \cos(A_h) - O_f}{\sin(A_h)} and \text{Trail}_\text{motorcycle} = \frac{R_w \sin(A_r) - O_f}{\cos(A_r)}" S143 Q328
	Q771334 P2534 "B(v)=\left(\frac{n-1}{n}\right)v." S143 Q328
	Q7631665 P2534 "\text{SSG} = \frac{\rho_o - \rho_f}{\rho_f}" S143 Q328
	Q466707 P2534 " P(Y) = \{ y^\prime \in Y \; \{y^{\prime\prime} \in Y\; y^{\prime\prime} \succ y^\prime, y^{\prime\prime} \neq y^\prime \; \} = \empty \}. " S143 Q328
	Q2566340 P2534 " \sigma^\mu\partial_\mu \psi=0 " S143 Q328
	Q17139821 P2534 " n = 63 \,\, mV/decade; \,\,\, V_{th} = 315 \,\, mV \,\, \rightarrow \,\, I_{on}/I_{off} = V_{th}/n = 5 \,\, decades = 100,000" S143 Q328
	Q2627013 P2534 "A = \begin{bmatrix} 1 & 1 \\ 1 & 1 \end{bmatrix}." S143 Q328
	Q5485355 P2534 "\frac{q}{A} = h_o(T_o - T_s) " S143 Q328
	Q192510 P2534 "k = k_0 \sqrt{\varepsilon_r} = k_0 n" S143 Q328
	Q5163228 P2534 "\hat{C}_{H_i} = T \prod_{j=1}^{n_i} \hat{P}_{i,j}(t_{i,j}) = \hat{P}_{i,1}\hat{P}_{i,2}\cdots \hat{P}_{i,n_i}" S143 Q328
	Q4200518 P2534 "\mu \left( f^{-1} (A) \right) = \mu (A)." S143 Q328
	Q7432946 P2534 "\,\phi(v_i)=\tanh\left(\beta_1 + \beta_0 \sum_j v_{i,j} x_j \right)," S143 Q328
	Q1555342 P2534 "\mathcal{A}(\mathcal{O})" S143 Q328
	Q6029713 P2534 "\forall_{\gamma < \omega}{V_{\gamma}} \neg \and_{\gamma < \omega}{V_{\gamma +} \in V_{\gamma}}.\," S143 Q328
	Q1033772 P2534 "f(N) = 1 + 2^{N-2} \quad \mbox{for all } N \geq 3." S143 Q328
	Q3384944 P2534 "\sqrt{2} \approx 1 + \frac{1}{3} + \frac{1}{3 \cdot 4} - \frac{1}{3 \cdot4 \cdot 34} = \frac{577}{408} \approx 1.414216," S143 Q328
	Q2468059 P2534 "\text{Resolution (lp/mm)} = 2^{\text{Group} + (\text{element}-1)/6}" S143 Q328
	Q2226610 P2534 " \forall x' \in K \qquad j(x)(x') = x'(x)." S143 Q328Q10495747 P2534 "r = i - \pi^e." S143 Q328
	Q2083109 P2534 " S_{n,t}(x) =\sum_i \alpha_i B_{i,n}(x)." S143 Q328
	Q5156921 P2534 " \mathit{P(CoC) - P(PoC) = P(Call) - PV(Strike\ Price)} " S143 Q328
	Q2914509 P2534 "\ker(L) = \left\{ \mathbf{v}\in V \| L(\mathbf{v})=\mathbf{0} \right\}\text{.}" S143 Q328
	Q4879859 P2534 "\omega,\ \omega^\omega,\ \omega^{\omega^\omega},\ \ldots" S143 Q328
	Q221425 P2534 "E = \frac s t" S143 Q328
	Q191073 P2534 "\chi = \frac{M}{H} =\frac{M \mu_0}{B} =\frac{C}{T} " S143 Q328
	Q2096184 P2534 "\int_{-\infty}^\infty f(x)g^(x)\operatorname{d}\!x = \frac{1}{2\pi} \int_{-\infty}^\infty F(k)G^(k)\operatorname{d}\!k," S143 Q328
	Q1401905 P2534 " K = 24\,\frac{M_\text{g}}{M_\text{m}}" S143 Q328Q3655948 P2534 "{Li_{k}(1-e^{-x}) \over 1-e^{-x}}=\sum_{n=0}^{\infty}B_{n}^{(k)}{x^{n}\over n!}" S143 Q328
	Q5018295 P2534 "\frac{\partial g_{ij}}{\partial t}=(\Delta R)g_{ij}," S143 Q328
	Q1329238 P2534 " \pi(x,t) = x p(x) - C(x) - t x \quad" S143 Q328
	Q7113611 P2534 " M=6(N-1-j)+\sum_{i=1}^j f_i," S143 Q328
	Q8068910 P2534 " D\geq N\left(\dfrac{(\delta-(\dfrac{\lambda}{d}))}{(1-(\dfrac{\lambda}{d})})\right)^2" S143 Q328
	Q7269033 P2534 "\Delta_\lambda(\rho)=\lambda\rho+\frac{1-\lambda}{d}I" S143 Q328
	Q2788607 P2534 "\omega_a=\sqrt{\frac{k_1M}{m_Am_B}}" S143 Q328
	Q2294564 P2534 "a = x_0 < x_1 < \cdots < x_n = b . \,\!" S143 Q328
	Q6951462 P2534 " M = G = R = 1 \ " S143 Q328
	Q1931224 P2534 "yx = (-1)^{\|x\| \|y\|}xy.\," S143 Q328
	Q6894851 P2534 "S=C_p \cdot T + g \cdot z + L_v \cdot q" S143 Q328
	Q1332562 P2534 " R \cdot U(\$100) + (1-R) \cdot U(\$0) > B\cdot U(\$100) + (1-B) \cdot U(\$0) " S143 Q328
	Q82828 P2534 "M_p(x_1,\dots,x_n) = \left( \frac{1}{n} \sum_{i=1}^n x_i^p \right)^{\frac{1}{p}} ." S143 Q328
	Q6453673 P2534 "D_{jk} = \frac{\frac{E_k I_k}{L_k}}{\sum_{i=1}^{i=n} \frac{E_i I_i}{L_i}}" S143 Q328
	Q1368121 P2534 "\sin \sigma = \sqrt{ (\cos U_2 \sin \lambda)^2 + (\cos U_1 \sin U_2 - \sin U_1 \cos U_2 \cos \lambda)^2}" S143 Q328
	Q4736415 P2534 "f(x_1,\dots,x_j,\dots,x_i,\dots,x_n) = -f(x_1,\dots,x_i,\dots,x_j,\dots,x_n)." S143 Q328
	Q7432777 P2534 " S = \int_0^T \! \left(\frac{C_{v}}{T}\right)dT \," S143 Q328
	Q5646976 P2534 " i_1=E^2\sin^2(\omega t)\, " S143 Q328
	Q2248306 P2534 "M = \begin{pmatrix}1 & -1 \\ 0 & 0\end{pmatrix} and N = \begin{pmatrix}0 & 1 \\ 0 & 1\end{pmatrix}," S143 Q328
	Q4848398 P2534 "(a;q)_n = \prod_{0\le j<n}(1-aq^j) = (1-a)(1-aq)\cdots(1-aq^{n-1})." S143 Q328
	Q5535476 P2534 "\nabla_b F(a) = \lim_{\epsilon \rightarrow 0}{\frac{F(a + \epsilon b) - F(a)}{\epsilon}}" S143 Q328
	Q2289425 P2534 "[\ln(f)]' = \frac{f'}{f} \quad \rightarrow \quad f' = f \cdot [\ln(f)]'." S143 Q328
	Q1405387 P2534 "Y_j= \mu + x_j^T\beta +\xi_j + \varepsilon_j, \, " S143 Q328
	Q40276 P2534 "a\times b = \underbrace{b + \cdots + b}_a = \underbrace{a + \cdots + a}_b" S143 Q328
	Q539027 P2534 "x^8=\left(\left(x^2\right)^2\right)^2." S143 Q328
	Q4674069 P2534 "<math chem> \text{rate}= -\frac{\text{d}[\ce{R1}]}{\text{d}t} = k\ce{[SH+] [R1] [R2]}" S143 Q328
	Q1231787 P2534 "x^2\equiv y^2\quad(\hbox{mod }N),\qquad x\not\equiv\pm y\quad(\hbox{mod }N)." S143 Q328
	Q847535 P2534 "\\|x-y\\|\geq\varepsilon" S143 Q328
	Q16635541 P2534 "A = \frac{\Phi_\mathrm{e}^\mathrm{a}}{\Phi_\mathrm{e}^\mathrm{i}}," S143 Q328
	Q7502335 P2534 " \partial_t u = \Delta_x u^m, \,\, m > 1, \," S143 Q328
	Q25098911 P2534 "f_i=a_i. " S143 Q328
	Q5318827 P2534 "u_t = u^3u_{xxx}.\," S143 Q328
	Q3077823 P2534 "\ \Omega \times G \rightarrow G (\omega , g) \mapsto g^{\omega}" S143 Q328
	Q3352804 P2534 "\{x \mid \Phi(x)\}" S143 Q328
	Q571154 P2534 "s_n(x)=\sum_{k=-n}^nc_ke^{ikx}," S143 Q328
	Q678308 P2534 " M = 6n - \sum_{i=1}^j\ (6 - f_i) = 6(N-1 - j) + \sum_{i=1}^j\ f_i " S143 Q328
	Q17098697 P2534 "n > d_1^i + \cdots + d_m^i. \, " S143 Q328
	Q1067685 P2534 "(a_1^2+a_2^2+a_3^2+a_4^2+a_5^2+a_6^2+a_7^2+a_8^2)(b_1^2+b_2^2+b_3^2+b_4^2+b_5^2+b_6^2+b_7^2+b_8^2)=\," S143 Q328
	Q6760420 P2534 "p(\mathbb{X}\|\alpha) = \int_\theta p(\mathbb{X}\|\theta) \, p(\theta\|\alpha)\ \operatorname{d}\!\theta " S143 Q328
	Q5680845 P2534 "\mathbf{\hat{y}} = \mathbf{P} \mathbf{y}." S143 Q328
	Q902890 P2534 "\langle F_\mathrm{DEP} \rangle = 2\pi r^3\varepsilon_m \textrm{Re}\left\{\frac{\varepsilon^_p - \varepsilon^_m}{\varepsilon^_p + 2\varepsilon^_m}\right\}\nabla \left\|\vec{E}_{rms}\right\|^2" S143 Q328
	Q5446587 P2534 "<math chem>\sum_{b=0}^{a} x_b {_{a}^{b}} \ \ce{S ->} \sum_{d=0}^c y_d {_c^d} \ \ce{P}." S143 Q328
	Q624025 P2534 "2C \frac{n}{(\ln n)^2} \approx 1.32032\frac{n}{(\ln n)^2}" S143 Q328
	Q1144897 P2534 "f(x) = x+1" S143 Q328
	Q8027031 P2534 "x_k+iy_k=z_k\qquad x_k-iy_k=u_k" S143 Q328
	Q1392693 P2534 "\rho(x-x_0,y-y_0)=(x-x_0)^2+(y-y_0)^2=r^2, \ r>0." S143 Q328
	Q4874475 P2534 " \frac{x_3 - x_1}{x_2 - x_1} + \frac{x_2 - x_3}{x_2 - x_1} = 1 . " S143 Q328
	Q752718 P2534 "f \sim g \quad (\text{as } n\to\infty)" S143 Q328
	Q7854776 P2534 " k = \frac12 \left( \overline{(u'_1)^2} + \overline{(u'_2)^2} + \overline{(u'_3)^2} \right). " S143 Q328
	Q4162534 P2534 " P(t,T) = \mathbb{E}^Q\left[\left. \exp{\left(-\int_t^T r_s\, ds\right) } \right\| \mathcal{F}_t \right] " S143 Q328
	Q946764 P2534 "\omega _0 =\frac{1}{\sqrt{LC}}" S143 Q328
	Q858532 P2534 "\textstyle\pi = 16\arctan \frac15 - 4\arctan\frac1{239}," S143 Q328
	Q1134348 P2534 " Q = \dot{V} = \lim\limits_{\Delta t \rightarrow 0}\frac{\Delta V}{ \Delta t}= \frac{{\rm d}V}{{\rm d}t}" S143 Q328
	Q5357578 P2534 " {\mathbf E}({\mathbf r},t)=E_0 {\hat{\mathbf z}} \cos(ky-\omega t), \ \ \ {\mathbf B}({\mathbf r},t)=B_0{\hat{\mathbf x}} \cos(ky-\omega t). " S143 Q328
	Q530242 P2534 "A \ominus B = \{z\in E \| B_{z} \subseteq A\}," S143 Q328
	Q6775739 P2534 " p_{n+1} - p_n < p_n^\theta, " S143 Q328
	Q1558328 P2534 "{\mathbf P}_1+ {\mathbf P}_2+{\mathbf P_3}+ {\mathbf P_4} = {\mathbf I}" S143 Q328
	Q7886959 P2534 "\sum_{v\in G(P)} 2^{d_{\operatorname{in}}(v)}" S143 Q328
	Q1541178 P2534 " \phi=\sqrt{\frac{\chi^2}{N}}," S143 Q328
	Q3527250 P2534 "\{x+iya\le x \le b\}," S143 Q328
	Q5165921 P2534 " \dot{\mathbf{x}}(t) = A\mathbf{x}(t) + B\mathbf{u}(t). " S143 Q328
	Q14830873 P2534 " {}^ap_i = K_a \cdot H_{ba} \cdot K_b^{-1} \cdot {}^bp_i" S143 Q328
	Q1326870 P2534 " P(i) = \sum_{n=st_i}^{n=fin_i} \|S(n)\|^2, i = 1, \dots, 5 " S143 Q328
	Q29539 P2534 " \rho = \frac{m}{V}," S143 Q328
	Q7452449 P2534 "\sum_{k=1}^p A(i,k)B(k,j)" S143 Q328
	Q578555 P2534 "\frac{dX}{dt} = 0 ~." S143 Q328
	Q1074920 P2534 " 1+z=\frac{\lambda}{1215.67\mathrm{\AA}} " S143 Q328
	Q7237003 P2534 " \ln \frac{ p_v}{p_{v,o}} = \frac{ v_{liq} }{ R T } ( P - p_{v,o} ) \!" S143 Q328
	Q4835181 P2534 " x\ast (x\ast y)= y\ast (y\ast x)" S143 Q328
	Q1454132 P2534 "\Delta\nu_{FSR}=\frac{c}{n_gL}" S143 Q328
	Q922654 P2534 "\eta = \frac{\hbox{propulsive power out}}{\hbox{shaft power in}} = \frac{\hbox{thrust}\cdot\hbox{axial speed}}{\hbox{resistance torque}\cdot\hbox{rotational speed}}." S143 Q328
	Q7795821 P2534 "\|G\| = C_G(t)C_G(z) \sum_x\frac{a(x)}{C_G(x)}" S143 Q328
	Q1474611 P2534 "\vec{x}(i)\approx \vec{x}(j),\," S143 Q328
	Q5645294 P2534 "\{\varphi(\vec{x}),\rho(\vec{y})\}=\delta^d(\vec{x}-\vec{y})" S143 Q328
	Q2981462 P2534 "n!=n\times(n-1)\times\cdots\times2\times1" S143 Q328
	Q1372876 P2534 " H=(b_{1}-b_{0})'\big(\operatorname{Var}(b_{0})-\operatorname{Var}(b_{1})\big)^\dagger(b_{1}-b_{0})," S143 Q328
	Q2896394 P2534 " f(12345A3C14.159\dots_{13}) = f(A3.C14159\dots_{13}) = 3.14159\dots," S143 Q328
	Q898797 P2534 " \log\ P_\text{oct/wat} = \log\Bigg(\frac{\big[\text{solute}\big]_\text{octanol}^\text{un-ionized}}{\big[\text{solute}\big]_\text{water}^\text{un-ionized}}\Bigg)" S143 Q328
	Q25098928 P2534 "f, g X \to Y" S143 Q328
	Q5156499 P2534 " h_k (X_1, X_2, \dots,X_n) = \sum_{1 \leq i_1 \leq i_2 \leq \cdots \leq i_k \leq n} X_{i_1} X_{i_2} \cdots X_{i_k}." S143 Q328
	Q6980678 P2534 "F_{i}^{X} = \sigma \left\{ \left. X_{j}^{-1} (A) \right\| j \in I, j \leq i, A \in \Sigma \right\}," S143 Q328
	Q7538885 P2534 " \text{Minimize }\; f_0(x) " S143 Q328
	Q509331 P2534 "$3,000 + ($25,000 - $20,000) \times 30% = $1,500 + $3,000 = $4,500." S143 Q328
	Q483261 P2534 " 1 \,\mathrm{u} = m_{\mathrm{u}} = \frac{1}{12}m\left({}^{12}\mathrm{C}\right)" S143 Q328
	Q7601219 P2534 " A \subseteq B \Leftrightarrow \|A \cap B\| = \|A\| " S143 Q328
	Q7208405 P2534 " \cdot Y \times Y \longrightarrow Y given by y \cdot z = yz" S143 Q328
	Q2286895 P2534 " \frac{F\theta^2}{4} \ll 1" S143 Q328
	Q25304447 P2534 "E(x,t) = E_{0} sin(kx - \omega t + \phi) " S143 Q328
	Q377672 P2534 "t_D = \frac{\int_0^{+\infty}t V^\prime(t)\mathrm{d}t}{\int_0^{+\infty} V^\prime(t)\mathrm{d}t}." S143 Q328
	Q7200979 P2534 "\mu(\pi) = \frac{(\mathrm{dim}\,\pi)^2}{\|G\|}," S143 Q328
	Q108645 P2534 " \| \delta\mathbf{Z}(t) \| \approx e^{\lambda t} \| \delta \mathbf{Z}_0 \| \, " S143 Q328
	Q132814 P2534 " \ln \left( \frac{ P_2 }{ P_1 } \right) = - \frac{ \Delta H_{ vap } }{ R } \left( \frac{ 1 }{ T_2 } - \frac{ 1 }{ T_1 } \right)" S143 Q328
	Q1095330 P2534 "\zeta(3)=\sum_{n=1}^\infty \frac{1}{n^3}=\frac{1}{1^3}+\frac{1}{2^3}+\frac{1}{3^3}+\ldots = 1.2020569\ldots" S143 Q328
	Q1138624 P2534 "\mathrm{Conv}(S)=\left\{\left.\sum_{i=1}^{\|S\|} \alpha_i x_i\ \right\| (\forall i \alpha_i\ge 0)\wedge \sum_{i=1}^{\|S\|} \alpha_i=1 \right\}." S143 Q328
	Q4360 P2534 "\mathrm{DM} = \int_0^D n_e(s) ds," S143 Q328
	Q1583285 P2534 "\gamma \, \equiv \, \mbox{Tr}(\rho^2) \," S143 Q328
	Q752176 P2534 "u^{}_{\alpha}= (1 - \alpha ) u_0 + \alpha u_1 where 0 \le \alpha \le 1" S143 Q328
	Q6497970 P2534 "\mathcal{L}(\varphi)=\frac{1}{2} [\partial^\mu \varphi \partial_\mu \varphi -m^2 \varphi^2] -\frac{1}{4}\lambda \varphi^4." S143 Q328
	Q935210 P2534 "\Gamma(z+1) = (z+a)^{z+1/2} e^{-(z+a)} \left[ c_0 + \sum_{k=1}^{a-1} \frac{c_k}{z+k} + \varepsilon_a(z) \right]" S143 Q328
	Q6894854 P2534 "Adv(\rho_m)=-\mathbf{V}\cdot\nabla \rho_m \!" S143 Q328
	Q1445884 P2534 "\alpha = \frac{2\omega k_0} {c}={{\omega\kappa_2} \over{n_0c}}." S143 Q328
	Q1423838 P2534 "\cos \alpha x + \sin \alpha y = p" S143 Q328
	Q17149261 P2534 "\mu X \to \mathbb{R}" S143 Q328
	Q7512811 P2534 "\alpha^p \smile \beta^q = (-1)^{pq}(\beta^q \smile \alpha^p)" S143 Q328
	Q4896404 P2534 "(I-\Delta)^{-s/2}" S143 Q328
	Q1689788 P2534 "\frac{R_1}{R_1 + R_2} = \frac{r_1}{r_1 + r_2},," S143 Q328
	Q4393075 P2534 "\boldsymbol{\mathbf{U}} = \frac{d \boldsymbol{\mathbf{X}}}{d \tau} = \left(\frac{c dt}{d\tau} , \frac{d\mathbf{x}}{d\tau} \right)" S143 Q328
	Q2703919 P2534 "(g \cdot f)(x) = f(g^{-1} (x)) \qquad \forall x \in V, g \in G, f\in k[V]. " S143 Q328
	Q810438 P2534 "\frac{f(t)}{1-F(t)} = p + q F(t) <ref name="Bass1969" />" S143 Q328
	Q4700045 P2534 " (\varphi,\psi)\cdot f = \psi \circ f \circ \varphi^{-1}" S143 Q328
	Q247760 P2534 "\Phi_\mathrm{e}." S143 Q328
	Q1133439 P2534 " \sum_{j=1}^{N} t_{j \, (\mathrm{processor})} < t_{i \, (\mathrm{execution}\!)}" S143 Q328
	Q25339945 P2534 " \tau(y_0) = \inf\{t \ge t_0 y(t) \in \{y_{\operatorname{avg}}-y_{\min},\ y_{\operatorname{avg}}+y_{\max}\} \| (y_{\operatorname{avg}}-y_{\min}) < y_0 < (y_{\operatorname{avg}}+y_{\max}) \}," S143 Q328
	Q5867918 P2534 " h = \frac{d \tan\theta_1 \tan \theta_2 }{\tan \theta_2 - \tan\theta_1 }" S143 Q328
	Q723861 P2534 "E=\begin{matrix}\frac{1}{2}\end{matrix} m v^2 - \frac{G M m}{r} = \frac{-G M m}{2 a} .\," S143 Q328
	Q1397439 P2534 "p_2 \circ u=q_2, \qquad p_1\circ u=q_1." S143 Q328
	Q9248237 P2534 "\delta(B) = \frac{\Pi_{i=1}^n \|\|b_i\|\|}{\sqrt{\det(B^T B)}} = \frac{\Pi_{i=1}^n \|\|b_i\|\|}{d(\Lambda)}" S143 Q328Q5374241 P2534 "E\bigl(g(X)(X-\mu)\bigr)=\sigma^2 E\bigl(g'(X)\bigr)." S143 Q328
	Q1109 P2534 "\mathrm{distance}_{\mathrm{moon}} = \frac {\mathrm{distance}_{\mathrm{observerbase}}} {\tan (\mathrm{angle})}" S143 Q328
	Q5316318 P2534 " S = bc \sin A = ac \sin B = ab \sin C \," S143 Q328
	Q22909409 P2534 " \Psi(X,t) = \exp \left ( \sum_k a_k(t) O_k(X) \right ) " S143 Q328
	Q7315518 P2534 "J_{N(t)} \leq t < J_{N(t)+1}. \, " S143 Q328
	Q3574718 P2534 "F(k;a,b)=\frac{\lfloor k \rfloor -a + 1}{b-a+1}" S143 Q328
	Q155208 P2534 "F_\nu(k) = \int_0^\infty f(r)J_\nu(kr)\,r\operatorname{d}\!r" S143 Q328
	Q1565055 P2534 "{\rm MSD}\equiv\langle (x-x_0)^2\rangle=\frac{1}{T}\sum_{t=1}^T (x(t) - x_0)^2" S143 Q328
	Q5000158 P2534 " \sum_{i=1}^N a_i [G/G_i]," S143 Q328
	Q1362700 P2534 "h[n]=Th_c(nT)\," S143 Q328
	Q5196865 P2534 "\frac{T_{now}} {T_{t}} = {(1+r)}^\tfrac{t} {2}" S143 Q328
	Q4948983 P2534 "U(1)\subset U(2)\subset\cdots\subset U = \bigcup_{k=1}^\infty U(k)" S143 Q328
	Q630168 P2534 "x^n - 1 = \prod_{d\,\mid\,n}^n \Phi_d(x).\;" S143 Q328
	Q5072240 P2534 "\mathbb{C}^{n \times n} \otimes A." S143 Q328
	Q7885142 P2534 "p_{ij} = \begin{cases} q_{ij}/\gamma &\text{ if } i \neq j \\ 1 - \sum_{j \neq i} q_{ij}/\gamma &\text{ if } i=j \end{cases}" S143 Q328
	Q7492175 P2534 "\sum_{n=0}^{\infty}B_n(x) t^n = \frac{a+bt^2}{1-2tx+t^2}. \,\!" S143 Q328
	Q7624569 P2534 "t'_{A,B}=T(\gamma_{B,A})\circ t_{B,A}\circ\gamma_{TA,B} TA\otimes B\to T(A\otimes B)." S143 Q328
	Q7606011 P2534 "F=\frac{3\pi \eta\ R^4}{2h^3} \frac{d h}{d t} " S143 Q328
	Q4407236 P2534 "\sigma_y = \sigma_0 + {k_y \over \sqrt {d}}" S143 Q328
	Q1359945 P2534 "\delta = \left( \frac{2 \pi}{\lambda} \right) 2 n \ell \cos\theta. " S143 Q328
	Q2138712 P2534 "i\partial_t^{} u + L_1u = \phi u" S143 Q328
	Q179388 P2534 " C = \frac{ Q}{\Delta T}, " S143 Q328
	Q7226544 P2534 "\theta is the contact angle" S143 Q328
	Q3424023 P2534 "\lim_{r \rightarrow 1-} (1-r) \sum_{n=1}^\infty \frac{n a_n r^n}{1-r^n} = A . \, " S143 Q328
	Q464133 P2534 "a\frac{dx}{dt} + bx = Af(t)." S143 Q328
	Q899502 P2534 " LEL_{mix}=\frac{1}{\sum \frac{x_{i}}{LEL_{i}}}" S143 Q328
	Q1464936 P2534 " \{ f g,h \} = f \{ g,h \} + g \{ f,h \} ." S143 Q328Q6522941 P2534 " K_{initial} = U_{final} \," S143 Q328
	Q4374744 P2534 "\Phi_{12}(r) = A \exp \left(-Br\right) - \frac{C}{r^6}" S143 Q328
	Q16899664 P2534 " \text{Index Level} = {\sum \left({P_i} \cdot {Q_i}\right) \over Divisor} {\times 5000} " S143 Q328
	Q1150290 P2534 "\mathbf{B}_\text{g} = \frac{G }{2 c^2} \frac{\mathbf{L} - 3(\mathbf{L} \cdot \mathbf{r}/r) \mathbf{r}/r}{r^3}," S143 Q328
	Q3984148 P2534 " R_{ij} = \|R_i - R_j\|" S143 Q328
	Q5380810 P2534 "h(X) = - \int_{\mathbb{R}^{n}} f(x) \log f(x) \, d x" S143 Q328
	Q3656857 P2534 "a = \frac{x_1+x_2+\cdots+x_n}{n}" S143 Q328
	Q319808 P2534 "P(L)=R(L)-w(L)\cdot L\,\!." S143 Q328
	Q363922 P2534 " P(t,T) = \mathbb{E}^Q\left[\left. \exp{\left(-\int_t^T r_s\, ds\right) } \right\| \mathcal{F}_t \right] " S143 Q328
	Q29167 P2534 "\nabla f = \frac{\partial f}{\partial x_1} \hat{x_1} + \frac{\partial f}{\partial x_2} \hat{x_2} + \frac{\partial f}{\partial x_3} \hat{x_3}," S143 Q328
	Q2462410 P2534 " \mathbf{A} \cdot \mathbf{B} is a 4-vector style, which is typically more compact and can use [[Vector (mathematics and physics)\|vector]] [[Vector notation\|notation]], (such as the inner product "dot"), always using bold uppercase to represent the 4-vector, and bold lowercase to represent 3-vectors, eg. \vec{\mathbf{a}} \cdot \vec{\mathbf{b}}. Most of the 3-vector rules have analogues in 4-vector mathematics." S143 Q328
	Q5326898 P2534 " f_{\rho}(x) = \int_{Y} y d\rho(y\|x), x \in X," S143 Q328
	Q386272 P2534 "S_{fi}=\langle f\|S\|i\rangle\;," S143 Q328
	Q3150394 P2534 " C = \frac{(N-1) \sum_{i} \sum_{j} w_{ij} (X_i-X_j)^2}{2 W \sum_{i}(X_i-\bar X)^2} " S143 Q328
	Q26401 P2534 "V - E + F = 2," S143 Q328
	Q5165719 P2534 "C(x_1, x_2, \dots , x_n) ={ \left({ x_1^2+x_2^2+\cdots+x_n^2 \over n}\right) \over \left({x_1+x_2+\cdots+x_n \over n}\right)}, " S143 Q328
	Q3115527 P2534 " \lambda(G) = \max_{\|\lambda_i\| < d} \|\lambda_i\|.\," S143 Q328
	Q25098853 P2534 "\{\omega \psi (\omega) \cap U \neq \empty \} \in B. " S143 Q328
	Q995700 P2534 " \sum_{i=0}^n {i\cdot i!} = {(n+1)!} - 1. " S143 Q328
	Q181328 P2534 "v\, is the fluid flow [[speed]] at a point on a streamline," S143 Q328
	Q321102 P2534 "\operatorname{tr}(A) = a_{11} + a_{22} + \dots + a_{nn}=\sum_{i=1}^{n} a_{ii}" S143 Q328
	Q1144923 P2534 "\mathbf{R}^{T} \mathbf{r} = \mathbf{R}^{T} \mathbf{B}^{T} \mathbf{q}," S143 Q328
	Q2915234 P2534 "M_{n}=M_{n-1}+\sum_{i=0}^{n-2}M_iM_{n-2-i}=\frac{2n+1}{n+2}M_{n-1}+\frac{3n-3}{n+2}M_{n-2}." S143 Q328
	Q5958347 P2534 "\succcurlyeq~\subseteq~X^2" S143 Q328
	Q5357276 P2534 "\nabla \times \textbf{E} = -j \omega \mu \textbf{H}\," S143 Q328
	Q17081747 P2534 "\sum_{i=1}^n \lambda_i = 1." S143 Q328
	Q193623 P2534 "a x^m - bx^n \,," S143 Q328
	Q213499 P2534 "\bar{\dot{R}_n}" S143 Q328
	Q5156586 P2534 " k = 1 / [MPS+MRT+MPM] = 1 / MPW\,\!" S143 Q328
	Q25304169 P2534 "\forall u\exists v(u\sim v)" S143 Q328
	Q7576717 P2534 "P_\text{net} = \eta_\text{capture}\left(P_\text{fusion} - P_\text{conduction} - P_\text{radiation}\right)" S143 Q328
	Q1417920 P2534 "\frac{1}{N+1}\sum_{i=0}^{N} i ." S143 Q328
	Q8028527 P2534 "x_1=x_0+u_1," S143 Q328
	Q12105580 P2534 " *(R_1,R_2,\ldots,R_n) if \bowtie_{i = 1}^n \Pi_{R_i}(r) = r." S143 Q328
	Q1908325 P2534 "Q_\mathrm{r} = \frac{\left\{\mathrm{S}_t\right\}^\sigma \left\{\mathrm{T}_t\right\}^\tau }{\left\{\mathrm{A}_t\right\}^\alpha \left\{\mathrm{B}_t\right\}^\beta } " S143 Q328
	Q1201510 P2534 "P(t)=P_se^{-\frac{t}{t^}}\left(1-\frac{t}{t^}\right)." S143 Q328
	Q20752005 P2534 "\sum_{p<x}(\log p)^2 +\sum_{pq<x}\log p \log q = 2x\log x +O(x)" S143 Q328
	Q15088946 P2534 "Z=Z(T,P,n_1,n_2,\cdots)." S143 Q328
	Q3527129 P2534 "x^n\ " S143 Q328
	Q866300 P2534 " f(x) = x^3 - x - 2 \,." S143 Q328
	Q4882924 P2534 " M_{\mu\nu} = \int \mathrm{d}^3x \, {M^0}_{\mu\nu}" S143 Q328
	Q279156 P2534 "x=\frac{1}{a_1}+\frac{1}{a_1a_2}+\frac{1}{a_1a_2a_3}+\cdots.\;" S143 Q328
	Q810007 P2534 "\boldsymbol{y} \leftarrow \alpha \boldsymbol{x} + \boldsymbol{y}" S143 Q328
	Q7687974 P2534 " 0 \longrightarrow A \longrightarrow B \longrightarrow C \longrightarrow 0" S143 Q328
	Q841185 P2534 " \frac{d^{2}u}{d\theta^{2}}+u=-\frac{Z_{1}Z_{2}e^{2}}{4\pi\epsilon_{0}mv_{0}^{2}b^{2}}=-\kappa," S143 Q328
	Q124743 P2534 "\mathrm{Problem/Theme \longrightarrow Complication \longrightarrow Resolution}" S143 Q328
	Q1055879 P2534 "\operatorname{Var}(Y)=\operatorname{E}[\operatorname{Var}(Y\|X)]+\operatorname{Var}(\operatorname{E}[Y\|X])." S143 Q328
	Q7847268 P2534 "\Phi_\mathrm{e} = \frac{\partial Q_\mathrm{e}}{\partial t}," S143 Q328
	Q17003697 P2534 "s^* map (B, W) \to map (A, W)" S143 Q328
	Q5196055 P2534 "c(x, y, z) = \frac{1}{R(x, y, z)}," S143 Q328
	Q2074917 P2534 "v_a=\frac{C_R m_b (u_b - u_a) + m_a u_a + m_b u_b} {m_a+m_b}" S143 Q328
	Q15615154 P2534 "\operatorname{ch}(L) = \exp(c_{1}(L)) = \sum_{m=0}^\infty \frac{c_1(L)^m}{m!}." S143 Q328
	Q13042351 P2534 " \frac{\partial^2 u}{\partial t^2} = c^2 \left(\frac{\partial^2 u}{\partial x^2}+\frac{\partial^2 u}{\partial y^2}\right) \text{ for }(x, y) \in \Omega \," S143 Q328
	Q184396 P2534 "\delta'=\delta+kv-\frac{\mu'B}{\hbar}" S143 Q328
	Q576072 P2534 " \bar X = \frac 1 n \sum_{i=1}^n X_i " S143 Q328
	Q1334213 P2534 "f_r = f_t \left( \frac{1+v/c}{1-v/c} \right)" S143 Q328
	Q7783991 P2534 " f(x) = f(x_1) + \cfrac{x-x_1}{\rho(x_1,x_2) + \cfrac{x-x_2}{\rho_2(x_1,x_2,x_3) - f(x_1) + \cfrac{x-x_3}{\rho_3(x_1,x_2,x_3,x_4) - \rho(x_1,x_2) + \cdots}}} " S143 Q328
	Q1312350 P2534 " OSIN2_i=max(INDEXA_{i},OSIN3_i) " S143 Q328
	Q17104952 P2534 "F_{X,Y}(x,y) = F_X(x) F_Y(y)," S143 Q328
	Q1472394 P2534 "T = \frac{T_{a}}{D}" S143 Q328
	Q581012 P2534 "\widehat{x}(n) = \sum_{i=1}^p a_i x(n-i)\," S143 Q328
	Q5183677 P2534 " K(X_1,\ldots,X_n)=\mathrm{CH}\{ P(X_1,\ldots,X_n) P(x_1,\ldots,x_n)=\prod_{i=1}^n P(x_i\mid\pi_i) , P(X_i\mid\pi_i) \in K(X_i\mid\pi_i) \}" S143 Q328
	Q2524691 P2534 "n, f = (0, 1) (n + 1, f \times (n+1))" S143 Q328
	Q25303672 P2534 "\delta = \dim_{Z/lZ} \text {Hom}_{Z_l[G]}(P, M)." S143 Q328
	Q1371530 P2534 " \exist x \{ \forall_n \{x_n^Tx_n=1\} \and \forall_{n,m} \{ (x_n-x_m)^T(x_n-x_m) \geq 1\} \}" S143 Q328
	Q4686759 P2534 "AED = \frac{\%\ \mbox{change in quantity demanded}}{\%\ \mbox{change in spending on advertising}} = \frac{\Delta Q_d/Q_d}{\Delta A/A} " S143 Q328
	Q7245681 P2534 "\exp\left(-\int\alpha(x)\,dx + i \beta_{w} x\right)" S143 Q328
	Q899612 P2534 "<math chem>\ce{CH4 ->[\ce{heat}]}\ 0.5\ce{C2H2} + 1.5\ce{H2}" S143 Q328
	Q2254404 P2534 "\gamma\colon I \to {\mathbb R}^n" S143 Q328
	Q2783041 P2534 "K = C (D_{10})^2" S143 Q328
	Q1035624 P2534 " f\left( \frac{a+b}{2}\right) \le \frac{1}{b - a}\int_a^b f(x)\,dx \le \frac{f(a) + f(b)}{2}. " S143 Q328
	Q864313 P2534 "\sigma_1^2.\," S143 Q328
	Q4754076 P2534 " \frac{\partial n}{\partial t} + \frac{\partial n}{\partial a} = - \mu(t,a) n. " S143 Q328
	Q848539 P2534 "\frac{6}{3}=2" S143 Q328
	Q5026435 P2534 "\gamma_n(A) = \frac{1}{(2\pi)^{n/2}}\int_A \exp\left(-\tfrac12\langle x, x\rangle_{\mathbf R^n}\right)\,dx." S143 Q328Q2308831 P2534 "\left(\frac{\partial^2}{\partial x^2}+\frac{\partial^2}{\partial y^2}\right)f(x,y)=g(x,y)\quad \text{for all } x,y" S143 Q328
	Q3097928 P2534 " H = \int {\mathbf A}\cdot{\mathbf B}\,d^3{\mathbf r} " S143 Q328
	Q17105952 P2534 " \frac{\partial \rho u }{\partial x} + \frac{\partial \rho v }{\partial y} = 0 " S143 Q328
	Q17104253 P2534 "\mathrm{Tr}^U_{X,Y}\mathbf{C}(X\otimes U,Y\otimes U)\to\mathbf{C}(X,Y)" S143 Q328
	Q17097755 P2534 "\operatorname{gr}_I R = \oplus_{n=0}^\infty I^n/I^{n+1}." S143 Q328
	Q691914 P2534 "I(x) = I_0 e^{-\kappa_\nu \rho x}" S143 Q328
	Q13424600 P2534 "V = Z I\," S143 Q328
	Q629232 P2534 " CBF = CPP/CVR " S143 Q328
	Q17097221 P2534 " \lim_{n \to \infty}\sqrt[n^2]{f(n)}=\left(\frac{4}{3}\right)^\frac{3}{2}=\frac{8 \sqrt{3}}{9}=1.5396007\dots<ref>{{OEIS\|id=A118273}}</ref>" S143 Q328
	Q827230 P2534 "\lambda^*(E) = \operatorname{inf} \left\{\sum_{k=1}^\infty l(I_k) {(I_k)_{k \in \mathbb N}} \text{ is a sequence of open intervals with } E\subseteq \bigcup_{k=1}^\infty I_k\right\}." S143 Q328
	Q6192415 P2534 " x^3+px^2+qx=N, \, " S143 Q328
	Q16629569 P2534 "r_u = a\frac{\sqrt{3}}{4} \left(1 + \sqrt{5}\right) \approx 1.401\,258\,538 \cdot a {{OEIS2C\|A179296}}" S143 Q328
	Q1197176 P2534 "V_c \, is the calibrated airspeed," S143 Q328
	Q906044 P2534 "HV = [[(56.1)(N)(V_{B} - V_{acet})]/W_{acet}] + AV" S143 Q328
	Q7645974 P2534 "\text{Spindle speed (RPM)} = \frac{SFM}{\pi \times \frac{1}{12} \times \text{stock diameter (in)}} \approx \frac{SFM}{0.2618 \times \text{stock diameter (in)}}<ref name="brown">Brown & Sharpe; Brown & Sharpe Automatic Screw Machine Handbook'', Publisher B&S</ref>" S143 Q328
	Q7496872 P2534 "L(M,V,s) = \sum_{\mu\in \{M-0\}/V} \frac{\operatorname{sign} N(\mu)}{\|N(\mu)\|^s}" S143 Q328
	Q7643437 P2534 " \mbox{RF}=(1+f(t))\cdot \sin(\omega_{R} t)" S143 Q328
	Q1190859 P2534 "n_1\sin\theta_1 = n_2\sin\theta_2\ " S143 Q328
	Q6556123 P2534 "Q_{r} = \frac{\partial S}{\partial \alpha_{r}} " S143 Q328
	Q5310162 P2534 "R_n(\lambda(x);\gamma,\delta,N)= {}_3F_2(-n,-x,x+\gamma+\delta+1;\gamma+1,-N;1),\ " S143 Q328
	Q5522126 P2534 " \frac{dn_i}{dt} = (k_f \rho_i N-k_b n_i) \left(1+\sum_{j=1}^{N_G}\beta_{ij} \frac{n_j}{N}\right) " S143 Q328
	Q4827310 P2534 " v_n(x)=\sqrt{n} [F_n(x)-F(x)]." S143 Q328
	Q4951625 P2534 "X = \prod_{i \in I} X_i," S143 Q328
	Q954454 P2534 "\sum_{v\in V} \deg(v) = 2\|E\|" S143 Q328
	Q17050471 P2534 "P(A \and B) = P(B) \cdot P(A\mid B) = P(A) \cdot P(B\mid A)" S143 Q328
	Q524004 P2534 "Q = f(X_1,X_2,X_3,\dotsc,X_n)" S143 Q328
	Q7265602 P2534 "{d (\rho u \phi ) \over d x} = \frac{d}{d x}\left(r \frac{d \phi}{d x}\right) ." S143 Q328
	Q918004 P2534 "G_c = A/(1-AB)" S143 Q328
	Q7201021 P2534 " e^{i \mathbf k \cdot \mathbf r} = \sum_{\ell = 0}^\infty (2 \ell + 1) i^\ell j_\ell(k r) P_\ell(\hat{\mathbf k} \cdot \hat{\mathbf r})," S143 Q328
	Q7575611 P2534 " v_\mathrm{t}= \sqrt{\frac{2mg}{\rho A C_\mathrm{d} }}" S143 Q328
	Q2305761 P2534 "{A\!\!\!/} \ \stackrel{\mathrm{def}}{=}\ \gamma^\mu A_\mu" S143 Q328
	Q902508 P2534 "\mu_X= E[X(t)], " S143 Q328
	Q5463893 P2534 "c = \frac{1}{\sqrt{\varepsilon _0 \mu_0} }," S143 Q328
	Q1094054 P2534 " \overline{\Delta M} = \overline{M}- M_0 " S143 Q328
	Q904041 P2534 " r\; =\; k[\mathrm{A}]^x[\mathrm{B}]^y" S143 Q328
	Q25352175 P2534 "C = \operatorname{Spec}_X R" S143 Q328
	Q5748204 P2534 " \\|v-Pv\\|\leq (1+\\|P\\|)\inf_{u\in U}\\|v-u\\|." S143 Q328
	Q5349959 P2534 "\displaystyle E(P\psi\nux) = \int_K\psi(xk)\tau(k^{-1})\exp((i\nu-\rho_P)H_P(xk)) \, dk" S143 Q328
	Q16001988 P2534 " (x^\mu,\dot x^\mu), \qquad \dot x'^\mu=\frac{\partial x'^\mu}{\partial x^\nu}\dot x^\nu, \qquad\qquad (1)" S143 Q328
	Q1306232 P2534 " I(z) = I_0 \, e^{-\alpha z} " S143 Q328
	Q1794385 P2534 "line length = wheel diameter \times teeth counted / teeth on wheel -->" S143 Q328
	Q7209231 P2534 "B = \begin{bmatrix} \mu & j \kappa & 0 \\ -j \kappa & \mu & 0 \\ 0 & 0 & \mu_0 \end{bmatrix} H" S143 Q328
	Q2264207 P2534 " m \cdot v=m_{naked eye}-2+2.5 \cdot \log_{10}(D \cdot P \cdot t) " S143 Q328
	Q2824495 P2534 "\bar\psi \equiv \psi^\dagger \gamma^0" S143 Q328
	Q402478 P2534 " \mathcal{V}=\frac{(C\cdot E)^m}{\Gamma(m+1)}," S143 Q328
	Q186368 P2534 "i^2=j^2=k^2=ijk=-1," S143 Q328
	Q17002435 P2534 " \gamma_j=f_j(0)" S143 Q328
	Q787931 P2534 "ab = \frac{(a + b)^2 - a^2 - b^2}{2}" S143 Q328
	Q354417 P2534 "V = {e^2\over 4\pi\varepsilon_0}\left(\frac{-1}{\|2\mathbf R\|}+\frac{-1}{\|2\mathbf R+\mathbf r-\mathbf r'\|}+\frac{1}{\|2\mathbf R-\mathbf r'\|}+\frac{1}{\|2\mathbf R+\mathbf r\|}\right)." S143 Q328
	Q1429231 P2534 "f^{(-n)}(x) = \int_a^x \int_a^{\sigma_1} \cdots \int_a^{\sigma_{n-1}} f(\sigma_{n}) \, \mathrm{d}\sigma_{n} \cdots \, \mathrm{d}\sigma_2 \, \mathrm{d}\sigma_1," S143 Q328
	Q7269510 P2534 "A(A^A) = (A^A) A.\," S143 Q328
	Q5270371 P2534 "\{(g,\dots,g) \in G^n g\in G\}." S143 Q328
	Q6553272 P2534 " p_m=\frac{p_b \cdot p_r}{p_b - p_r}." S143 Q328
	Q492496 P2534 " \frac{d^2}{ds^2}\,x(s) + k(s)\,x(s) = \frac{1}{R} \, \frac{\Delta p}{p} " S143 Q328
	Q5535490 P2534 "H(q,p) = T(p)+U(q) = \frac{1}{2}p^2 - \cos q, " S143 Q328
	Q6680542 P2534 "\\|f\\|_{L^{p,q}(X,\mu)} = p^{\frac{1}{q}} \left \\|t\mu\{\|f\|\ge t\}^{\frac{1}{p}} \right \\|_{L^q \left (\mathbf{R}^+, \frac{dt}{t} \right)} " S143 Q328
	Q3537673 P2534 " G(v) = \bar \nu _{electronic} + \omega_e (v+{1 \over 2}) \," S143 Q328
	Q7269038 P2534 "I (A; B) = H (A) + H (B) - H (A,B)" S143 Q328
	Q575766 P2534 "F_n(x)={1 \over n}\sum_{i=1}^n I_{[-\infty,x]}(X_i)" S143 Q328
	Q5174783 P2534 "F = S e^{(r+s-c)t}\," S143 Q328
	Q1740982 P2534 "\tan \delta =\frac{\sigma}{\omega\epsilon_0\epsilon_r}" S143 Q328
	Q6042601 P2534 "\left(\begin{array}{cccr} 5 & 2 & 6 & 0\\ 4 & 7 & 3 & 8\\ 5 & 9 & 0 & 4\\ 3 & 1 & 0 & -3\\ 9 & 0 & 2 & 1\end{array}\right)&nbsp; &nbsp; and &nbsp; &nbsp; \left(\begin{array}{ccc} 1 & 5 & 0\\ 0 & 9 & 2\\ 1 & 7 & 3\end{array}\right)" S143 Q328
	Q11214 P2534 "\frac {dy}{dx} = f(x) " S143 Q328
	Q7360852 P2534 "A=\frac{V_o}{V_i}=\frac{1}{1+i\omega RC} " S143 Q328
	Q17063775 P2534 "SO(3) = \mathit{Spin}(3) \, / \, Z_2 " S143 Q328
	Q6731556 P2534 "z_\mathrm{M} = \frac{N}{I_\mathrm{M}} = \frac{N_\mathrm{m}}{I_\mathrm{Mm}}" S143 Q328
	Q1133024 P2534 "[x,y]=-(-1)^{\|x\| \|y\|}[y,x].\ " S143 Q328
	Q6420194 P2534 " U = \left( \begin{array}{cccc} 1 & \cdots & 0 & c_1 \\ \vdots & \ddots & \vdots & \vdots \\ 0 & \cdots & 1 & c_{n-1} \\ 0 & \cdots & 0 & c_n \end{array} \right)" S143 Q328
	Q7962581 P2534 "w(X)=\sum_i(-1)^i[A_i]\in\widetilde{K}_0(\mathbb{Z}[\pi_1(X)])." S143 Q328
	Q17142767 P2534 "N_1(t+1)=f(N_1(t))+\epsilon_1(t)" S143 Q328
	Q7116931 P2534 "\mathbf{A} \rightarrow \mathbf{A} + d\alpha" S143 Q328
	Q2734497 P2534 "n(x) \ \mathrm{d}x = \phi^* x^\alpha \mathrm{e}^{-x} \mathrm{d}x," S143 Q328
	Q2534886 P2534 "\{ \langle x, y \rangle \| y > 0 \} \text{ is } (d s)^2 = \frac{(d x)^2 + (d y)^2}{y^2} \," S143 Q328
	Q11254140 P2534 "\ln(2)=\sum_{k=1}^{\infty}\frac{1}{k2^k}\, ." S143 Q328
	Q6795635 P2534 "\displaystyle{\mathfrak{g}=\mathfrak{k}\oplus \mathfrak{p},}" S143 Q328
	Q7425868 P2534 " \mathbb C_c [ G(K) / G(O) ]^{G(O)} \cong K_0(G^L-Rep)." S143 Q328
	Q7936914 P2534 "\lim_{n \rightarrow \infty} \mu_n(X) = \mu(X)" S143 Q328
	Q177625 P2534 "E= \, h \, \nu" S143 Q328
	Q281995 P2534 "p={{2^q+1}\over 3}" S143 Q328
	Q2342396 P2534 "\\|Lv\\|_Y \le M \\|v\\|_X.\, \," S143 Q328
	Q265392 P2534 "f_B = 0.03E^{-0.8} \;" S143 Q328
	Q854042 P2534 "x + y = z.\ " S143 Q328
	Q591174 P2534 "\mathrm{ROE} = \frac{\mbox{Net Income}}{\mbox{Shareholder Equity}} X 100 <ref>http//www.investopedia.com/terms/r/returnonequity.asp Investopedia Return on Equity</ref>" S143 Q328
	Q3537515 P2534 "u_x=v_y, \quad u_y=-v_x,\," S143 Q328
	Q6482059 P2534 "\H_0(Z)=\sum_{z \in supp(P_Z)}P_Z(z)\log_2\frac{1}{P_Z(z)}" S143 Q328
	Q17097714 P2534 " \underline{\mathsf{f}}(x) = f(x) " S143 Q328
	Q949756 P2534 " f^+(x) = \max(f(x),0) = \begin{cases} f(x) & \mbox{ if } f(x) > 0 \\ 0 & \mbox{ otherwise.} \end{cases} " S143 Q328
	Q3135437 P2534 "\pi\approx\frac{428224593349304}{136308121570117}=3.14159265358979323846264338327(569...)" S143 Q328
	Q910714 P2534 "\mathrm{Fe_2O_3 + 2 \ Al \longrightarrow 2 \ Fe + Al_2O_3}" S143 Q328
	Q6998450 P2534 " NEG = Energy_{\hbox{Consumable}} - Energy_{\hbox{Expended}}." S143 Q328
	Q1642444 P2534 " \sigma(x) = \frac{\|x\|}{x}(e^x - 1) \, . " S143 Q328
	Q574523 P2534 "D_pf T_p M \to T_{f(p)}N\," S143 Q328
	Q3748369 P2534 "y_i = a_{i,} \cdot x = \sum_j a_{i,j} x_j." S143 Q328
	Q863343 P2534 "\text{Distance} = c \frac{\Delta t}{2n}," S143 Q328
	Q7499862 P2534 "W = \{ u \in L^p ([0, T]; X_0) \| \dot{u} \in L^q ([0, T]; X_1) \}." S143 Q328
	Q868719 P2534 " \mathrm{Gr}_L = \frac{g \beta (T_s - T_\infty ) L^3}{\nu ^2}\, for vertical flat plates" S143 Q328
	Q5426006 P2534 "(x_n)_{n\in\mathbb{N}} with x_n \in \mathbb{C}" S143 Q328
	Q5163651 P2534 "dS_t=\mu S_t dt + \sigma S_t ^ \gamma dW_t" S143 Q328
	Q20702 P2534 "T \approx 2\pi \sqrt\frac{L}{g} \qquad \qquad \qquad \theta_0 \ll 1 \qquad (1)\," S143 Q328
	Q835065 P2534 " J_{BB'} = \iint\limits_{R} {\rho}^2 \, \mathrm dA" S143 Q328
	Q862458 P2534 "P_\text{fusion} = n_A n_B \langle \sigma v_{A,B} \rangle E_\text{fusion}" S143 Q328
	Q1413651 P2534 "A=V\|A\|, \, " S143 Q328
	Q1464197 P2534 "\textit{par} \textit{parent}, \textit{fem} \textit{female}, \textit{dau} \textit{daughter}, " S143 Q328
	Q1652250 P2534 " x(t) = R(t) \cos ( \omega t + \phi(t) ) \," S143 Q328
	Q1041881 P2534 "\frac{I}{I_0}=e^{\alpha_n d}, \, " S143 Q328
	Q206079 P2534 "r=2a\sec\theta" S143 Q328
	Q1068385 P2534 " g(\varphi) = \mathbb{G}_e \left[ 1 + \left(\frac{5}{2} m - f\right) \sin^2 \varphi \right] \ , " S143 Q328
	Q11656 P2534 "I=I_\mathrm{S} \left( e^\frac{V_\text{D}}{n V_\text{T}} - 1 \right)" S143 Q328
	Q2264756 P2534 "\dim_F \operatorname{Der}_k(F, F) \ge \operatorname{tr.deg}_k F" S143 Q328
	Q7366581 P2534 "\forall p \text{ prime dividing}\ k,\quad x^{k/p} \not\equiv 1 \pmod{n}." S143 Q328
	Q7798507 P2534 "\text{Throughput} = \text{Sales revenue – Total Variable Costs}<ref>Performance management, Paper f5. Kaplan publishing UK. Pg 17</ref> " S143 Q328
	Q3527095 P2534 "\frac{d}{ds}(c_g E) = 0," S143 Q328
	Q192005 P2534 "\lambda \ \stackrel{\text{def}}{=}\ \frac {\text{stress}} {\text{strain}}" S143 Q328
	Q3044461 P2534 "Loan = {X}\frac{1-(1+i)^{-n}}{i^{(12)}} \," S143 Q328Q1268618 P2534 "insert(u, j) is u with "[]" inserted into the jth position" S143 Q328
	Q190035 P2534 "\frac{\mathrm{d}r}{\mathrm{d}t} = - \frac{64}{5}\, \frac{G^3}{c^5}\, \frac{(m_1m_2)(m_1+m_2)}{r^3}\ , " S143 Q328
	Q50094 P2534 "x(t)=\delta(t)" S143 Q328
	Q2606736 P2534 " J_{k}^{(\alpha )}(x_1)=x_1^k(1+\alpha)\cdots (1+(k-1)\alpha)" S143 Q328
	Q1567339 P2534 "\langle x , y \rangle = \sum_{i=1}^{k} x_i y_i\ \bmod\ 2\,." S143 Q328
	Q7136871 P2534 " \text{PPI} = \frac{\text{savings} \times \text{probability of success}}{\text{cost} \times \text{time of completion}}" S143 Q328
	Q1418387 P2534 "\mbox{EY} = \frac{\mbox{SM}\times\mbox{DM}}{\mbox{SM}-\mbox{DM}}" S143 Q328
	Q1208296 P2534 " X\boxtimes X^* \boxtimes \cdots \boxtimes X,\,\, X^\boxtimes X \boxtimes \cdots \boxtimes X^, \,\, X^* \boxtimes X \boxtimes \cdots \boxtimes X,\,\, X\boxtimes X^* \boxtimes \cdots \boxtimes X^*." S143 Q328
	Q17005622 P2534 "W^+_t = \frac{1}{\sqrt{1 - \tau}} \| W_{\tau + t (1-\tau)} \|, \quad t \in [0,1]." S143 Q328
	Q4756135 P2534 " \frac{K\Sigma_{ii} - n }{n(K-1)} " S143 Q328
	Q2993323 P2534 " \tfrac12 + it " S143 Q328
	Q17098413 P2534 " \frac{d^2y}{dt^2} + \frac{dy}{dt} = 1" S143 Q328
	Q6787678 P2534 "D(k) \gets D(R) R\operatorname{Hom}_k(R, -)." S143 Q328
	Q4270087 P2534 "i\frac{\partial \Phi}{\partial \xi} + \frac{1}{2}\frac{\partial^2 \Phi}{\partial \,s^2} = 0" S143 Q328
	Q5280581 P2534 "(\lambda x.E)y \equiv E[x= y]\, or (\lambda x.E)y \equiv E[y/x] (Replace all ''x'' in ''E''(body) by ''y'')" S143 Q328
	Q1341668 P2534 " k \propto \frac{1}{d} \ln{\frac{1}{\delta}}," S143 Q328
	Q17098165 P2534 "\displaystyle{J=\begin{pmatrix} 0 & I \\ -I & 0\end{pmatrix}.}" S143 Q328
	Q12354166 P2534 " E_F^n=m_n c^2 \," S143 Q328
	Q182425 P2534 "O(\frac{n}{p} + log(p))" S143 Q328
	Q7894145 P2534 " P = \ln(1 + \sqrt2) + \sqrt2 = 2.29558714939\dots" S143 Q328
	Q7247727 P2534 "\text{P}(x_1,x_2,x_3,\ldots,x_n) = B \prod_{i=1}^n \text{P}(x_i)" S143 Q328
	Q207440 P2534 " \text{load factor} = \frac{n}{k}," S143 Q328
	Q7310483 P2534 "\sum\frac{f_{xx}f_y^2-2f_{xy}f_xf_y+f_{yy}f_x^2}{f_y^3}=0" S143 Q328
	Q25304523 P2534 "x\prec y &nbsp;&nbsp;&nbsp;&nbsp; iff &nbsp;&nbsp;&nbsp;&nbsp; \exists N_0 \forall N>N_0 \sum_{t=1}^N u_t(x_t) < \sum_{t=1}^N u_t(y_t)" S143 Q328
	Q6094414 P2534 "u_{p+1}=u_p +K * e_p" S143 Q328
	Q1640811 P2534 "f^{-1}(\{y\})=\{x \in X \, \| \, f(x) = y\}." S143 Q328
	Q7268964 P2534 " f(x)=\sum_\alpha a_\alpha x^\alpha\text{, where }\alpha=(i_1,\dots,i_r)\in \mathbb{N}^r \text{, and } x^\alpha=x_1^{i_1} \cdots x_r^{i_r}, " S143 Q328
	Q4307004 P2534 " \sum_{n=-\infty}^\infty a_n\cdot x^n" S143 Q328
	Q622679 P2534 " \muG\times G\to G\quad \mu(x,y)=xy" S143 Q328
	Q7572686 P2534 "Risk = \sum_{i=1}^N E_i R_0 (age_i, gender)" S143 Q328
	Q25111892 P2534 "x\prec y &nbsp;&nbsp;&nbsp;&nbsp; iff &nbsp;&nbsp;&nbsp;&nbsp; \exists N_0 \forall N>N_0 \sum_{t=1}^N u_t(x_t) < \sum_{t=1}^N u_t(y_t)" S143 Q328
	Q5468780 P2534 "f \ll p \ll T_\mathrm{smax}\," S143 Q328
	Q201762 P2534 "\Delta E = E_\text{in} - E_\text{out} = 0" S143 Q328
	Q18388892 P2534 "E = h \nu" S143 Q328
	Q2877728 P2534 " \mbox{E} = \frac{ \sqrt{30 \cdot P}}{d} " S143 Q328
	Q850495 P2534 "\hat{A}^\bullet\, \hat{B}^\bullet \equiv \hat{A}\,\hat{B}\, - \mathopen{} \hat{A}\,\hat{B} \mathclose{}" S143 Q328
	Q1341651 P2534 "\dot{x} = f(x(t)), \;\;\;\; x(0) = x_0," S143 Q328
	Q6497088 P2534 "G = \prod_{p \in S} G_p " S143 Q328
	Q3106878 P2534 "\int{e^u \cos{(u)}du}" S143 Q328
	Q5089261 P2534 "Q(x,y) = \pi(x) K(x,y) " S143 Q328
	Q4047721 P2534 "\mbox{QMA}\left(\frac{2}{3},\frac{1}{3}\right) =\mbox{QMA}\left(\frac{1}{2}+\frac{1}{q(n)},\frac{1}{2}-\frac{1}{q(n)}\right)=\mbox{QMA}(1-2^{-r(n)},2^{-r(n)})." S143 Q328
	Q988381 P2534 " \mathrm{Tor}_n^R(A,B)=(L_nT)(A)" S143 Q328
	Q303402 P2534 "\operatorname{rk}(A) + \operatorname{nul}(A) = n ." S143 Q328
	Q9205611 P2534 " \dot{x}(t) = Ax(t) + Bu(t)" S143 Q328
	Q7075904 P2534 "f(x) = 1-x+x^2-x^3+\cdots = \frac{1}{1+x}." S143 Q328
	Q7974787 P2534 "\|\phi(t)\| < Ke^{bt} \ \forall t>0," S143 Q328
	Q603880 P2534 "<math id="powersum">(x+y)^p=x^p+y^p" S143 Q328
	Q7247873 P2534 " f^{*} = \frac{b - 1}{2b} \! " S143 Q328
	Q1746206 P2534 " \frac{d\sigma}{d\Omega} = \alpha^2 r_c^2 P(E_\gamma,\theta)^2 [P(E_\gamma,\theta) + P(E_\gamma,\theta)^{-1} -1 + \cos^2(\theta)]/2 " S143 Q328
	Q2658 P2534 "\Pr\left(\bigcap_{i=1}^n A_i\right)=\prod_{i=1}^n \Pr(A_i)={1\over2^n}." S143 Q328
	Q1136838 P2534 "W_{v}(s + 1) = W_{v}(s) + \theta(u, v, s) \cdot \alpha(s) \cdot (D(t) - W_{v}(s))," S143 Q328
	Q265565 P2534 " \frac{1}{Z_{\text{GUE}(n)}} e^{- \frac{n}{2} \mathrm{tr} H^2} " S143 Q328
	Q1100466 P2534 "PV = \frac{C}{(1+i)^n} \," S143 Q328
	Q7624541 P2534 "V_\lambda\subseteq M" S143 Q328
	Q189673 P2534 " K_a = \mathrm{\frac{[A][B]}{[AB]}}" S143 Q328
	Q3229335 P2534 " \\|f\\|_r \le \frac{2r}{R-r} \sup_{\|z\| \le R} \operatorname{Re} f(z) + \frac{R+r}{R-r} \|f(0)\|. " S143 Q328
	Q176011 P2534 "\beta_\mathrm{Darlington} = \beta_1 \cdot \beta_2 + \beta_1 + \beta_2" S143 Q328
	Q6987231 P2534 " X=\{X_1, X_2, X_3\} \sim NM(k_0,\{p_1,p_2,p_3\})." S143 Q328
	Q7882354 P2534 "\frac{p_{1}}{p_{2}} \ = \ \int_{B_{1}}\!\!\!f\ \Bigg / \int_{B_{2}}\!\!\!f \ \ \nsim\ \ \frac{B_{1}}{B_{2}}" S143 Q328
	Q192690 P2534 "K_c=\frac{{[NH_3]} ^2} {{[N_2]}^1 {[H_2]}^3}" S143 Q328
	Q4551818 P2534 "\beta^'=\frac{[\mathrm{M(H_2O)}_{n-1}\mathrm{L}] [\mathrm{H_2O}]} {[\mathrm{M(H_2O)}_n] [\mathrm{L}] }" S143 Q328
	Q7525226 P2534 " \mathbf{E} ( \mathbf{r} , t ) = \begin{pmatrix} E_x^0 \cos \left ( kz-\omega t + \alpha_x \right ) \\ E_y^0 \cos \left ( kz-\omega t + \alpha_y \right ) \\ 0 \end{pmatrix} = E_x^0 \cos \left ( kz-\omega t + \alpha_x \right ) \hat {\mathbf{x}} \; + \; E_y^0 \cos \left ( kz-\omega t + \alpha_y \right ) \hat {\mathbf{y}} " S143 Q328
	Q6675827 P2534 "LG = \{\gammaS^1 \to G\|\gamma \in C(S^1, G)\}," S143 Q328
	Q1704878 P2534 "\alpha(u+v) = e^{i\pi E(u,v)}\alpha(u)\alpha(v)\ " S143 Q328
	Q4736413 P2534 " X = \pm \sum_{\nu}^{ } x_\nu \rho^\nu," S143 Q328
	Q461466 P2534 "G \ \stackrel{\mathrm{def}}{=}\ \frac {\tau_{xy}} {\gamma_{xy}} = \frac{F/A}{\Delta x/l} = \frac{F l}{A \Delta x} " S143 Q328
	Q5257888 P2534 " \|f(z)\|\le \delta(r) \|z\|," S143 Q328
	Q1434196 P2534 "I(t) = I_0 e^{-t/\tau}" S143 Q328
	Q577075 P2534 "\Delta w_{ji}=\alpha(t_j-y_j) g'(h_j) x_i \,," S143 Q328
	Q113 P2534 "X_w(a,b)=\frac{1}{\|a\|^{1/2}} \int_{-\infty}^{\infty} x(t)\overline\psi\left(\frac{t-b}{a}\right)\, dt" S143 Q328
	Q514436 P2534 "a_g = G \frac{m}{r^2}" S143 Q328
	Q2067074 P2534 "\{ (x_1,...,x_n) \mid \Phi(x_1,...,x_n) \}\,." S143 Q328
	Q898560 P2534 "0 < f''(x) = \lim_{h \to 0} \frac{f'(x + h) - f'(x)}{h} = \lim_{h \to 0} \frac{f'(x + h) - 0}{h} = \lim_{h \to 0} \frac{f'(x+h)}{h}." S143 Q328
	Q2383244 P2534 "f^{\dagger} \rightarrow f^{\dagger}b" S143 Q328
	Q7180959 P2534 "\frac{}{} I = I_0 \sin \delta (Josephson current-phase relationship)" S143 Q328
	Q3258412 P2534 "X = \|Y\| \!" S143 Q328
	Q845685 P2534 "m\frac{{d^2 x(t)}}{{dt^2 }} + c\frac{{dx(t)}}{{dt}} + kx(t) = p(t)" S143 Q328
	Q599027 P2534 " \frac{\partial^2f}{\partial x_1^2} + \frac{\partial^2f}{\partial x_2^2} + \cdots + \frac{\partial^2f}{\partial x_n^2} = 0" S143 Q328
	Q1205832 P2534 "(1+r)=(1+R)/(1+i) \, " S143 Q328
	Q5121676 P2534 " g_{em} \ =\ 2\left ( {\theta_\mathrm{left} - \theta_\mathrm{right} \over \theta_\mathrm{left} + \theta_\mathrm{right} } \right ) " S143 Q328
	Q6935014 P2534 "\mathcal{F}(f')(n)=\int_{-\pi}^\pi f'(t)e^{-int}\,dt=\int_{-\pi}^\pi in f(t)e^{-int}\,dt = in\cdot\mathcal{F}(f)(n)." S143 Q328
	Q6060386 P2534 "f^{-1}\mathcal{G}(U) = \mathcal{G}(f(U)) " S143 Q328
	Q1671722 P2534 "E_i=E_f+h\nu\," S143 Q328
	Q7072971 P2534 "\Delta UCS = \sqrt{(\sqrt{2}L_2 - \sqrt{2}L_1)^2 + (j_2 - j_1)^2 + (g_2 - g_1)^2} = \sqrt{2 \Delta L^2 + \Delta j^2 + \Delta g^2}" S143 Q328
	Q619511 P2534 "(1-x^2)\,y'' - x\,y' + n^2\,y = 0 \,\!" S143 Q328
	Q24613 P2534 "\sqrt[19]{100}^3 = 2.06914...\approx 2" S143 Q328
	Q6927143 P2534 "\sum_{i \in I} (p(x_i)-f_i)^2\theta(\\|x-x_i\\|)" S143 Q328
	Q210729 P2534 "\Phi in this relationship does not necessarily represent anything physically meaningful. In the case of the current generator, Q, the time integral of current, represents the quantity of electric charge physically delivered by the generator. Here \Phi is the time integral of voltage but whether or not that represents a physical quantity depends on the nature of the voltage source. For a voltage generated by magnetic induction it is meaningful, but for an electrochemical source, or a voltage that is the output of another circuit, no physical meaning is attached to it." S143 Q328
	Q2607586 P2534 "C - D = \frac{\nu_c - \nu_d}{\nu_a - \nu_b} (A - B) + k, " S143 Q328
	Q6934605 P2534 "\hat{y} = \arg\max_{k \in 1 \ldots K} f_k(x)" S143 Q328
	Q7601285 P2534 " \mathrm{st}(S,\mathcal U)=\bigcup\big\{U_ii\in I,\ S\cap U_i\ne\emptyset\big\}. " S143 Q328
	Q4455023 P2534 " \sum_{i \in I} \\| T(e_i) \\|_H^2 < + \infty." S143 Q328
	Q3728947 P2534 "c_{2u}=c_2\cos\alpha_2\," S143 Q328
	Q207952 P2534 " \frac{1+2+3+4+5+6}{6} = 3.5." S143 Q328
	Q644922 P2534 " f(x) = f(x_1) + \cfrac{x-x_1}{\rho(x_1,x_2) + \cfrac{x-x_2}{\rho_2(x_1,x_2,x_3) - f(x_1) + \cfrac{x-x_3}{\rho_3(x_1,x_2,x_3,x_4) - \rho(x_1,x_2) + \cdots}}} " S143 Q328
	Q924571 P2534 "\mathcal{L}={1\over 2}g(\partial^\mu\Sigma,\partial_\mu\Sigma)-V(\Sigma)" S143 Q328
	Q1293666 P2534 "D_{0,0} = 1, \!" S143 Q328
	Q10886678 P2534 " A= A_0 + \varepsilon^1 A_1 + \varepsilon^2 A_2 + \cdots" S143 Q328
	Q477992 P2534 "r_e = \frac{P_1}{P_0}," S143 Q328
	Q5275270 P2534 "\mathbb{V}_R(F)=\{a\in R^n\|\ f(a)=0 \text{ for all } f\in F\}." S143 Q328
	Q4849993 P2534 "r=\frac{B_1,\dots,B_n}B," S143 Q328
	Q17097788 P2534 "\# C = \sum_p {1 \over \# \operatorname{Aut}(p)}," S143 Q328
	Q285804 P2534 "H^{cp} = c_\text{a} / p.<ref name="Sander2015" />" S143 Q328
	Q6935120 P2534 "2\le \lim_{n\to\infty} D(n) \Big/ \binom{n}{\lfloor n/2\rfloor}\le 2\frac{3}{11}" S143 Q328
	Q5177153 P2534 "\dfrac{A_n}{(A_m+A_n)}" S143 Q328
	Q4914496 P2534 "p_n(x+y)=\sum_{k=0}^n{n \choose k}\, p_k(x)\, p_{n-k}(y)." S143 Q328
	Q134141 P2534 "W_\mathrm{SWU} = P \cdot V\left(x_{p}\right)+T \cdot V(x_{t})-F \cdot V(x_{f})" S143 Q328
	Q5055329 P2534 "d(p,q)=C \log \frac{\|qa\|\|bp\|}{\|pa\|\|bq\|}" S143 Q328
	Q15603260 P2534 " w(x) = \frac{k}{\sqrt{\pi}} x^{-1/2} \exp(-k^2\log^2 x)" S143 Q328
	Q4839810 P2534 "\mathbf{H}_\theta = \frac{\mathbf{C}^{-1}\mathbf{G}_\theta}{\mathbf{G}_\theta^T\mathbf{C}^{-1}\mathbf{G}_\theta}" S143 Q328
	Q5319127 P2534 "P = \frac{F\cdot d}{t}" S143 Q328
	Q727659 P2534 "I_1\subseteq\cdots I_{k-1}\subseteq I_{k}\subseteq I_{k+1}\subseteq\cdots" S143 Q328
	Q18355543 P2534 "G^f = \{ g \in G \mid f(g) = g \}." S143 Q328
	Q3977654 P2534 "A = A_0\oplus A_1" S143 Q328
	Q2402644 P2534 "(a_1^2+a_2^2+a_3^2+a_4^2+a_5^2+a_6^2+a_7^2+a_8^2)(b_1^2+b_2^2+b_3^2+b_4^2+b_5^2+b_6^2+b_7^2+b_8^2)=\," S143 Q328
	Q6839192 P2534 "h=Nu_c \frac{k}{d}" S143 Q328
	Q1302587 P2534 " (f \star g)(\tau)\ \stackrel{\mathrm{def}}{=} \int_{-\infty}^{\infty} f^*(t)\ g(t+\tau)\,dt," S143 Q328
	Q7242444 P2534 "x\sim y\iff x\leq y \land y\leq x" S143 Q328
	Q3093274 P2534 "L_c(s,t)=(1-t) c_0(s)+ t c_1(s) \, " S143 Q328
	Q25304075 P2534 " \Sigma_{i+j=n+1} \Sigma_{\sigma\in \text{UnShuff}(i,n-i)} \chi (\sigma ,v_1 ,\dots ,v_n ) (-1)^{i(j-1)} l_j (l_i (v_{\sigma (1)} , \dots ,v_{\sigma (i)}),v_{\sigma (i+1)}, \dots ,v_{\sigma (n)})=0," S143 Q328
	Q650995 P2534 " P=\mathbb R^2 \," S143 Q328
	Q282113 P2534 "\sum_{i=0}^{5}\frac{1}{i!}=\frac{163}{60}=2+\frac{43}{60},\ " S143 Q328
	Q1570293 P2534 " Ly = f" S143 Q328
	Q2383018 P2534 " \left( \sigma_x p + V \right) \psi = E_0\psi,\quad V=\begin{cases} 0, & x<0 \\ V_0, & x>0 \end{cases}" S143 Q328
	Q242345 P2534 " \text{Index Level} = {\sum \left({P_i} \cdot {Q_i}\right) \over Divisor}" S143 Q328
	Q3303275 P2534 "I[u]=\int_a^b L[x,u(x),u'(x)] \, dx \, ," S143 Q328Q460663 P2534 "w_1l^*<D_1." S143 Q328
	Q7941936 P2534 "P_0(1+i)^{n} = \sum_{k=1}^n x(1+i)^{n-k}=\frac{x[(1+i)^n - 1]}{i}" S143 Q328
	Q7572757 P2534 " K^{(a)} {\left\|\phi_{\{\kappa\}}\right\rangle_{C}} =(-1)^{\kappa_{a}} {\left\|\phi_{\{\kappa\}}\right\rangle_{C}} " S143 Q328
	Q5165579 P2534 "OPD = n_2 (\overline{AB} + \overline{BC})- n_1(\overline{AD})" S143 Q328
	Q1353916 P2534 " \omega = \frac i2 \sum_{j,k} h_{jk} dz_j \wedge d\bar{z_k} " S143 Q328
	Q181465 P2534 " \Phi_B = \iint\limits_{\Sigma(t)} \mathbf{B}(\mathbf{r}, t) \cdot d \mathbf{A}\ , " S143 Q328
	Q2628074 P2534 "Z_{diode} = \frac {1} {2 \pi f C} = \frac {1} {2 \cdot \pi \cdot 320 \times 10^6 \cdot 1 \times 10^{-12}} = {497}\ \Omega" S143 Q328
	Q168698 P2534 " f(x) = b^x \, " S143 Q328
	Q4456448 P2534 "T f(x)=\int_Y K(x,y)f(y)\,dy." S143 Q328
	Q1340153 P2534 " z^2u''+p(z)zu'+q(z)u=0" S143 Q328
	Q5527639 P2534 " \langle \lambda^a_\alpha \lambda^b_\beta\rangle \sim \delta^{ab}\epsilon_{\alpha\beta}\Lambda^3 " S143 Q328
	Q6359557 P2534 "F_x = \frac{(\frac{1+\sqrt{5}}{2})^x - (\frac{1-\sqrt{5}}{2})^x}{\sqrt{5}}" S143 Q328
	Q430909 P2534 " \mathbf{D} = \varepsilon_0 \mathbf{E} + \mathbf{P} " S143 Q328
	Q5073756 P2534 "C_M(O_2(M)) \le O_2(M) for all maximal 2-local subgroups ''M'' that contain a Sylow 2-subgroup of ''G''." S143 Q328
	Q25212254 P2534 "\Phi = \sum_{\rho \in S} \oplus \; \pi_\rho" S143 Q328
	Q7249468 P2534 "\pi_0(PSO) \cong 1" S143 Q328
	Q632546 P2534 "n < p < 2n - 2." S143 Q328
	Q5161137 P2534 "y = zxz^{-1}.\,\!" S143 Q328
	Q1350206 P2534 " {\rm li} (x) = \int_0^x \frac{dt}{\ln t}~. " S143 Q328
	Q17149634 P2534 " H = \sum_i -\frac{\hbar^2}{2m_i}\nabla_{q_i}^2 + V(\mathbf{q},\mathbf{R}) ," S143 Q328
	Q8066794 P2534 "f(\phi(t_1), \cdots, \phi(t_n)) = \phi(f(t_1, \cdots, t_n)) = 0;" S143 Q328
	Q332648 P2534 "p \colon C \to X\," S143 Q328
	Q4476452 P2534 " D=\frac{1}{2}\sum_{j=1}^k \sum_{s \in K_j}\\|s-W_j\\|^2," S143 Q328
	Q7682872 P2534 "(s,t)\mapsto \gamma(t) + s\gamma'(t).<ref>{{citation" S143 Q328
	Q7935893 P2534 "\mathbf{u} = \mathbf{V} + \mathbf{V}_d; ~~~\mathbf{V}_d = -\nu \dfrac{\nabla\mathbf{\Omega}}{\|\mathbf{\Omega}\|}; ~~~\mathbf{\Omega} = [\nabla \times \mathbf{V}]," S143 Q328
	Q5682823 P2534 " \widehat{f}(n)=\frac{1}{2\pi}\int_0^{2\pi}e^{-inx}f(x)\,dx,\quad n=0,\pm1,\pm2,\dots." S143 Q328
	Q2269096 P2534 "(a_1^2+a_2^2+a_3^2+a_4^2+a_5^2+a_6^2+a_7^2+a_8^2)(b_1^2+b_2^2+b_3^2+b_4^2+b_5^2+b_6^2+b_7^2+b_8^2)=\," S143 Q328
	Q7623484 P2534 " I_z = \int_V d^3 r \, \rho(\mathbf{r})\,r^2" S143 Q328
	Q25098564 P2534 "ay\equiv x \pmod{m}" S143 Q328
	Q292006 P2534 "\log_{10} (150000/15) = 4 decades" S143 Q328
	Q170198 P2534 "\sum_{n=1}^\infty \frac{1}{2^n} = \frac{1}{2}+ \frac{1}{4}+ \frac{1}{8}+\cdots," S143 Q328
	Q25305564 P2534 "\psi(e)(D) = \nabla^p_D(e) - \nabla_{D^p}(e)" S143 Q328
	Q4348447 P2534 " E = [\rho_{sw} \cdot S_{Basin} \cdot (H_{Tide} - H_{Head})] \cdot g \cdot H_{Head}, (1)" S143 Q328
	Q865788 P2534 "\mathbf{R} = n_{1}\mathbf{a}_{1} + n_{2}\mathbf{a}_{2} + n_{3}\mathbf{a}_{3}" S143 Q328
	Q282327 P2534 "\Lambda(n) = \begin{cases} \log p & \text{if }n=p^k \text{ for some prime } p \text{ and integer } k \ge 1, \\ 0 & \text{otherwise.} \end{cases}" S143 Q328
	Q7922775 P2534 "Ax \leq b" S143 Q328
	Q17006917 P2534 "Q(x) \, f_n^{\prime\prime} + L(x)\,f_n^{\prime} + \lambda_n f_n = 0" S143 Q328
	Q15473654 P2534 "\frac{dN_1(t)}{dt}=-\lambda_1 N_1(t)" S143 Q328
	Q4949989 P2534 " g = s_1^{k_1} \cdots s_m^{k_m}, where s_i \in S and k_i are integers." S143 Q328
	Q898463 P2534 "\mathrm{Kn} = \frac {\lambda}{L}," S143 Q328
	Q877055 P2534 " Z(s) = \left( {\frac{1}{s\cdot C_1}+s\cdot L_1+R_1} \right) \left\\| \left( {\frac{1}{s\cdot C_0}} \right) \right. ," S143 Q328
	Q2944182 P2534 "C = 1+ \frac{2\lambda}{d}\cdot (A_1+A_2\cdot e^{\frac{-A_3\cdot d}{\lambda}})" S143 Q328
	Q1319246 P2534 " \Gamma(s,x) = \int_x^{\infty} t^{s-1}\,e^{-t}\,{\rm d}t ,\,\!" S143 Q328
	Q168554 P2534 "\cfrac{r_{xy}}{\sqrt{r_{xx} \cdot r_{yy}}}" S143 Q328
	Q734883 P2534 "l_n = kl_n \cdot \frac{b_n}{b_a} \cdot \frac{s_n}{s_a}" S143 Q328
	Q208237 P2534 "(x = 0) \lor (x = 1) \lor (x = 2) \lor \cdots." S143 Q328
	Q198835 P2534 "\mathbf{O(log\|A\|+m)}" S143 Q328
	Q937458 P2534 "\operatorname{E}[X_1+\dots+X_N]=\operatorname{E}[N] \operatorname{E}[X_1]\,." S143 Q328
	Q265469 P2534 "\iota x(\phi x)," S143 Q328
	Q2856369 P2534 "a^2 = b^3 = (ab)^{13} = [a, b]^5 = [a, bab]^4 = (ababababab^{-1})^6 = 1, \," S143 Q328
	Q23041626 P2534 "\nu_p(n!) = \sum_{i=1}^{\infty} \left\lfloor \frac{n}{p^i} \right\rfloor," S143 Q328
	Q5645298 P2534 "\delta S= \delta\int_{\sigma_{A}}^{\sigma_{B}} L\left(q_1,\cdots,q_N,\dot{q}_1,\cdots,\dot{q}_N,\sigma\right)\, d\sigma=0" S143 Q328
	Q5532504 P2534 "\langle e,t\rangle;\qquad \langle t,t\rangle;\qquad \langle\langle e,t\rangle, t\rangle; \qquad\langle e,\langle e,t\rangle\rangle; \qquad \langle\langle e,t\rangle,\langle \langle e, t\rangle, t\rangle\rangle;\qquad \ldots" S143 Q328
	Q47043 P2534 " {8! \times 3^7 \times (12!/2) \times 2^{11}} = 43,252,003,274,489,856,000" S143 Q328
	Q5156627 P2534 "\mathrm D_{\mathsf C}=\sup_{{\boldsymbol S},c}\#{\boldsymbol S}(c)," S143 Q328
	Q900653 P2534 " \lang A \rang _t = \lang \psi (t) \| A \| \psi(t) \rang." S143 Q328
	Q335225 P2534 "L^* = \frac {V_c} {A_t}" S143 Q328
	Q5365796 P2534 " k-(\operatorname{rank} G-\operatorname{rank} H)\leq 5. " S143 Q328
	Q11658 P2534 " \|\mathcal{E}\| = \left\|{{\mathrm{d}\Phi_\text{B}} \over \mathrm{d}t}\right\|." S143 Q328
	Q181898 P2534 "A + A + A+A... \rightarrow AAAA ..." S143 Q328
	Q2893037 P2534 " \frac{ds}{d\varphi} = \frac{1}{\kappa}," S143 Q328
	Q5282312 P2534 " C_i = E_K(C_{i-1} \oplus P_i)" S143 Q328
	Q1076039 P2534 " A \rightarrow\, BC or" S143 Q328
	Q5358907 P2534 "1 \longrightarrow C \longrightarrow G \longrightarrow P \longrightarrow 1" S143 Q328
	Q3526714 P2534 "P_{j+1} = R\times P_j - q_{n-(j+1)}\times D\,," S143 Q328
	Q7303159 P2534 "(0,\ \pm1,\ \pm1,\ \pm1,\ \pm1,\ \pm1)" S143 Q328
	Q5313424 P2534 "\Pr(a_i \le a^*) = \frac{\frac{1}{2+3/A}+A}{2A} = \frac{A}{4A^{2}+6A}+\frac{1}{2}." S143 Q328
	Q6731800 P2534 " e^{j2\pi}+\textbf{G}(s)=0 " S143 Q328
	Q7606004 P2534 " \sigma = \gamma_0 \left( \frac{\Delta H^*}{N_A^{1/3}V_m^{2/3}}\right)," S143 Q328
	Q1341061 P2534 "\sigma \propto d^2\," S143 Q328
	Q17006134 P2534 " \dot x = g(x,t) " S143 Q328
	Q6552939 P2534 " M = \begin{pmatrix} e(a_1,b_1) & e(a_1,b_2) & \cdots & e(a_1,b_n) \\ e(a_2,b_1) & e(a_2,b_2) & \cdots & e(a_2,b_n) \\ \vdots & \vdots & \ddots & \vdots \\ e(a_n,b_1) & e(a_n,b_2) & \cdots & e(a_n,b_n) \end{pmatrix} ." S143 Q328
	Q17147067 P2534 "S_{fi}=\langle f\|S\|i\rangle\;," S143 Q328
	Q1631510 P2534 "K = b_1 - b_2 + b_3 - b_4 + 9 \,\, \pmod 9" S143 Q328
	Q2746387 P2534 "(x_0, y_0),\ldots,(x_k, y_k)" S143 Q328
	Q17007861 P2534 "y = mx+b_1\," S143 Q328
	Q41690 P2534 " \frac{a+b}{a} = \frac{a}{b} \ \stackrel{\text{def}}{=}\ \varphi," S143 Q328
	Q7860954 P2534 "\text{ Skewness }=\frac{\text{ optimal cell size - cell size }}{\text{optimal cell size}}" S143 Q328
	Q5466615 P2534 "1\,\text{pdl} = 1\,\text{lb}_m \cdot 1\,\frac{\text{ft}}{\text{s}^2}" S143 Q328
	Q17003400 P2534 " \bold E ~ = ~ -j k \eta \left [ \bold A + \frac {1}{k^2} \nabla (\nabla \bullet \bold A) \right ] ~~~~~~~~~~~~~~(1.1) " S143 Q328
	Q15838210 P2534 "u_t+u_{xxx}-\alpha u^2\,u_x - \beta u_{xx}=0. " S143 Q328
	Q375520 P2534 " \Box (Bill Gates graduated in Medicine → Elvis never died.)" S143 Q328
	Q306259 P2534 "V_D = \frac{ n_D - 1 }{ n_F - n_C }," S143 Q328
	Q4680704 P2534 " s(t)=\sum_{m=-\infty}^\infty \sum_{n=-\infty}^\infty C_{m,n}h(t-mT)e^{jnt\Omega}" S143 Q328
	Q26207664 P2534 "\sum_{i=0}^n i!\binom{n}{i}^2" S143 Q328
	Q1473823 P2534 " g = -G \cdot M/r^2 + \omega^2 \cdot r" S143 Q328
	Q3770642 P2534 " \forall patients Stroke(patient) \rightarrow Confused(patient) \land Unequal(Pupils(patient))" S143 Q328
	Q2138289 P2534 "T_i = t_i \cdot \pi \left[ \alpha_i^K \cdot \frac{K_{i}}{K} + \alpha_i^L \cdot \frac{L_{i}}{L} + \alpha_i^S \cdot \frac{S_{i}}{S} \right]." S143 Q328
	Q5189500 P2534 "X_n=o_p(a_n) \," S143 Q328
	Q3406250 P2534 "J = \int_D \|\nabla u\|^2 \mathrm{d}x" S143 Q328
	Q1141920 P2534 "iN_0 \rightarrow S " S143 Q328
	Q1756677 P2534 " x_{n+1}=f(x_n), \quad n=0,1,2,\ldots." S143 Q328
	Q2143416 P2534 "\frac{dx}{dy}\,\cdot\, \frac{dy}{dx} = 1. " S143 Q328Q7577395 P2534 "\mathbf{S}=\epsilon_0\int \left(\mathbf{E}\times\mathbf{A}\right)d^{3}\mathbf{r} ," S143 Q328
	Q899670 P2534 "\varepsilon = \frac{M_\mathrm{e}}{M_\mathrm{e}^\circ}," S143 Q328
	Q1136984 P2534 "U_{coul} = k {{q_1\,q_2} \over r}={1 \over {4 \pi \epsilon_0}}{{q_1 \, q_2} \over r}" S143 Q328
	Q4656486 P2534 "1+2+3+\cdots = -\frac{1}{12}\ (\Re)" S143 Q328
	Q7249432 P2534 "A_{projected} = \int_{A} \cos{\beta} \, dA" S143 Q328
	Q2337529 P2534 "\sqrt{5}. \, " S143 Q328
	Q1393796 P2534 "V=U\oplus W" S143 Q328
	Q5164489 P2534 "\frac{P \to Q, R \to S, P \or R}{\therefore Q \or S}" S143 Q328
	Q5280760 P2534 "E[u] = \frac1{2} \int_{\Omega} \\| \nabla u (x) \\|^{2} \, \mathrm{d} V," S143 Q328
	Q17008711 P2534 " Z = \pi^{-1}(Y' \oplus R) = \pi^{-1} (Y \oplus N \oplus R), " S143 Q328
	Q17099544 P2534 "{n-1\choose k} + {n-1\choose k-1} = {n\choose k}\quad\text{for }1 \le k \le n " S143 Q328
	Q161172 P2534 "\mathcal{M}_2(\mathbb{R}) = \left\{ \left.\begin{pmatrix} a & b \\ c & d \end{pmatrix} \right\|\ a,b,c,d \in \mathbb{R} \right\}. " S143 Q328
	Q16002622 P2534 "Q_n = Q_i * MF * CTL * SF * SW" S143 Q328
	Q1907514 P2534 " \rho_A = \frac {m} {A} " S143 Q328
	Q17075777 P2534 "-\nabla_jw^{(n)} \, = \, \frac {\int e^{-\beta V} (- \nabla_j V)d q_{n+1}...dq_N } {\int e^{-\beta V} d q_{n+1} ....dq_N} ,~ j =1,2,....,n " S143 Q328
	Q990530 P2534 "cr\geq ax+by." S143 Q328
	Q7295737 P2534 " Z = X/Y" S143 Q328
	Q376953 P2534 "T_\text{FA} = 2 \cdot T_\text{XOR} = 2 \cdot 3 D = 6 D." S143 Q328
	Q3775382 P2534 "r^2=b^2-\left[a\sin\theta\pm\sqrt{c^2-a^2\cos^2\theta}\right]^2." S143 Q328
	Q1509050 P2534 "H(f) = \mathrm{rect} \left( \frac{f}{2B} \right)" S143 Q328
	Q243800 P2534 "\delta(q,L)=(q^\prime,right) for some q^\prime \in Q" S143 Q328
	Q6647575 P2534 "S() \to x\text{}A()\ B(x)" S143 Q328
	Q191693 P2534 "\, \nu = \nu_{\mathrm{cont}} + \nu_{\mathrm{sing}} + \nu_{\mathrm{pp}}" S143 Q328
	Q545002 P2534 "\kappa= \frac{y''}{(1+y'^2)^{3/2}}" S143 Q328
	Q13077214 P2534 "\frac{1}{2}Q_n = Q_{n-1}^2" S143 Q328
	Q1200775 P2534 " P_1 V_1 = P_2 V_2 \, <ref>Stated in a less abbreviatory fashion pressure<sub>1</sub> × volume<sub>1</sub> = pressure<sub>2</sub> × volume<sub>2</sub></ref>" S143 Q328
	Q787322 P2534 "\cos\left(\frac{x}{2}\right) = \pm \sqrt{\tfrac{1}{2}(1 + \cos x)}" S143 Q328
	Q3660764 P2534 "f_n = \frac{k-1}{kN} + \frac{k(N-1)}{kN}f_{n-1}" S143 Q328
	Q709149 P2534 " \mu(A \cup B) = \mu(A) + \mu(B). \, " S143 Q328
	Q190837 P2534 "\frac{\partial \mathbf{B}}{\partial t} = \eta \nabla^2 \mathbf{B} + \nabla \times (\mathbf{u} \times \mathbf{B}) " S143 Q328
	Q5408996 P2534 " 0 \to \Omega^1_{\mathbb P^n_A/A} \to \mathcal{O}_{\mathbb{P}^n_A}(-1)^{\oplus n+1} \to \mathcal{O}_{\mathbb{P}^n_A} \to 0." S143 Q328
	Q1606011 P2534 "a' = a + b \, \pmod{2^n}\," S143 Q328
	Q386228 P2534 "F_X(x) = \operatorname{P}(X\leq x)," S143 Q328
	Q7913892 P2534 "W(r,k)\le 2^{2^{r^{2^{2^{k+9}}}}}" S143 Q328
	Q2707001 P2534 " H(s) = \frac{d}{s} + c(sI-A)^{-1}b \quad \quad" S143 Q328
	Q2590416 P2534 "\int_{\mathbb{R}^n} f(x)g(x) \, dx \leq \int_{\mathbb{R}^n} f^(x)g^(x) \, dx" S143 Q328
	Q176207 P2534 "I_P = I_C - I_{G2} \," S143 Q328
	Q1309317 P2534 "c^2 (s-t)^2 - (x_1-y_1)^2 - (x_2-y_2)^2 - (x_3-y_3)^2 " S143 Q328
	Q18640217 P2534 "a^2 + d^2 = b^2 and b^2 + d^2 = c^2." S143 Q328
	Q5874979 P2534 " 0=z_0 < z_1 < \dotsb < z_k < z_{k+1} = 1" S143 Q328
	Q4819889 P2534 "\mathrm{SQNR} = 20 \log_{10}(2^Q) \approx 6.02 \cdot Q\ \mathrm{dB} \,\!" S143 Q328
	Q1498754 P2534 "\ln\lambda=-a_1\frac{Z}{\sqrt{E}}+a_2" S143 Q328
	Q656645 P2534 "a_N=\sum_{i<N}u_{i}a_{i}, \qquad u_i \in R. " S143 Q328
	Q6914794 P2534 "\mathbb{E}\left[\mbox{ Charles }\|\mbox{ folding }\right] = 0" S143 Q328
	Q658429 P2534 "\varphi\colon U \times \mathbf{R}^{k} \to \pi^{-1}(U) " S143 Q328
	Q17023345 P2534 " Y^2+a_1 XY+a_3 Y=X^3" S143 Q328
	Q17002290 P2534 " \left( \mathcal{H}^m \llcorner M \right)_{x,\lambda} \rightharpoonup \mathcal{H}^m \llcorner P as \lambda \downarrow 0" S143 Q328
	Q371907 P2534 "\mathbf{D} \equiv \varepsilon_{0} \mathbf{E} + \mathbf{P}," S143 Q328
	Q105955 P2534 "\textstyle\displaystyle{\frac{\left(w+400+x+400+y-400+z-400\right)}{4}}" S143 Q328
	Q14615766 P2534 "P(X_k\ \|\ o_{1t}) = P(X_k\ \|\ o_{1k}, o_{k+1t}) \propto P(o_{k+1t}\ \|\ X_k) P(X_k\ \| \ o_{1k})" S143 Q328Q17104294 P2534 " V_1\times V_2\to F," S143 Q328
	Q6666761 P2534 " r = e^\rho. \, " S143 Q328
	Q208634 P2534 "<math alt="katal equals mole per second">\text{kat}=\frac{\text{mol}}{\text{s}}" S143 Q328
	Q1565473 P2534 " 2\cdot\left(\frac{4!}{2!\cdot2!}\right)^2 = 2\cdot6^2= 2\cdot36 =72" S143 Q328
	Q1545585 P2534 "\dot{x}_i = \frac{dx_i}{dt} = f_i(\mathbf{x}) + \sum_{m=1}^ng_i^m(\mathbf{x})\eta_m(t),\," S143 Q328
	Q486494 P2534 " {\textbf{x}}_3 = \scriptstyle\sigma_3^{2} (\scriptstyle\sigma_1^{-2}{\textbf{x}}_1 + \scriptstyle\sigma_2^{-2}{\textbf{x}}_2) ," S143 Q328
	Q2915663 P2534 "\frac{P \to Q,\; P}{\therefore Q}" S143 Q328
	Q2331607 P2534 "r=-f_1(\theta+\pi),\ r=-f_1(\theta-\pi),\ r=f_1(\theta+2\pi),\ r=f_1(\theta-2\pi),\ \dots." S143 Q328
	Q5420832 P2534 "(1 + i_{lt})^n=(1 + i_{st}^{\text{year 1}})(1 + i_{st}^{\text{year 2}}) \cdots (1 + i_{st}^{\text{year n}})," S143 Q328
	Q187444 P2534 "I_{pl} (\rho, \varphi) = I_0 \rho^l \left[L_p^l (\rho)\right]^2 \cos^2 (l\varphi) e^{-\rho}" S143 Q328
	Q17102951 P2534 "\Sigma_{XY}=\operatorname{E}( X^TY) \,," S143 Q328Q3449453 P2534 "\nu_{peak} = { 2.821 \over h} kT " S143 Q328
	Q5463030 P2534 " \nabla^2\mathbf{H} = \lambda^{-2} \mathbf{H}\, " S143 Q328
	Q283804 P2534 "\sum_{j=1}^n \sum_{k=1}^n z_j \bar z_k C(x_j - x_k) \ge 0." S143 Q328
	Q1096885 P2534 " \text{discount yield}\,(\%) = \frac{\text{face value} - \text{purchase price}}{\text{face value}} \times \frac{360}{\text{days till maturity}} \ X 100 \,\%" S143 Q328
	Q971062 P2534 " B^*=B-2p \rho \phi_0," S143 Q328
	Q5358903 P2534 "M\cong R^r\oplus \bigoplus_{i=1}^l R/(q_i) \qquad\text{with }r,l\geq0" S143 Q328
	Q2576844 P2534 "\sigma(t)= \frac { \sigma_0 }{ 1-[1-(t/t*)(1^{1-n})]}" S143 Q328
	Q4699088 P2534 "\mathrm{Ai}(x) = \frac{1}{\pi} \int_0^\infty \cos\left(\tfrac13t^3 + xt\right)\, dt," S143 Q328
	Q5159467 P2534 " NE(X) = \left\{\sum a_i[C_i], \ 0 \leq a_i \in \mathbb{R} \right\} " S143 Q328
	Q7561858 P2534 "{{\Delta}t} = {t_{far}} - {t_{near}};" S143 Q328
	Q1268589 P2534 "A = \bigoplus_{n\in \mathbb N_0}A_n = A_0 \oplus A_1 \oplus A_2 \oplus \cdots" S143 Q328
	Q637418 P2534 "\text {Area(inner)}=-\frac{\Delta}{2}+\frac{\sqrt{3}}{24}(a^2+b^2+c^2)\ge 0," S143 Q328
	Q607250 P2534 "\liminf_{n\to\infty}\frac{p_{n+1}-p_n}{\log p_n}=0" S143 Q328
	Q6668442 P2534 " E = \frac{1}{C} \frac{L}{D} \ln \left( \frac{W_i}{W_f} \right) " S143 Q328
	Q6116137 P2534 "\ AB=BA=I_n " S143 Q328
	Q6017779 P2534 "x+y=2" S143 Q328
	Q865371 P2534 "\prod_{k=1}^n (x_k + y_k)^{1/n} \ge \prod_{k=1}^n x_k^{1/n} + \prod_{k=1}^n y_k^{1/n}" S143 Q328
	Q208395 P2534 "\frac{x^2}{a^2}+\frac{y^2}{b^2}+\frac{z^2}{c^2} = 1" S143 Q328
	Q3997728 P2534 "\int\mathrm{e}^{-sx}\,dg(x)" S143 Q328
	Q1443411 P2534 "D(g\cdot f)=g\cdot (Df)." S143 Q328
	Q13222844 P2534 " \mu_n = r^n\,Q," S143 Q328
	Q3531598 P2534 "\displaystyle a^2+c^2=b^2+d^2. " S143 Q328
	Q303072 P2534 "\frac{dy}{dt} + f(t) y = 0" S143 Q328
	Q7269440 P2534 "{v^2\over R} \cos \alpha = g \sin \alpha" S143 Q328
	Q3517751 P2534 "E =\, \cdots (thermal energy)" S143 Q328
	Q25048582 P2534 "I[f] = \displaystyle \int_{X \otimes Y} V(f(\vec{x}),y) p(\vec{x},y) \, d\vec{x} \, dy" S143 Q328
	Q13557554 P2534 "P\left(E_1 \cup E_2 \cup \cdots\right) = \sum_{i=1}^\infty P\left(E_i\right)." S143 Q328
	Q17378628 P2534 " h(X) = -\int_\mathbb{R} f(x) \log f(x) \,dx. " S143 Q328
	Q1137014 P2534 "X = \prod_{i \in I} X_i" S143 Q328
	Q3505077 P2534 "\Psi_{\sigma}(t)=c_{\sigma}\pi^{-\frac{1}{4}}e^{-\frac{1}{2}t^{2}}(e^{i\sigma t}-\kappa_{\sigma})" S143 Q328
	Q3306808 P2534 "x^{-1}(xy) = y = (yx)x^{-1}" S143 Q328
	Q5950719 P2534 "H(S) = \bigcup_{i=1}^N f_i(S).\," S143 Q328
	Q7269372 P2534 " {Q_3 - Q_1 \over Q_3 + Q_1}." S143 Q328
	Q16980531 P2534 " fbsp^{(\operatorname{m-fb-fc}) }(t) = {\sqrt {fb}} .\operatorname{sinc}^m \left( \frac {t} {fb^m} \right). e^{j2 \pi fc t} " S143 Q328
	Q392440 P2534 "J(\tau) = \frac{1}{{q}} + 196884{q} + 21493760{q}^2 + 864299970{q}^3 + 20245856256{q}^4 + \cdots" S143 Q328
	Q6059514 P2534 "M\cong R^r\oplus R/(a_1)\oplus R/(a_2)\oplus\cdots\oplus R/(a_m)" S143 Q328
	Q5884100 P2534 "\sum_{\sigma E \to \{0,1\}} \prod_{v \in V} f_v(\sigma\|_{E(v)}),~~~~~~~~~~(1)" S143 Q328
	Q188597 P2534 "\log_r y = a \log_r x + b \quad\Rightarrow\quad y = r^b\cdot x^a" S143 Q328
	Q7292008 P2534 " \min_R \max_D T(A,D) = \max_D \min_A T(A,D) \, " S143 Q328
	Q382037 P2534 " SU(5) \supset SU(3)\times SU(2)\times U(1)." S143 Q328
	Q3117684 P2534 "(1 + i)\ " S143 Q328
	Q495412 P2534 "\displaystyle{F(r e^{i\theta})= r \exp [i\psi(r)g(\theta) + i(1-\psi(r))\theta],}" S143 Q328
	Q5761236 P2534 "S = \bigoplus_{i \ge 0} S_i\ " S143 Q328
	Q1163608 P2534 " \mathit{I}_T = \{ p \in \mathbf{F}[t] \; \| \; p(T) = 0 \} " S143 Q328
	Q1497866 P2534 "P(A\|b) = \frac{P(b\|A)P(A)}{P(b\|A)P(A)+P(b\|B)P(B)+P(b\|C)P(C)} =" S143 Q328
	Q25098823 P2534 " \{x_1,\ldots,x_n\} \mapsto \max\{x_1,\ldots,x_n\}, \, " S143 Q328
	Q18155718 P2534 "h = {\frac {2}{3g}}r^{\frac 3 2}," S143 Q328
	Q5049716 P2534 "H^i(\mathbf{P}^n, F(r-i))=0 \, " S143 Q328
	Q2482753 P2534 "\sigma A = \inf_n \frac{A(n)}{n}," S143 Q328
	Q1048513 P2534 "{\mbox{Rate}_1 \over \mbox{Rate}_2}=\sqrt{M_2 \over M_1}" S143 Q328
	Q1478885 P2534 "T = \left(\frac{r}{2GM} - 1\right)^{1/2}e^{r/4GM}\sinh\left(\frac{t}{4GM}\right)" S143 Q328
	Q898591 P2534 "\text{Cl}^-\big(4M\big) \big\| \text{Hg}_2\text{Cl}_2 \big(\text{s}\big) \big\| \text{Hg}\big(\text{l}\big) \big\| \text{Pt}" S143 Q328
	Q1551556 P2534 "\frac{d W_i(t)}{d t}=\frac{1}{\tau([Ca^{2+}]_i)}\left(\Omega([Ca^{2+}]_i)-W_i\right)," S143 Q328
	Q734737 P2534 " N_{i,n} = f_{i,n} N_{i,n-1} + g_{i+1,n} N_{i+1,n-1}" S143 Q328
	Q2810237 P2534 "t\mapsto f(t)+(p-r(t)){f'(t)\over r'(t)}." S143 Q328
	Q7814226 P2534 "T_1,...,T_n " S143 Q328
	Q2734378 P2534 " Q(u)=\frac{\alpha}{\beta\lambda}-\frac{1}{\lambda} \ln(1-u)-\frac{1}{\beta}W_0\left(\frac{\alpha e^{\alpha/\lambda}(1-u)^{-(\beta/\lambda)}}{\lambda}\right)" S143 Q328
	Q7623487 P2534 "\Pi = D\sum_{j=1}^n {R_j}^2" S143 Q328
	Q5709377 P2534 "H(x,p;V)=K(p)+\varphi(x;V)" S143 Q328
	Q1048295 P2534 "R_1 = -\frac{2DF}{F - B}" S143 Q328
	Q7301158 P2534 "C y^2 + h(x) y = f(x) \in K[x,y]" S143 Q328
	Q7843530 P2534 "\left(\frac{\partial x}{\partial y}\right)_z\left(\frac{\partial y}{\partial z}\right)_x\left(\frac{\partial z}{\partial x}\right)_y = -1." S143 Q328
	Q7537571 P2534 " {\rm Airglow}/{\rm S}_{10} = 145+108(S-0.8)" S143 Q328
	Q5349727 P2534 "\|\Psi\rangle = \mathcal{A}(\phi_{1}(\mathbf{r}_{1}\sigma_{1})\phi_{2}(\mathbf{r}_{2}\sigma_{2})\cdots\phi_{m}(\mathbf{r}_{m}\sigma_{m})\phi_{n}(\mathbf{r}_{n}\sigma_{n})\cdots\phi_{N}(\mathbf{r}_{N}\sigma_{N}))." S143 Q328
	Q5500226 P2534 "\partial^\mu \partial_\mu \phi+m^2 \phi=0." S143 Q328
	Q288509 P2534 " \Gamma(P,p) =\int\!\frac{d^4k}{(2\pi)^4} \; K(P,p,k)\, S(k-\tfrac{P}{2}) \,\Gamma(P,k)\, S(k+\tfrac{P}{2}) " S143 Q328
	Q192674 P2534 "CB = \sqrt {\frac {inCF}{(2r)}}<Ref Name="Baumol">William J. Baumol, ''The Quarterly Journal of Economics'', (November 1952), 545–556.</ref>" S143 Q328
	Q146682 P2534 " \hbox{Z}^2/\hbox{A}\ge47.<ref>{{cite book" S143 Q328
	Q836595 P2534 "L=\frac{L_{0}}{\gamma(v)}=L_{0}\sqrt{1-v^{2}/c^{2}}" S143 Q328
	Q4421540 P2534 "\square \Phi = 4 \pi G \rho." S143 Q328
	Q374195 P2534 "x f(x) = 0 \,." S143 Q328
	Q5527844 P2534 "ds^2 = -f(r)^2 \, dt^2 + dr^2 + g(r)^2 \, \left( d\theta^2 + \sin(\theta)^2 \, d\phi^2 \right), " S143 Q328
	Q7268351 P2534 "G(\chi)=\sum \chi(a) \zeta^a" S143 Q328
	Q6895931 P2534 " T_m(z)=\frac{M_0}{M(z)}\cdot{T(z)}" S143 Q328
	Q3105146 P2534 "bP_{n+1}\ " S143 Q328
	Q7546421 P2534 "F \mathrm{Hom}_{\mathbf{Vect}}(T,U) \rightarrow \mathrm{Hom}_{\mathbf{Vect}}(F(T),F(U))," S143 Q328
	Q11475 P2534 "\boldsymbol D(\boldsymbol r,\ t) = \varepsilon_0 \boldsymbol E(\boldsymbol r,\ t)\, " S143 Q328
	Q11025104 P2534 "\Delta G = -nFE " S143 Q328
	Q7887121 P2534 "\mathbf{Q}^_{M \times 1} = \mathbf{B}_{M \times N} \mathbf{R}^_{N \times 1} \qquad \qquad \qquad \mathrm{(1)} " S143 Q328
	Q7226648 P2534 "p(x)=M_n(x,\dots,x)" S143 Q328
	Q25111520 P2534 "X\ \sim\operatorname{Harm}(m,a)\," S143 Q328
	Q5431294 P2534 " V^{\otimes n}=\underbrace{V\otimes V\otimes \cdots\otimes V}_{n\text{ times}}" S143 Q328
	Q17104404 P2534 " \underline{\mathbf{e}}(\ell) = \mathbf{F}\left[ \mathbf{0}_{1xN}, e(\ell N),\dots,e(\ell N-N-1) \right]^T" S143 Q328
	Q568456 P2534 "c = m^2 \, \bmod \, n." S143 Q328
	Q17003952 P2534 "S(A,P,z) = \left\vert A \setminus \bigcup_{p \in P(z)} A_p \right\vert . " S143 Q328
	Q5254078 P2534 "DP_{T}^{V} = \frac{Delivered_{p,c} + Predelivery_{p-1,c}}{Demand_{p,c} + Backlog_{p-1,c}}" S143 Q328
	Q198099 P2534 "Q(x) = \Delta \cdot \left\lfloor \frac{x}{\Delta} + \frac{1}{2} \right\rfloor = \Delta \cdot \operatorname{floor}\left( \frac{x}{\Delta} + \frac{1}{2} \right)," S143 Q328
	Q16783922 P2534 "\mathbf{P}(V) = \operatorname{Proj}(k[V]) = \operatorname{Proj}(\operatorname{Sym}(V^*))" S143 Q328
	Q848041 P2534 "\alpha = \frac{R_{100} - R_0}{100R_0}," S143 Q328
	Q145022 P2534 " F(x) = \sum_{i=1}^n \, w_i \, P_i(x), " S143 Q328
	Q5421518 P2534 " f_X(\mathbf{x}\|\boldsymbol{\theta}) = h(\mathbf{x}) \exp(\boldsymbol\theta^\top \mathbf{x} - A(\boldsymbol\theta)) \,\! ," S143 Q328
	Q4683210 P2534 "U_i\cap U_j = V_i\cap V_j = \varnothing" S143 Q328
	Q5161138 P2534 " \overline{C_i}=\sum_{g\in C_i}g." S143 Q328
	Q907557 P2534 " V=V_0 + {}^\phi{V}_1 \ =\tilde{V}_{0} n_{0} + {}^\phi\tilde{V}_1 n_1 \," S143 Q328
	Q729113 P2534 "\lambda = \frac{v}{f}\,\,," S143 Q328
	Q7858561 P2534 "X(\sigma+2\pi,\tau)=g[X(\sigma,\tau)]" S143 Q328
	Q5477515 P2534 "F(\mathbf u,\lambda) = 0" S143 Q328
	Q6443977 P2534 " \frac{B_h}{h}\equiv \frac{B_k}{k} \pmod p \text{ whenever } h\equiv k \pmod {p-1}" S143 Q328
	Q1806612 P2534 "T_P\ = \frac{a_P}{a} + 2\cdot\sqrt{\frac{a}{a_P} (1-e^2)} \cos i" S143 Q328
	Q6412804 P2534 "\mathbb E(W_q) \approx \left( \frac{\rho}{1-\rho} \right) \left( \frac{c_a^2+c_s^2}{2}\right) \tau" S143 Q328
	Q678317 P2534 "\widehat{N}=\sum_i \widehat{N_{{\mathbf{k}}_i}}." S143 Q328
	Q17156920 P2534 "h_f = k \cdot Q^{n}" S143 Q328
	Q3565868 P2534 "\qquad\qquad R = a + bv + cv^2 " S143 Q328
	Q899055 P2534 "\exp(\gamma\,t)\;, \qquad\text{with}\quad \gamma={\sqrt{\mathcal{A}g\alpha}} \quad\text{and}\quad \mathcal{A}=\frac{\rho_{\text{heavy}}-\rho_{\text{light}}}{\rho_{\text{heavy}}+\rho_{\text{light}}},\," S143 Q328
	Q1501997 P2534 " d_{\mathrm H}(X,Y) = \max\{\,\sup_{x \in X} \inf_{y \in Y} d(x,y),\, \sup_{y \in Y} \inf_{x \in X} d(x,y)\,\}\mbox{,} \! " S143 Q328
	Q1891717 P2534 "T = 2 \pi \sqrt { \frac{L}{g} } \qquad \qquad \qquad (1)\," S143 Q328
	Q5477346 P2534 "\displaystyle AB^2+CD^2 = AC^2+BD^2 = AD^2+BC^2." S143 Q328
	Q4838119 P2534 "\Lambda u = f.\ " S143 Q328
	Q6717435 P2534 " \sum_{k=1}^{\infty} (-1)^k k^{1/k}." S143 Q328
	Q5419229 P2534 " G^{\alpha\beta} = 8 \pi \, T^{\alpha\beta}." S143 Q328
	Q523832 P2534 "df_1(p) \wedge \ldots \wedge df_r(p) \neq 0," S143 Q328
	Q451898 P2534 "\gamma_\mathrm{SG} - \gamma_\mathrm{SL} - \gamma_\mathrm{LG} \cos \theta_\mathrm{C}=0 \," S143 Q328
	Q2035437 P2534 "f(x,y) = \frac{x^2y}{x^4+y^2}" S143 Q328
	Q2389679 P2534 "y(t) = M(t) \cdot \cos(\omega_c t)," S143 Q328
	Q369535 P2534 "Z_\text{metal} \, Z_\text{slot} = \frac{\eta^2}{4}," S143 Q328
	Q7800783 P2534 "E\, =\, \tfrac12\, A\, \rho\, g\, h^2" S143 Q328
	Q7449403 P2534 "\|X_{i}-X_{j}\|^{2}=\|Y_{i}-Y_{j}\|^{2}\,\!" S143 Q328
	Q6456145 P2534 "\gcd\left(N,10^m-1\right)=\gcd\left(N_c,10^m-1\right)," S143 Q328
	Q5986733 P2534 "\Iota = \frac{\nabla T_{m}}{\nabla T_{crit}} " S143 Q328
	Q7619859 P2534 "X_{t}^{\tau} (\omega) = X_{\min \{ t, \tau (\omega) \}} (\omega)." S143 Q328
	Q607093 P2534 "\ a_n = a_1 + (n - 1)d," S143 Q328
	Q1501135 P2534 "\boldsymbol{y} = X \boldsymbol{\beta} + Z \boldsymbol{u} + \boldsymbol{\epsilon}" S143 Q328
	Q14953420 P2534 " \mathbf{E} ( \mathbf{r} , t ) = \mid \mathbf{E} \mid \mathrm{Re} \left \{ \|\psi\rangle \exp \left [ i \left ( kz-\omega t \right ) \right ] \right \} " S143 Q328
	Q18211815 P2534 "\text{Total Game Points earned} = \text{Win/Loss Factor} \times \text{Opponent Strength} \times 100" S143 Q328
	Q17102137 P2534 " u_t - \alpha u-\beta u^2+\gamma u^3=0 " S143 Q328
	Q8071743 P2534 " 0 \longrightarrow \mathcal{A} \stackrel{\alpha}{\longrightarrow} \mathcal{B} \stackrel{\beta}{\longrightarrow} \mathcal{C}\longrightarrow 0 " S143 Q328
	Q622975 P2534 " \frac F L= \rho v G," S143 Q328
	Q6935019 P2534 "y = aP + u." S143 Q328
	Q4139973 P2534 " x = a_1 \cdot a_2 \cdots a_k \mbox{ where } a_i\in T. " S143 Q328
	Q7239631 P2534 " IFx_1x_2...x_n \leftrightarrow Fx_1x_1...x_n \leftrightarrow Fx_2x_2...x_n." S143 Q328
	Q1141224 P2534 "M_{xy}(t) = M_{xy}(0) e^{-t/T_2} \," S143 Q328
	Q5761248 P2534 "\chi_{M}^{I}(n)=\ell(M/I^{n}M)" S143 Q328
	Q17092445 P2534 " A(x) = \sum_{i=1}^n p_i E_{l_i}(x)" S143 Q328
	Q977848 P2534 " C_\mathrm{MIS(max)}=\varepsilon_0\varepsilon_r \cdot { {A} \over {d} }" S143 Q328
	Q2976255 P2534 " y\ f = f\ (y\ f) \ \ \text{ for all } f " S143 Q328
	Q2077002 P2534 " \psi\propto e^{im\phi} e^{-r^2},\!" S143 Q328
	Q1295956 P2534 "\text{Effective porosity} = \text{Total porosity} - \text{CBW}" S143 Q328
	Q3744733 P2534 "f = {1\over 2 \pi} \sqrt {k\over m} " S143 Q328
	Q192316 P2534 "\Delta t = \frac{2}{c} \sqrt{R^2 + r^2 - 2 R r \cos\varphi} \approx 253~\text{ms}." S143 Q328
	Q2359410 P2534 " \frac {F_m} {L} = 2 k_A \frac {I_1 I_2 } {r}," S143 Q328
	Q7370302 P2534 " H_0=\hbar\omega_0\|\text{e}\rangle\langle\text{e}\|." S143 Q328
	Q2573427 P2534 "{\mathbf v}^n = r^n\langle\sin(n\theta)\cos(n\phi),\sin(n\theta)\sin(n\phi),\cos(n\theta)\rangle" S143 Q328
	Q1665115 P2534 "R(M,x) = {x^{} M x \over x^{} x}." S143 Q328
	Q4949188 P2534 "P_1\times_BP_2\times_B\times\cdots\times_BP_n/B" S143 Q328
	Q6667309 P2534 "\mu(A) = \lim \limits_{h \rightarrow 0^+} \frac{\\| I + hA \\| - 1}{h}" S143 Q328
	Q1592959 P2534 " C'_w= \left (q^{-1/2} \right )^{l(w)}\sum_{y\leq w}P_{y,w}T_y, " S143 Q328
	Q55516 P2534 "C_i = E_K(M_i) = (M_i+K_i) \mod {26}" S143 Q328
	Q1444861 P2534 "e = \frac{V_V}{V_S} = \frac{V_V}{V_T - V_V} = \frac{\phi}{1 - \phi}" S143 Q328
	Q254465 P2534 "d(f(x),f(y)) = r d(x,y), \, " S143 Q328
	Q3388699 P2534 "(c^p \smile d^q)(\sigma) = c^p(\sigma \circ \iota_{0,1, ... p}) \cdot d^q(\sigma \circ \iota_{p, p+1 ,..., p + q})" S143 Q328
	Q1353748 P2534 "T_{raise} = \frac{F d_m}{2} \left( \frac{l + \pi \mu d_m}{\pi d_m - \mu l} \right) = \frac{F d_m}{2} \tan{\left(\phi + \lambda\right)}" S143 Q328
	Q8028564 P2534 "\sum_R\frac{1}{\dim(R)^s}" S143 Q328
	Q1413083 P2534 "f(x)=ax^2+bx+c;" S143 Q328
	Q1695787 P2534 "u_{\star}=\sqrt{\frac{\tau}{\rho}}" S143 Q328
	Q472947 P2534 "{\dot{a}} = {\mathrm{d}a \over \mathrm{d}t}" S143 Q328Q3077670 P2534 "\sin \sigma = \sqrt{ (\cos U_2 \sin \lambda)^2 + (\cos U_1 \sin U_2 - \sin U_1 \cos U_2 \cos \lambda)^2}" S143 Q328
	Q633570 P2534 " F_d = -6 \pi r_p \mu V_{r} ." S143 Q328
	Q1005215 P2534 " c<rb \ " S143 Q328
	Q6415014 P2534 "\frac{T_{now}} {T_{t}} = {(1+r)}^\tfrac{t} {2}" S143 Q328
	Q924713 P2534 "\frac {Energy\ consumed}{Built\ area}" S143 Q328
	Q355337 P2534 " Y = 0.2126 R + 0.7152 G + 0.0722 B." S143 Q328
	Q5157313 P2534 "\frac{\partial}{\partial t}\bar{u} + A\frac{\partial}{\partial x}\bar{u} + B\frac{\partial}{\partial y}\bar{u} +C\bar{u} = \bar{g}" S143 Q328
	Q256151 P2534 "\! B = Q^{-1} A P" S143 Q328
	Q5445629 P2534 "H_\mathrm{eff} (E) = QHQ + \lim_{\varepsilon \to 0} QHP{1 \over E + i \varepsilon -PHP}PHQ = QHQ + \Delta(E) - i \Gamma(E)/2, \, " S143 Q328
	Q2238838 P2534 "\frac{\{C\land I\}\;\mathrm{body}\;\{I\}} {\{I\}\;\mathbf{while}\ (C)\ \mathrm{body}\;\{\lnot C\land I\}}" S143 Q328
	Q7241751 P2534 "N(M)dM = \frac{1}{\sqrt{\pi}}\left(1+\frac{n}{3}\right)\frac{\bar{\rho}}{M^2}\left(\frac{M}{M^}\right)^{\left(3+n\right)/6}\exp\left(-\left(\frac{M}{M^}\right)^{\left(3+n\right)/3}\right)dM" S143 Q328
	Q5762456 P2534 " \lim_{n\rightarrow\infty}\frac{1}{n}\sum_{k=0}^{n-1}T^kf" S143 Q328
	Q7164990 P2534 " X=\frac{(t_1 - t_2)(t_3 - t_4)}{(t_1 - t_3)(t_2 - t_4)}. " S143 Q328
	Q3111368 P2534 "\frac{1}{6} (4\pi - 3\sqrt{3})r^2 \approx 1.2284r^2" S143 Q328
	Q2392464 P2534 "\operatorname{Fit}(G) = \bigcap \{ C_G(H/K) H/K \text{ a chief factor of } G \}." S143 Q328
	Q18394427 P2534 "N search space size" S143 Q328
	Q7449439 P2534 "(T_p+273.15)^4= \frac{( ( 6.955 \times 10^8 )^2 ) \times (5778^4) \times (1-0.3)} { 4 \times 0.622 \times (149597876600 )^2 } = (13.78+273.15)^4 " S143 Q328
	Q17085895 P2534 "\mathrm{P}(y=1 \| x) = \frac{1}{1 + \exp(Af(x) + B)}," S143 Q328
	Q906809 P2534 "\hat{H}_{\lambda}\|\psi_\lambda\rangle = E_{\lambda}\|\psi_\lambda\rangle," S143 Q328
	Q3859392 P2534 " s_1, s_2, \dots \," S143 Q328
	Q4919695 P2534 "X(u,v) = \Re \left ( c(w) - i \int_{w_0}^w n(w) \wedge c'(w) \, dw \right)" S143 Q328
	Q5604179 P2534 " B^\prime = -(n_b - n_{\bar b})" S143 Q328
	Q3527261 P2534 "\limsup_{r\to\infty}\ \frac{\text{perim}( C\cap{B(0,r)})}{\text{area}(C\cap{B(0,r)})}\geq \sqrt[4]{12}." S143 Q328
	Q2071054 P2534 " f(x) = f(a) + f'(a)(x - a) + R_2\ " S143 Q328
	Q865811 P2534 " \left\langle \delta, \varphi \right\rangle = \varphi(0)," S143 Q328
	Q6708764 P2534 "\left ( \begin{array}{ccc} 1 & a & b \\ 0 & 1 & c \\ 0 & 0 & 1 \end{array} \right ), \ a, b, c \in \mathbb Z." S143 Q328
	Q7841831 P2534 "\cos (\pi / 23)=-(1/2)(-1)^{22/23}(1+(-1)^{2/23})." S143 Q328
	Q15846555 P2534 " \models_{\mathcal S} \varphi\ \to\ \vdash_{\mathcal S} \varphi.<ref name="metalogic">Hunter, Geoffrey, Metalogic An Introduction to the Metatheory of Standard First-Order Logic, University of California Pres, 1971</ref>" S143 Q328
	Q6901647 P2534 "x*y\le z if and only if x\le (y\Rightarrow z)." S143 Q328
	Q331882 P2534 " (\text{t.d.m. } a \rightarrow b) = \langle \psi_a \| (q\mathbf{r}) \| \psi_b \rangle = q\int \psi_a^*(\mathbf{r}) \, \mathbf{r} \, \psi_b(\mathbf{r}) \, d^3 \mathbf{r}" S143 Q328
	Q5275345 P2534 " \mbox{CCVS}=\mbox{CVS}+ \mbox {color}" S143 Q328
	Q641442 P2534 "P_\text{fusion} = n_A n_B \langle \sigma v_{A,B} \rangle E_\text{fusion}" S143 Q328
	Q1591315 P2534 "\mathrm{SR} \ge 2\pi f V_{\mathrm{pk}}, " S143 Q328
	Q686886 P2534 "t_\frac{1}{2} = \frac{0.5 A_{0}}{k_{0}} \," S143 Q328
	Q899616 P2534 " X \ \stackrel{\mathrm{def}}{=}\ \left\{ x \mid ( x \in x ) \to Y \right\}." S143 Q328
	Q220637 P2534 "N_\text{min} = \frac{1}{2\;\mathrm{NA}_\text{max}} = \frac{1}{2\,n \sin\theta}" S143 Q328
	Q2893020 P2534 "R(t)={\frac{k_T D} {\int_{0}^{t} I(t) \, dt}}" S143 Q328
	Q1412691 P2534 " E = h\nu.<ref>{{harvnb\|Einstein\|1905}}</ref>" S143 Q328
	Q6516739 P2534 "\zeta_f(z) = \exp \left( \sum_{n=1}^\infty L(f^n) \frac{z^n}{n} \right), " S143 Q328
	Q7831494 P2534 " \text{Capture (3D)}\; \begin{cases} \left\vert X(\text{new}) - X(s) \right\vert < \text{Separation} \\ \left\vert Y(\text{new}) - Y(s) \right\vert < \text{Separation} \\ \left\vert Z(\text{new}) - Z(s) \right\vert < \text{Separation} \end{cases} " S143 Q328
	Q11379 P2534 " W = \int_C \mathbf{F} \cdot \mathrm{d} \mathbf{s}" S143 Q328
	Q4218494 P2534 "S \cdot T = \mathrm{Tr}[S^\dagger T] = \vec{S}^\dagger \vec{T}" S143 Q328
	Q6856168 P2534 " 0 \leqslant \left( 1 - \frac{L}{R_1} \right) \left( 1 - \frac{L}{R_2} \right) \leqslant 1." S143 Q328
	Q3646312 P2534 "ds^2 = - \left( k^2r^2 + 1 - \frac{C}{r} \right)dt^2 + \frac{1}{k^2r^2 + 1 - \frac{C}{r}}dr^2 + r^2 d\Omega^2" S143 Q328
	Q1900928 P2534 "\mathrm{Ma} = \frac{L_b}{\delta_f} " S143 Q328
	Q2331759 P2534 "dr_t = a(b-r_t)\, dt + \sigma \, dW_t" S143 Q328
	Q5571867 P2534 "Alt^k\ {\mathbb C}^n" S143 Q328
	Q543413 P2534 "\frac{\eta}{s}\approx\frac{\hbar}{4\pi k}" S143 Q328
	Q1133068 P2534 "a^*_b = \varepsilon_r\left(\frac{m}{\mu}\right) a_b" S143 Q328
	Q7248935 P2534 " S = \bigoplus_{i\ge 0} S_i" S143 Q328
	Q2617832 P2534 "\delta (u, v) = 2 \frac{ \lVert u - v \rVert ^2 }{ ( 1 - \lVert u \rVert ^2 ) ( 1 - \lVert v \rVert ^2 ) } \,," S143 Q328Q192487 P2534 "ax^2+bx+c\," S143 Q328
	Q1194053 P2534 "d\colon X \times X \to [0,\infty)" S143 Q328
	Q864589 P2534 "y = ax + b\;." S143 Q328
	Q332431 P2534 "\ E_z(k_z)=\frac{\Delta}{2}(1-\cos(k_z d))" S143 Q328
	Q25221096 P2534 " \frac{T_0}{T_1} + \frac{\delta_1}{\delta_0} = 1," S143 Q328
	Q5034494 P2534 "C(\Sigma, S) = - \frac1{(n - 2) \sigma_{n}} \int_{S'} \frac{\partial u}{\partial \nu}\,\mathrm{d}\sigma'," S143 Q328
	Q2039387 P2534 "f(x) = x^{-2}." S143 Q328
	Q1014918 P2534 "\frac{\partial y}{\partial t} + y \frac{\partial y}{\partial x} = d \frac{\partial^2 y}{\partial x^2}." S143 Q328
	Q646590 P2534 " z = \min \{c(x) x \in X \subseteq \mathbf{R}^{n}\}" S143 Q328
	Q11821744 P2534 " (-M-)_n (polymer) + M (monomer) \rightarrow (-M-)_{n+1}" S143 Q328
	Q1872826 P2534 " \sum_{k=0}^n\frac{a_k}{{n \choose k}} \le 1." S143 Q328
	Q7269363 P2534 "f(x,y,z)=0\ " S143 Q328
	Q188364 P2534 "\Gamma = {V_r \over V_f}." S143 Q328
	Q7309544 P2534 "x_n=\sum_{k=-q}^{q} X_k e^{\frac{-i2\pi k t_n}{T}}+\varepsilon_n, t_n \text{ arbitrary },\quad n=1,\dots,N.\," S143 Q328
	Q1709108 P2534 "\frac{\partial c}{\partial t} = \nabla \cdot \left[ D \nabla c - u c + \frac{Dze}{k_\mathrm{B} T}c(\nabla \phi+\frac{\partial \mathbf A}{\partial t}) \right]" S143 Q328
	Q737892 P2534 "\frac{ \partial (\varphi f) }{ \partial x } + \frac{ \partial (\varphi g) }{ \partial y }" S143 Q328
	Q1347208 P2534 " g_1 \circ f = g_2 \circ f \Rightarrow g_1 = g_2." S143 Q328
	Q1179446 P2534 "0 \to \Omega^0(M)\ \stackrel{d}{\to}\ \Omega^1(M)\ \stackrel{d}{\to}\ \Omega^2(M)\ \stackrel{d}{\to}\ \Omega^3(M) \to \cdots" S143 Q328
	Q7312852 P2534 "dr_t = \theta r_t\,dt + \sigma r_t\,dW_t" S143 Q328
	Q5333312 P2534 " Total.Cost=Mortgage(real.cost-Rebate/Company funding)+(\int_P^L \!Current.Fuel.price(cost/gal))*avg.weekly.fuel.cons(gal/week)\ + current.fuel.price(cost))+insurance(cost) " S143 Q328
	Q193910 P2534 "a^{\varphi (n)} \equiv 1 \pmod{n}" S143 Q328
	Q3198 P2534 "E^{2}=p^{2} c^{2} + m^{2} c^{4}." S143 Q328
	Q4828276 P2534 " y = \Beta_{0} + \delta_{0}d2 + \Beta_{1}dT + \delta_{1}d2 \cdot dT ," S143 Q328
	Q11681505 P2534 " S_L \; \longrightarrow \; \alpha L -\gamma +\mathcal{O}(L^{-\nu}) \; , \qquad \nu>0 \,\!" S143 Q328
	Q5421531 P2534 "\|f(re^{i\theta})\|\le Me^{\tau r}" S143 Q328
	Q1142276 P2534 "V=\frac{8\pi ^2r^5}{15}" S143 Q328
	Q6889739 P2534 "i_1 = 1\," S143 Q328
	Q898586 P2534 "\boldsymbol{\mu} = \boldsymbol{\mu}_e + \boldsymbol{\mu}_N = -e\sum\limits_i \boldsymbol{r}_i + e\sum\limits_j Z_j \boldsymbol{R}_j." S143 Q328
	Q1052775 P2534 "\{f, g\} = \sum_{i=1}^{N} \left( \frac{\partial f}{\partial q_{i}} \frac{\partial g}{\partial p_{i}} - \frac{\partial f}{\partial p_i} \frac{\partial g}{\partial q_i}\right)." S143 Q328
	Q777616 P2534 "153=1^3+5^3+3^3" S143 Q328
	Q2716994 P2534 "\mathbf{x} = \begin{bmatrix} x_1 \\ x_2 \\ \vdots \\ x_m \end{bmatrix} \,. " S143 Q328
	Q7243580 P2534 "{F(0) = G(0) \quad F(S(x)) = H(x,F(x)) \quad G(S(x)) = H(x,G(x)) \over F(x) = G(x)}." S143 Q328
	Q7245151 P2534 " \eta = \frac{ work\ done } {heat\ absorbed} = \frac{ Q1-Q2 }{ Q1}" S143 Q328
	Q861606 P2534 "(x_0, y_0),\ldots,(x_j, y_j),\ldots,(x_k, y_k)" S143 Q328
	Q17103644 P2534 " \Gamma=dx^\lambda\otimes(\partial_\lambda +\Gamma_\lambda{}^\mu{}_\nu\dot x^\nu\dot\partial_\mu). " S143 Q328
	Q635465 P2534 " e = - N\frac{\mathrm d \Phi}{\mathrm dt}" S143 Q328
	Q7885093 P2534 "\sum_{n=0}^{\infty} f_n(x)" S143 Q328
	Q6822263 P2534 " y_j=\beta_0+ \beta_1 x_{1j}+\beta_2 x_{2j}+\cdots+\varepsilon" S143 Q328
	Q25313598 P2534 "\sigma(pp\to \digamma) \times {\rm Br}(\digamma\to \gamma\gamma)\approx 5\,{\rm fb}" S143 Q328
	Q22907290 P2534 " \text{body fat percentage} = 1.2\times \text{BMI} + 0.23 \times \text{age} -5.4- 10.8 \times \text{gender}" S143 Q328
	Q1317359 P2534 "\frac{\partial u}{\partial t}(x,t) + \mu(x,t) \frac{\partial u}{\partial x}(x,t) + \tfrac{1}{2} \sigma^2(x,t) \frac{\partial^2 u}{\partial x^2}(x,t) -V(x,t) u(x,t) + f(x,t) = 0, " S143 Q328
	Q5419606 P2534 "\frac{25%}{50%}=.5. " S143 Q328
	Q1816067 P2534 "\text{PAL}=\frac{\text{TEE/24h}}{\text{BMR}}" S143 Q328
	Q5282247 P2534 "E \subseteq L_{x} \implies \mu (E) = 0." S143 Q328
	Q1673713 P2534 " c=2\pi r_s\,\!" S143 Q328
	Q2532735 P2534 " \operatorname{E}(g(T)) = \sum_{t=0}^n {g(t){n \choose t}p^{t}(1-p)^{n-t}} = (1-p)^n \sum_{t=0}^n {g(t){n \choose t}\left(\frac{p}{1-p}\right)^t} ." S143 Q328
	Q13582551 P2534 "\tilde L_{(y)} = \rho V \Gamma_{(y)}" S143 Q328
	Q3178419 P2534 " \pi_2(x) =O\left(\frac {x(\log\log x)^2}{(\log x)^2} \right)." S143 Q328
	Q1378301 P2534 "\{x \in A \mid \varphi(x)\}" S143 Q328
	Q7698926 P2534 "\mathrm{Motivation} = \frac{\mbox{Expectancy × Value}}{\mbox{1 + Impulsiveness × Delay}}" S143 Q328
	Q669532 P2534 " E_n = - h c R_{\infty} \frac{Z^2}{n^2} " S143 Q328
	Q474043 P2534 "x = 0.67 D_0\sqrt{\frac{P_0}{P_1}}," S143 Q328
	Q6031225 P2534 "H\{\bold{X}\} = \lim_{n\to\infty} H(X_n \| X_0, X_1, \dots, X_{n-1})" S143 Q328
	Q652525 P2534 "QH_(M)=H_(M)\otimes\Lambda." S143 Q328
	Q5421512 P2534 " f(x; p, \beta) = \left( \frac{1}{-\ln p}\right) \frac{\beta(1-p)e^{-\beta x}}{1-(1-p)e^{-\beta x}} " S143 Q328
	Q783105 P2534 " f(z) = z^T(Mz+q)" S143 Q328
	Q77887 P2534 "V_\alpha = \bigcup_{\beta < \alpha} \mathcal{P} (V_\beta)" S143 Q328
	Q7542589 P2534 "I(q) = P(q)S(q) ," S143 Q328
	Q5051951 P2534 "2^{n-4}+2^{\lfloor (n-4)/2\rfloor}." S143 Q328
	Q587172 P2534 "\operatorname{hav}\left(\frac{d}{r}\right) = \operatorname{hav}(\varphi_2 - \varphi_1) + \cos(\varphi_1) \cos(\varphi_2)\operatorname{hav}(\lambda_2-\lambda_1)" S143 Q328
	Q6960434 P2534 "T=\frac{Z+\mu}{\sqrt{V/\nu}} " S143 Q328
	Q5178037 P2534 "F_j= f_{-1}\circ f_{-2}\circ\cdots\circ f_{-j}." S143 Q328
	Q574549 P2534 "V=C\sqrt{RS}=C\, R^{0.5}\, S^{0.5}" S143 Q328
	Q7754 P2534 "d \colon M \times M \rightarrow \mathbb{R}" S143 Q328
	Q2586578 P2534 "d^2P(r)/dr^2 + [2(E-v(r)) - \ell(\ell+1)/r^2]P(r)=0." S143 Q328
	Q189783 P2534 "C_p = Specific heat at constant pressure" S143 Q328Q3373825 P2534 " \int_2^{20} \{x\}\,dx = 18\int_0^1 x\,dx. " S143 Q328
	Q1147242 P2534 " A\,\triangle\,B," S143 Q328
	Q1012612 P2534 " C'_w= \left (q^{-1/2} \right )^{l(w)}\sum_{y\leq w}P_{y,w}T_y, " S143 Q328
	Q6073537 P2534 " T_\theta [0,1] \rightarrow [0,1],\quad T_\theta(x) \triangleq x + \theta \mod 1 " S143 Q328
	Q2315059 P2534 "\phi = ((p \lor q) \land r) \to (\neg s)" S143 Q328
	Q5358567 P2534 "\sqrt{\frac{m_e}{m_i}}, " S143 Q328
	Q884707 P2534 "C\Sigma^k \to \Sigma^n." S143 Q328
	Q196823 P2534 "{\kappa} \cdot a \gg 1" S143 Q328
	Q7618520 P2534 " \alpha = \frac{2 \eta\omega^2}{3\rho V^3}" S143 Q328Q6034319 P2534 "{\bar B}_r(p) = \{q \mid d(p,q) \le r\}" S143 Q328
	Q980509 P2534 "v,w\in T_x(M)" S143 Q328
	Q557120 P2534 "D = \frac{T}{P} \times 100\%<ref name=Cox/>" S143 Q328
	Q7003741 P2534 "f_t(z)=h^{-1}(e^{-t}h(z)), \, " S143 Q328
	Q2982293 P2534 "S_n=\sum_{i=1}^n x_i (computed with infinite precision)" S143 Q328
	Q1248689 P2534 " G = \frac{1}{\mathrm{agm}\left(1, \sqrt{2}\right)} = 0.8346268\dots." S143 Q328
	Q386191 P2534 "Population\ growth\ rate = \frac{ P(t_2) - P(t_1)} {P(t_1)(t_2-t_1)}" S143 Q328
	Q1128326 P2534 " X = \{X_1, \ldots,X_n\} is a set of variables, " S143 Q328
	Q1543986 P2534 " F_{ij} = G \frac{M_i^{\beta_1} M_j^{\beta_2} }{ D_{ij}^{\beta_3}} " S143 Q328
	Q5446796 P2534 "F(X,Y) = \sum _i \sqrt{p_i q_i}." S143 Q328
	Q849775 P2534 " V^*=\bigcup_{i \in \N }V_i = \{\varepsilon\} \cup V \cup V_2 \cup V_3 \cup V_4 \cup \ldots." S143 Q328
	Q7917838 P2534 " \operatorname{grad} \equiv \nabla " S143 Q328
	Q6820536 P2534 " f_1 \propto \tfrac{1}{L}. (equation 26)" S143 Q328
	Q619985 P2534 "N_p/p = 1 + O(1/\sqrt{p})\ " S143 Q328
	Q846705 P2534 "\limsup_{n\rightarrow\infty}\sqrt[n]{\|a_n\|}," S143 Q328
	Q7249477 P2534 "X_{a;b}=\frac{1}{2}h_{ab}+ F_{ab}" S143 Q328
	Q185897 P2534 "\underset{\Theta}{\operatorname{argmax}}\left( \log p(\{x_i,y_i\}_{i=1}^l \| \theta) + \lambda \log p(\{x_i\}_{i=l+1}^{l+u}\|\theta)\right) " S143 Q328
	Q5251122 P2534 "\mathbf{DTIME}\left(o\left(\frac{f(n)}{\log f(n)}\right)\right) \subsetneq \mathbf{DTIME}(f(n))." S143 Q328
	Q7553048 P2534 "\mathrm {soc}(M) = \sum \{ N \mid N \text{ is a simple submodule of }M \}. \," S143 Q328
	Q5023145 P2534 "\displaystyle u_{xxx}-\frac{1}{8}u_x^3 + u_x\left(Ae^u+Be^{-u}\right)=0." S143 Q328
	Q7303155 P2534 "(0,\ \pm1,\ \pm1,\ \pm1,\ \pm1)" S143 Q328
	Q2835923 P2534 "A_1\otimes\mathrm{End}(E_1) \simeq A_2\otimes\mathrm{End}(E_2)," S143 Q328
	Q2063099 P2534 "H^k(M) \cong H_{n-k}(M)." S143 Q328
	Q5060021 P2534 "z_n = e^{\frac{2\pi in}N} I\;," S143 Q328
	Q7262359 P2534 "E_a=m \left ( \frac{{t_d}^4}{{t_a}^4}\right )" S143 Q328
	Q864015 P2534 "\tan(u \pm v) = x \pm t" S143 Q328
	Q7554116 P2534 "\Phi = - \frac{1}{\sqrt{r^2 + \epsilon^2}}," S143 Q328
	Q1625064 P2534 "p(z)= \sum_{i=0}^m a_i z^i" S143 Q328
	Q82571 P2534 " TV\to W " S143 Q328
	Q911521 P2534 "z^E = z - \sum_i x_i z^\text{id}_i." S143 Q328
	Q1051404 P2534 "\left(\sum_{i=0}^\infty a_i\right) \cdot \left(\sum_{j=0}^\infty b_j\right) = \sum_{k=0}^\infty c_k &nbsp; &nbsp; where &nbsp; &nbsp; c_k=\sum_{l=0}^k a_l b_{k-l}." S143 Q328
	Q145970 P2534 "\int_E \|f\|\le\int_E \|\phi\|+\int_E \|f-\phi\|\le a\mu(E)+\int \|f-\phi\|<a\frac{\epsilon}{2a}+\frac{\epsilon}{2}=\epsilon." S143 Q328
	Q3258262 P2534 "F(x) = \frac{2}{\pi}\arcsin\left(\sqrt x\right)=\frac{\arcsin(2x-1)}{\pi}+\frac{1}{2}" S143 Q328
	Q2188614 P2534 " MV+mv=0 \qquad (1)" S143 Q328
	Q1781698 P2534 "A \wedge B" S143 Q328
	Q3179949 P2534 "\mathbf{Y}=\mathcal{A}\mathbf{X}+b, where \mathcal{A} is an n \times n matrix and b is an n \times 1 column vector." S143 Q328
	Q3503247 P2534 "a_n=\textstyle\sum \varepsilon_i \varepsilon_{i+1}" S143 Q328
	Q5583765 P2534 "\rho(X) = \inf\left\{t \in \mathbb{R} \exists V_T \in A_T X + t + V_T \in A\right\} = \inf\left\{t \in \mathbb{R} X + t \in A - A_T\right\}" S143 Q328
	Q1057607 P2534 "\mathbf{r}_1 = (x_1,y_1,z_1) \,, \quad \mathbf{r}_2 = (x_2,y_2,z_2) \,, \ldots \,, \mathbf{r}_N = (x_N,y_N,z_N)\,. " S143 Q328
	Q1955819 P2534 "f(x)\,=\,a_n x^n + \cdots + a_1 x + a_0" S143 Q328
	Q7489239 P2534 "\mathcal{F}(\Omega), " S143 Q328
	Q336092 P2534 " \tan\left( V \right) = \frac{S}{D}." S143 Q328
	Q883195 P2534 " d \left( \sin{\alpha} + \sin{\beta} \right) = m \lambda" S143 Q328
	Q663029 P2534 " D_n = 4n^2 - 3n." S143 Q328
	Q1187640 P2534 " \hat{f}(z)=\int_{\mathbb{R}^d} f(x) \exp(-iz \cdot x)\,dx \rightarrow 0\text{ as } \|z\|\rightarrow \infty." S143 Q328
	Q17018254 P2534 " G = \frac{1}{2-\frac{1}{4-\frac{4}{6-\frac{9}{8-\frac{16}{10-\frac{25}{12-\frac{36}{14-\frac{49}{16-\dots}}}}}}}} ," S143 Q328
	Q17144437 P2534 "\sin(\alpha + \beta) = \sin \alpha \cos \beta + \cos \alpha \sin \beta" S143 Q328
	Q6322819 P2534 "\Psi X \times Y \to X\times Y" S143 Q328
	Q4298932 P2534 "\displaystyle f(z)=z^{-1}+a_0+a_1z+\cdots" S143 Q328
	Q1038757 P2534 " \bar{\alpha} = 1-\left( 1-\alpha_\mathrm{\{per\ comparison\}} \right)^k." S143 Q328
	Q201984 P2534 "\rho_{X,Y}=\mathrm{corr}(X,Y)={\mathrm{cov}(X,Y) \over \sigma_X \sigma_Y} ={E[(X-\mu_X)(Y-\mu_Y)] \over \sigma_X\sigma_Y}," S143 Q328
	Q193523 P2534 "V \propto T\," S143 Q328
	Q474930 P2534 "na + \frac{n(n-1)}{1\cdot 2} \Delta a + \frac{n(n-1)(n-2)}{1\cdot 2\cdot 3} \Delta^2 a +\cdots," S143 Q328
	Q245446 P2534 " \frac{dN}{dt}=rN\left(1 - \frac{N}{K}\right) \qquad \!" S143 Q328
	Q1137759 P2534 " 360 = 2 \times 2 \times 2 \times 3 \times 3 \times 5 = 2^3 \times 3^2 \times 5," S143 Q328
	Q817136 P2534 "\gamma_{\alpha\theta}+\gamma_{\theta\beta}\cos{\theta}+\gamma_{\alpha\beta}\cos{\alpha}\ = 0" S143 Q328
	Q5763587 P2534 "\sum_x \left\| x \right\rangle \left\| 0 \right\rangle" S143 Q328
	Q1464647 P2534 "\left(\sqrt3 - \frac{\sqrt2}2 \right) \cdot s\approx 1.0249s." S143 Q328
	Q741865 P2534 " \forall \varepsilon > 0\, \forall x \in I \, \exists \delta > 0\, \forall y \in I \, ( \, \|y-x\|<\delta \, \Rightarrow \, \|f(y)-f(x)\|<\varepsilon \, )," S143 Q328
	Q922012 P2534 " \limsup_{N\rightarrow\infty} \dfrac{\|A\cap [1,N]\|}{\pi(N)}>0," S143 Q328
	Q908686 P2534 " M \textbf{R}^2 \to \textbf{R}^2 " S143 Q328
	Q1538586 P2534 " V(r) = { 1 \over 4 \pi \varepsilon_0} {Z_1Z_2 e^2 \over r} \varphi(r/a)" S143 Q328
	Q1957365 P2534 "\varphi_{i}M\supset W_{i}\rightarrow U_{i}\subset\mathbb{R}^{n}" S143 Q328
	Q7097766 P2534 " A_o = 0.9 \approx 877 \ hours \ down \ time \ per \ year" S143 Q328
	Q573631 P2534 "S Y\to X" S143 Q328
	Q1225407 P2534 "\eta = K\dot{\gamma}^{n - 1}" S143 Q328
	Q3245113 P2534 " \tilde{e} = arg \max_{e \in e^} p(e\|f) = arg \max_{e\in e^} p(f\|e) p(e) ." S143 Q328
	Q865360 P2534 " J(A,B) = {{\|A \cap B\|}\over{\|A \cup B\|}} = {{\|A \cap B\|}\over{\|A\| + \|B\| - \|A \cap B\|}}." S143 Q328
	Q4791129 P2534 "\frac{1+2+3+6}{4}=3," S143 Q328
	Q3042809 P2534 " \begin{array}{ccc} O_K & \hookrightarrow & O_L \\ \downarrow & & \downarrow \\ K & \hookrightarrow & L \end{array} " S143 Q328
	Q5194340 P2534 "\displaystyle \omega_{m,n}(x) = \frac{e^{-x+\pi i (m/2-n)}}{\Gamma(1+n-m/2)}U(m/2-n,1+m,x)." S143 Q328
	Q1355804 P2534 "\int \cos(x)\,dx = \sin(x) + C." S143 Q328
	Q1028945 P2534 "A X A^{H} - X + Q = 0" S143 Q328
	Q1572357 P2534 "\begin{cases}p_{\alpha,y}V\to\mathbf{R} \\ x\mapsto p_\alpha(x-y) & y\in V, \alpha\in A\end{cases}" S143 Q328
	Q604374 P2534 " \frac{d \theta_i}{d t} = \omega_i + \frac{K}{N} \sum_{j=1}^{N} \sin(\theta_j - \theta_i), \qquad i = 1 \ldots N," S143 Q328
	Q5282034 P2534 "\left(g,h\right)_d=\frac{1}{m}\sum_{k=1}^{m}{g(x_k)h(x_k)}," S143 Q328
	Q4817337 P2534 "m_{\rm u} = \frac{m_{\rm e}}{A_{\rm r}({\rm e})} = \frac{2R_\infty h}{A_{\rm r}({\rm e})c\alpha^2}" S143 Q328
	Q13391536 P2534 "T = \frac{3600}{t}" S143 Q328
	Q17104140 P2534 " \textstyle x\in {N}," S143 Q328
	Q6018783 P2534 "\mathrm{ind}\,\mathfrak{g}=\min\limits_{\xi\in\mathfrak{g}^*} \mathrm{dim}\,\mathfrak{g}_\xi." S143 Q328
	Q7999135 P2534 " W(X,L^p) = \left\{ f\ \ \left(\int_{\mathbb{R}^d} \\|f(\cdot)\bar{g}(\cdot-x)\\|^p_X m(x)^p \, dx\right)^{1/p} < \infty\right\}, " S143 Q328
	Q5499950 P2534 " Y_N = N^{-1} X X^T \, " S143 Q328
	Q646245 P2534 "y = f(\vec{w}\cdot\vec{x}) = f\left(\sum_j w_j x_j\right)," S143 Q328
	Q5161150 P2534 " a^2-b^2 " S143 Q328
	Q906781 P2534 "J= \|\langle\psi (T)\| \phi_f\rangle\|^2 " S143 Q328
	Q219637 P2534 " x^2 \frac{d^2 y}{dx^2} + x \frac{dy}{dx} + (x^2 - \alpha^2)y = 0" S143 Q328
	Q5266996 P2534 "a - (a^{-1} + (b^{-1} - a)^{-1})^{-1} = aba" S143 Q328
	Q6719085 P2534 "u_t + F_x\left(u \right)=0. \, " S143 Q328
	Q25105401 P2534 "\nu_X X \to \mathbb{Z}" S143 Q328
	Q17005467 P2534 "\left(\sqrt3 - \frac{\sqrt2}2 \right) \cdot s\approx 1.0249s." S143 Q328
	Q6143358 P2534 " Y = \alpha_0 + \alpha_1 X + \varepsilon. \, " S143 Q328
	Q723694 P2534 "x \mapsto \frac{1} {x}," S143 Q328
	Q3503302 P2534 " p,\, f(p),\, f(f(p)),\, f^3(p),\, f^4(p),\, \ldots" S143 Q328
	Q7249549 P2534 " \ Q_T P_W Q_T \psi_n=\lambda_n\psi_n," S143 Q328
	Q3756532 P2534 " a \equiv b \pmod{m}" S143 Q328
	Q4682912 P2534 "\{Q_I, Q_J\} = 2 i \delta _{I J} \partial_\tau ." S143 Q328
	Q4454070 P2534 "\nabla_{v}(f^{i}\mathrm X_{i})=(vf^{i})\mathrm X_{i}(p)\,," S143 Q328
	Q187868 P2534 "{4 \choose 1}\left[{1 \choose 1}{47 \choose 2} + {9 \choose 1}{46 \choose 2}\right] = 41,584" S143 Q328
	Q2180989 P2534 "\epsilon = 1 + \frac{1}{B^2}c^2 \mu_0 \rho" S143 Q328
	Q4907583 P2534 " \alpha_1x_1+\alpha_2x_2+\cdots+\alpha_nx_n" S143 Q328
	Q3743693 P2534 "\left(\frac{\partial S}{\partial X}\right)_U=0 &nbsp;&nbsp;&nbsp;&nbsp; and &nbsp;&nbsp;&nbsp;&nbsp; \left(\frac{\partial ^2S}{\partial X^2}\right)_U < 0&nbsp;&nbsp;&nbsp;&nbsp; at equilibrium." S143 Q328
	Q7606831 P2534 "(a,b)=\begin{cases}1,&\mbox{ if }z^2=ax^2+by^2\mbox{ has a non-zero solution }(x,y,z)\in F^3;\\-1,&\mbox{ if not.}\end{cases}" S143 Q328
	Q5347247 P2534 "M=\frac{\max x + \min x}{2}." S143 Q328
	Q2518149 P2534 "S(t,u) = v + u q(t)," S143 Q328
	Q1090038 P2534 "{d \over dx} p_n(x) = np_{n-1}(x)," S143 Q328
	Q1371213 P2534 "r_i = \frac{\sqrt{6}}{3}a \approx 0.816\,496\,5809a, {{OEIS2C\|A157697}}" S143 Q328
	Q5446378 P2534 " V_f is the [[fiber]] volume [[ratio]]" S143 Q328
	Q4382845 P2534 "f' \circ f \colon f^{-1}(V \cap U') \to f'(V \cap U')." S143 Q328
	Q5282057 P2534 "\alpha_k = \frac{1}{2 \pi}\int_0 ^{2 \pi} e^{-ikt}\,d \mu(t)." S143 Q328
	Q7242626 P2534 " \text{PoS} = \frac {\text{value of best Nash equilibrium}} {\text{value of optimal solution}},\ \text{PoS} \geq 0." S143 Q328
	Q3890342 P2534 "\left( \frac{3}{\sqrt{10}},\ \sqrt{3 \over 2},\ \pm\sqrt{3},\ \pm1\right)" S143 Q328
	Q6957075 P2534 " \begin{matrix} c^{\phi(n)/p_i} &\equiv& x^{\sigma \phi(n)/p_i} g^{m\phi(n)/p_i} \mod n\\ &\equiv& g^{(m_i + y_ip_i)\phi(n)/p_i} \mod n \\ &\equiv& g^{m_i\phi(n)/p_i} \mod n \end{matrix}" S143 Q328
	Q5445112 P2534 "( \ell_{\ast} \mu ) (A) = \mu ( \ell^{-1} (A) ), " S143 Q328
	Q19622279 P2534 " \operatorname{Coshc}(z)=\frac {\cosh(z) }{z}" S143 Q328
	Q114799 P2534 "1;24,51,10=1+\frac{24}{60}+\frac{51}{60^2}+\frac{10}{60^3}=\frac{30547}{21600}\approx 1.41421296\ldots<ref>[http//it.stlawu.edu/%7Edmelvill/mesomath/tablets/YBC7289.html YBC 7289 clay tablet]</ref>" S143 Q328
	Q786973 P2534 "C_{XX}(t,s) = \text{cov}(X_t, X_s) = E[(X_t - \mu_t)(X_s - \mu_s)] = E[X_t X_s] - \mu_t \mu_s.\," S143 Q328
	Q7380006 P2534 " \phi(t) = \arctan\left(\frac {\Delta Yt} {\Delta Xt} \right) . " S143 Q328
	Q5399579 P2534 "\operatorname{ess.im}(f) = \left\{z \in \mathbb{C} \mid \text{for all}\ \varepsilon > 0 \mu(\{x \|f(x) - z\| < \varepsilon\}) > 0\right\}" S143 Q328
	Q5156153 P2534 "11543117 = 226^3 + 1 = 211 \times 227 \times 241" S143 Q328
	Q2993315 P2534 "\sum_{i=1}^n [{\rm rank}(H\cap a_iKa_{i}^{-1})-1] \le ({\rm rank}(H)-1)({\rm rank}(K)-1)." S143 Q328
	Q6883441 P2534 "y(z) = \sum_{k = 0}^\infty y_kz^k" S143 Q328
	Q12212546 P2534 " H=H_S+H_B+H_{SB} " S143 Q328
	Q5571878 P2534 "v \otimes w \, " S143 Q328
	Q3262595 P2534 " W(y) = \begin{cases} 1, & y < y* \\ 2, & y > y* \end{cases}" S143 Q328
	Q853178 P2534 " \boldsymbol{D} = \varepsilon_0 \boldsymbol{E} + \boldsymbol{P}\ ." S143 Q328
	Q5448831 P2534 "1- \exp\left( - F \frac{\pi r^2}{S}\alpha L \right) ," S143 Q328
	Q275393 P2534 "{E} = \begin{matrix} \frac{1}{2} \end{matrix} \hbar \omega \ ." S143 Q328
	Q5251439 P2534 "DICE=3.00 + \frac{13HR + 3(BB + HBP) - 2K}{IP}" S143 Q328
	Q902476 P2534 "c = \frac{r P}{1-(1+r)^{-N}} = \frac {rP(1+r)^N}{(1+r)^N-1}." S143 Q328
	Q131276 P2534 "0\cdot 8 + 3\cdot 7 + 7\cdot 6 + 8\cdot 5 + 5\cdot 4 + 9\cdot 3 + 5\cdot 2" S143 Q328
	Q1058681 P2534 "P(x,D)=\sum_{\|\alpha\|\le m}a_\alpha(x) D^\alpha\ , " S143 Q328
	Q5436946 P2534 "\begin{bmatrix} A & B \\ C & D \end{bmatrix}^{-1} = \begin{bmatrix} A^{-1}+A^{-1}B(D-CA^{-1}B)^{-1}CA^{-1} & -A^{-1}B(D-CA^{-1}B)^{-1} \\ -(D-CA^{-1}B)^{-1}CA^{-1} & (D-CA^{-1}B)^{-1} \end{bmatrix}" S143 Q328
	Q4530679 P2534 "x_{\mathrm{ZOH}}(t)\,= \sum_{n=-\infty}^{\infty} x[n]\cdot \mathrm{rect} \left(\frac{t-T/2 -nT}{T} \right) \ " S143 Q328
	Q3259177 P2534 "\lambda_{c} = \sqrt{\frac{\gamma}{\rho g}}," S143 Q328
	Q1826358 P2534 "D(\mathbf{r}) = \int_{-L/2}^{L/2} k(s)N(\boldsymbol{\sigma}_{\mathbf{r}}(s)) ds" S143 Q328
	Q7090038 P2534 "\Omega_i(G) = \langle \{g g^{p^i} = 1 \} \rangle. <!-- Ω -->" S143 Q328
	Q7783550 P2534 "\Theta_\Lambda(\tau) = \sum_{x\in\Lambda}e^{i\pi\tau\\|x\\|^2}\qquad\mathrm{Im}\,\tau > 0." S143 Q328
	Q4489310 P2534 "A \leq_T B" S143 Q328
	Q809690 P2534 "r_1 = a \cdot {m_2 \over m_1 + m_2} = {a \over 1 + m_1/m_2}" S143 Q328
	Q11523 P2534 "I(x) = I_0 \cdot e ^{-\mu x}" S143 Q328
	Q2992284 P2534 " \frac{\partial^m }{\partial x_1^m} \phi(a_1,x_2,...,x_n) = \frac{\partial^m }{\partial x_1^m} \phi(b_1,x_2,...,x_n), " S143 Q328
	Q2933935 P2534 "1^3+2^3+3^3+6^3=(1^3+2^3)(1^3+3^3)=252." S143 Q328
	Q1569997 P2534 "a \uparrow^m b = \underbrace{a \uparrow^{m-1} \left(a \uparrow^{m-1} \left[a \uparrow^{m-1} \left(\ldots \left[a \uparrow^{m-1} \left(a \uparrow^{m-1} a\right)\right] \ldots \right)\right]\right)}_{\displaystyle b\mbox{ copies of }a},\quad m \geq 0" S143 Q328
	Q831933 P2534 "f{\mathbb R} \rightarrow {\mathbb R}," S143 Q328
	Q47270 P2534 " n = \sum_{i=1}^k{m_i}." S143 Q328
	Q7572955 P2534 "\hat{A}^\bullet\, \hat{B}^\bullet \equiv \hat{A}\,\hat{B}\, - \mathopen{} \hat{A}\,\hat{B} \mathclose{}" S143 Q328
	Q6423063 P2534 " \tau(x)=\inf r(x,y,z),\, " S143 Q328
	Q2735407 P2534 "\frac{dP(r)}{dr}=-\frac{G}{r^2}\left[\rho(r)+\frac{P(r)}{c^2}\right]\left[M(r)+4\pi r^3 \frac{P(r)}{c^2}\right]\left[1-\frac{2GM(r)}{c^2r}\right]^{-1} \;" S143 Q328
	Q7622689 P2534 "I_{str}=-\frac{\epsilon_{rs}\epsilon_0 a^2 \pi}{\eta} \frac{\Delta P}{L} \zeta ." S143 Q328
	Q7512410 P2534 " S is the sigma heat of the air (in BTU/lb)," S143 Q328
	Q1230226 P2534 "i = \frac{n!}{(n-2p)!\ p!\ 2^{p}}" S143 Q328
	Q3308839 P2534 " \lambda^=\frac{\frac{\partial u(x^_1,x^_2)}{\partial x_1}}{p_1}= \frac{\frac{\partial u(x^_1,x^*_2)}{\partial x_2}}{p_2}" S143 Q328
	Q5160257 P2534 "\mathcal{L}_X g=\varphi g" S143 Q328
	Q1018162 P2534 "G(\omega) = {\frac{1} \sqrt{1+{\omega}^{2n}}}," S143 Q328
	Q7300166 P2534 "\mathcal{M}\left\{\bigcup_{i=1}^\infty\Lambda_i\right\}\le\sum_{i=1}^\infty\mathcal{M}\{\Lambda_i\}." S143 Q328
	Q17103861 P2534 " D(t) = 1 + D_1 t + D_2 t^2 + \cdots\, " S143 Q328
	Q1364056 P2534 "RPM = {Cutting Speed\times 12 \over \pi \times Diameter}" S143 Q328
	Q946860 P2534 " x(k+1) = A x(k) + B u(k)" S143 Q328
	Q4861566 P2534 " \zeta_N(s,w\|a_1,...,a_N)=\sum_{n_1,\dots,n_N\ge 0}\frac{1}{(w+n_1a_1+\cdots+n_Na_N)^s}" S143 Q328
	Q384836 P2534 "F = \mu\N" S143 Q328
	Q11651 P2534 "I = \frac{V}{R}" S143 Q328
	Q1326776 P2534 " \int \| K(x, y) \|^2 dy < \infty " S143 Q328
	Q657469 P2534 "f X \rightarrow X\," S143 Q328
	Q205258 P2534 "PV_\text{fixed} = N \times C \times \sum_{i=1}^n \left( \tilde \delta_i \times P^D(\tilde t_i) \right)" S143 Q328
	Q17153319 P2534 "F_{O_2loop}=\frac{(P_{amb}K_{bellows}K_E+1)F_{O_2feed}-1}{P_{amb}K_{bellows}K_E}" S143 Q328
	Q787371 P2534 "\frac{dy}{dx} = \frac{dy}{dw} \frac{dw}{dx}" S143 Q328Q12662272 P2534 "HPR_n \ = \ \frac{Income + P_{n+1} - P_n}{P_n}" S143 Q328
	Q550402 P2534 "a,\ a+d,\ a+2d,\ a+3d,\ \dots,\ " S143 Q328
	Q7565149 P2534 " S_{source} = J\Phi" S143 Q328
	Q7557904 P2534 "\frac{y'}{y} = \ln 3" S143 Q328
	Q877802 P2534 " (Tf)(u) = \int \limits_{t_1}^{t_2} K(t, u)\, f(t)\, dt" S143 Q328
	Q17104381 P2534 " X = UU^T X VV^T = U (U^T XV) V^T = U \Sigma V^T " S143 Q328
	Q5611303 P2534 "\bar{x}=\frac{\sum{f\,x}}{\sum{f}} ." S143 Q328
	Q1503307 P2534 " dS_t = \mu S_t\,dt + \sigma S_t\,dW_t " S143 Q328
	Q5449244 P2534 "\mathrm{d} Y_{t} = b(t, Y_{t}) \, \mathrm{d} t + \sigma (t, Y_{t}) \, \mathrm{d} B_{t}," S143 Q328
	Q4822775 P2534 " 0 \rightarrow k[x]/(x^m) \rightarrow k[x]/(x^{m+1}) \oplus k[x]/(x^{m-1}) \rightarrow k[x]/(x^{m}) \rightarrow 0" S143 Q328
	Q5280765 P2534 "\mathcal{E}(u) = \int_{\mathbb{R}^n} \|\nabla u\|^2\;dx" S143 Q328
	Q6787866 P2534 " A = S B \bar{S}^{-1} \, " S143 Q328
	Q4891358 P2534 "\int_{\Lambda^n}\theta_{n}\cdots\theta_{1}\,\mathrm{d}\theta=1," S143 Q328
	Q5532459 P2534 "a(x,t) dt + b(x,t) \eta \sqrt{dt}" S143 Q328
	Q2496499 P2534 "f_1(z)=\frac{(1-i)z}{2}" S143 Q328
	Q7100094 P2534 "\sum_i{\left(\frac{1}{r} \frac{d \psi}{dr}\frac{\partial x_i}{\partial x_i}+x_i\frac{d \psi}{dr}\frac{\partial}{\partial x_i}\frac{1}{r}+\frac{x_i}{r}\frac{\partial}{\partial x_i}\frac{d\psi}{dr}\right)}" S143 Q328
	Q788009 P2534 "\frac{d}{dt}x(t)=f(x(t))" S143 Q328
	Q126932 P2534 "\log \gamma_{\pm} = \frac{-A_\gamma I^{1/2}}{1+I^{1/2} }+\beta b." S143 Q328
	Q2400580 P2534 "\Sigma a_n q^n" S143 Q328
	Q855192 P2534 "\tau = \tau \to \tau \mid T \quad \mathrm{where} \quad T \in B." S143 Q328
	Q1993173 P2534 "C = \varepsilon \cdot \frac{A}{d}" S143 Q328
	Q384871 P2534 " A = \frac{E[\mathrm{uptime}]}{E[\mathrm{uptime}]+E[\mathrm{downtime}]}" S143 Q328
	Q17148738 P2534 "\langle T_{ij}\rangle = T_i\frac{m_i n_j}{(m_i+s_{ij})(m_i + n_{j} + s_{ij})}." S143 Q328
	Q7833064 P2534 "d1=sin(trajpar \cdot 8\pi)" S143 Q328
	Q715746 P2534 "\omega = \frac {2 \pi}{T} = 2\pi f = \frac{d\theta}{dt} \ and the units are radians/second" S143 Q328
	Q808592 P2534 "{P}=P_b \cdot \left[\frac{T_b}{T_b + L_b\cdot(h-h_b)}\right]^{\textstyle \frac{g_0 \cdot M}{R^* \cdot L_b}}" S143 Q328
	Q1751859 P2534 "^{2S+1} \Lambda (v)" S143 Q328
	Q5161701 P2534 " x^{12} - 4x^8 - 8x^7 - 4x^6 + 2x^4 + 8x^3 + 12x^2 + 8x + 2" S143 Q328
	Q2890543 P2534 "n_1 = \sqrt{n_0 n_S}," S143 Q328
	Q25304378 P2534 " \operatorname{St}(\Omega)=\{x+ye_nx+ze_n\in \Omega \text{ for some } z \text{ and } \|y\|\leq\frac{1}{2} \|\Omega\cap L_x\|\}." S143 Q328
	Q11703678 P2534 " \pi E \to B" S143 Q328
	Q5155341 P2534 " u_t+(u^m)_x+(u^n)_{xxx}=0\," S143 Q328
	Q827139 P2534 "P(e')=\{a\in B\mid aB^\cap L(e')\ne\emptyset\}, D(e')=\{a\in B\mid B^a\cap L(e')\ne\emptyset\} " S143 Q328
	Q8067817 P2534 "\beta=-\frac{1}{V}\frac{\partial V}{\partial p}" S143 Q328
	Q1807064 P2534 "f_i(\vec{x}+\vec{e}_i\delta_t,t+\delta_t) = f_i(\vec{x},t) + \frac{1}{\tau_f} (f_i^{eq}-f_i)." S143 Q328
	Q4116830 P2534 "E = \frac{hc}{\lambda} = h\nu," S143 Q328
	Q5175289 P2534 "f^*\Omega_{Y/Z} \to \Omega_{X/Z} \to \Omega_{X/Y} \to 0." S143 Q328
	Q3354622 P2534 "X= \{X_1, X_2, \dots \}\," S143 Q328
	Q338057 P2534 " \forall a,b \in A, \;\; f(a)=f(b) \Rightarrow a=b" S143 Q328
	Q1072483 P2534 " x = \rho \cos (\alpha \theta), \ " S143 Q328
	Q4947448 P2534 "\bar\psi_-\psi_+ = \exp(i\phi),\qquad \bar\psi_-\psi_+ = \exp(-i\phi)<ref>" S143 Q328
	Q1151466 P2534 "p^e = p^{e}_{-1} + \lambda (p - p^{e}_{-1})" S143 Q328
	Q1136979 P2534 " P(t,T) = \mathbb{E}^Q\left[\left. \exp{\left(-\int_t^T r_s\, ds\right) } \right\| \mathcal{F}_t \right] " S143 Q328
	Q17012383 P2534 "K_i^G(X) = \pi_i(B^+ \operatorname{Coh}^G(X))." S143 Q328
	Q7892376 P2534 " A_{n} = \frac{P}{\sqrt{n(n+1)}} " S143 Q328
	Q1227387 P2534 "\delta_{x} (A) = 1_A(x)= \begin{cases} 0, & x \not \in A; \\ 1, & x \in A. \end{cases}" S143 Q328
	Q5160255 P2534 " \mathrm{rad}(z,D) = \frac{1}{f'(z)}\,." S143 Q328
	Q475239 P2534 "\mathrm{proj}_{\mathbf{u}}\,(\mathbf{v}) = {\langle \mathbf{v}, \mathbf{u}\rangle\over\langle \mathbf{u}, \mathbf{u}\rangle}\mathbf{u} , " S143 Q328
	Q7828142 P2534 "E_d = - \left(\left(Q_2-Q_1\right)/ \left(P_2- P_1\right)\right) \cdot \left(P_1/Q_1\right)" S143 Q328
	Q3027666 P2534 " \Gamma = \nu e^{-E_\mathrm{diff} /k_BT} \qquad \text{(eq. 1)}" S143 Q328
	Q1369453 P2534 "\sqrt{5} = e^{2 \pi i / 5} - e^{4 \pi i / 5} - e^{6 \pi i / 5} + e^{8 \pi i / 5}." S143 Q328
	Q4075274 P2534 " c\left( \sum_n \| a_n\|^2 \right) \leq \left\Vert \sum_n a_n x_n \right\Vert^2 \leq C \left( \sum_n \| a_n\|^2 \right) " S143 Q328
	Q1106171 P2534 "\gamma=P(l<X<u)=P\left(\frac{l-\mu}{\sigma}<\frac{X-\mu}{\sigma}<\frac{u-\mu}{\sigma}\right)=P\left(\frac{l-\mu}{\sigma}<Z<\frac{u-\mu}{\sigma}\right)," S143 Q328
	Q4339852 P2534 " \text{Relative change}(x, x_\text{reference}) = \frac{\text{Actual change}}{x_\text{reference}} = \frac{\Delta}{x_\text{reference}} = \frac{x - x_\text{reference}}{x_\text{reference}}." S143 Q328
	Q7168619 P2534 "X_b \hookrightarrow f^{-1}(U) \cong X_0 \times U \twoheadrightarrow X_0" S143 Q328
	Q3284444 P2534 " y(s) = s^2 \," S143 Q328
	Q612409 P2534 "\omega = {{2 \pi} \over T} = {2 \pi f} , " S143 Q328Q898249 P2534 "\mathrm{Ra}_{x} = \frac{g \beta} {\nu \alpha} (T_s - T_\infin) x^3 = \mathrm{Gr}_{x}\mathrm{Pr} " S143 Q328
	Q5353562 P2534 "\\|\beta\\|_1 = \textstyle \sum_{j=1}^p \|\beta_j\|." S143 Q328
	Q7449405 P2534 "\left(\frac{x}{a}\right)^{2}+\left(\frac{y}{b}\right)^{2}=1.\,\!" S143 Q328
	Q6664610 P2534 "M \to M \quad m \mapsto r \cdot m." S143 Q328
	Q1220611 P2534 " \rho_k = rank(A - \lambda_i I)^{k-1} - rank(A - \lambda_i I)^k \qquad (k = 1, 2, \ldots , m_i)." S143 Q328
	Q2804680 P2534 "a+b = 10\,\!" S143 Q328
	Q5447297 P2534 " M=6(N-1-j)+\sum_{i=1}^j f_i," S143 Q328
	Q6957077 P2534 "c \equiv \prod_{i=0}^n v_i^{x_i} \mod p" S143 Q328
	Q7950210 P2534 "WHIS = \frac{\alpha_i}{\beta_i} " S143 Q328
	Q1454008 P2534 " {\left(\frac{^{207}Pb}{^{204}Pb}\right)_{P}} = {\left(\frac{^{207}Pb}{^{204}Pb}\right)_{I}} + {\left(\frac{^{235}U}{^{204}Pb}\right)_{P}} {\left({e^{\lambda_{235}t}-1}\right)} " S143 Q328
	Q3990742 P2534 " \operatorname{GDP\ deflator} = \frac{\operatorname{Nominal\ GDP}}{\operatorname{Real\ GDP}}\times 100" S143 Q328
	Q6602900 P2534 " \mbox{absolute margin of victory} = \begin{cases}0; & w \le \frac{c}{2} \\ w - \max\{r, \frac{c}{2}\}; & w > \frac{c}{2} \end{cases}" S143 Q328
	Q692689 P2534 " X = \coprod_{j\in J}X_j" S143 Q328
	Q5517209 P2534 "G = \frac{{\rm d}}{{\rm d}z}\ln(P)=\frac{ {\rm d}P /{\rm d} z}{P}" S143 Q328
	Q284885 P2534 "F(x_1+x_2)=F(x_1)+F(x_2) \,{{pad\|3em}}'''Additivity'''" S143 Q328
	Q17145835 P2534 "OC = \sqrt{OA^2 - AC^2}" S143 Q328
	Q24237838 P2534 "Normal consumption \times Length \times 1{,}16^{Incline} \times friction coefficient" S143 Q328
	Q2168094 P2534 " R_\mathrm{VARIMAX} = \operatorname{arg}\max_R \left(\frac{1}{p}\sum_{j=1}^k \sum_{i=1}^p (\Lambda R)^4_{ij} - \sum_{j=1}^k \left(\frac{1}{p}\sum_{i=1}^p (\Lambda R)^2_{ij}\right)^2\right)." S143 Q328
	Q1069378 P2534 " f_m(X) \partial_X^m + f_{m-1}(X) \partial_X^{m-1} + \cdots + f_1(X) \partial_X + f_0(X)." S143 Q328
	Q918548 P2534 "Tr\,60 \times 9" S143 Q328
	Q595298 P2534 "F(U) \rightarrow \prod_{i} F(U_i) {{{} \atop \longrightarrow}\atop{\longrightarrow \atop {}}} \prod_{i, j} F(U_i \cap U_j)." S143 Q328
	Q15402251 P2534 "\frac{(d-2)(d-3)^2(d-4)}{12}-\frac{g(d^2-7d+13-g)}{2}." S143 Q328
	Q171516 P2534 "\lambda' - \lambda = \frac{h}{m_e c}(1-\cos{\theta})," S143 Q328
	Q6889814 P2534 "\mathbf{m} = \prod_{\mathbf{p}} \mathbf{p}^{\nu(\mathbf{p})},\,\,\nu(\mathbf{p})\geq0 " S143 Q328
	Q7133037 P2534 "\mathbf{u} = {1\over{2 \mu}} \left[ \nabla ( \mathbf{x} \cdot \mathbf{\Phi} + \chi) - 2 \mathbf{\Phi} \right]" S143 Q328
	Q5598087 P2534 "m \frac{d \vec{v}}{dt} = \vec{F} - mg \hat{k}\;." S143 Q328
	Q428134 P2534 " \underline{y} = X \underline{\beta} + \underline{\varepsilon},\quad (\underline{y},\underline{\varepsilon} \in \mathbb{R}^n, \underline{\beta} \in \mathbb{R}^K \text{ and } X\in\mathbb{R}^{n\times K}) " S143 Q328
	Q6516736 P2534 "0 \to \underline{\mathbf{Z}} \stackrel{2\pi i}{\longrightarrow} \mathcal{O}_X \stackrel{\operatorname{exp}}{\longrightarrow} \mathcal{O}_X^\times \to 0." S143 Q328
	Q902412 P2534 "\begin{matrix}\mathrm{6\; CO_2 + 6\; H_2O \quad \longrightarrow \;C_6H_{12}O_6 + 6\; O_2} \qquad \Delta H^0 = + 2 870\ \frac{\mathrm{kJ}}{\mathrm{mol}}\end{matrix}" S143 Q328
	Q1241734 P2534 "\|E\|= \sqrt{E_x^2+E_y^2+E_z^2}" S143 Q328
	Q25304516 P2534 " Pr(t\|B_i^+) = 1 - \prod_j \left( 1 -Pr\left(t\|B_{ij}^+\right) \right)" S143 Q328
	Q2285809 P2534 "\varphi(x\alpha, y\beta) = \alpha\varphi(x, y)\beta, \quad \forall x,y \in V, \forall \alpha,\beta \in F." S143 Q328
	Q2444525 P2534 " \chi(X,E) = \sum_{i=0}^{\dim_{\mathbb{C}} X} (-1)^{i} \dim_{\mathbb{C}} H^{i}(X,E) " S143 Q328
	Q6056721 P2534 " H_i(X,\mathbb{Q}) \times H_{n-i}(X,\mathbb{Q}) \to H_0(X,\mathbb{Q}) \cong \mathbb{Q}." S143 Q328
	Q3048963 P2534 " \xi(t)=A\Bigl(1 -e^{-\frac{t}{\tau}}\Bigr)" S143 Q328
	Q7116942 P2534 " p = ky " S143 Q328
	Q526221 P2534 "G(\chi) = G(\chi, \psi)= \sum \chi(r)\cdot \psi(r)" S143 Q328
	Q5311783 P2534 "d_{X}(s, t) = \sqrt{\mathbf{E} \big[ \| X_{s} - X_{t} \|^{2} ]}. \, " S143 Q328
	Q17030352 P2534 "X^2=\frac{\sum_{i=1}^L(S_i^A-\widehat{E}(S_i^A))^2}{\widehat{V}ar(S_i^A)}" S143 Q328
	Q161064 P2534 "H = U + p V," S143 Q328
	Q3526727 P2534 "v(x_i) = au(x_i) + b\!," S143 Q328
	Q7099 P2534 "A_{1} \subset A_{2} \subset A_{3} \subset \cdots." S143 Q328
	Q5511127 P2534 " \mathrm{ROV} = \frac{A(\mathrm{Pos})}{A(\mathrm{Pos})+A(\mathrm{Neg})} \times E[A_+]" S143 Q328
	Q15813392 P2534 "\vartheta(x;q,a) = \sum_{p\leq x \,;\, p \equiv a \bmod q} \log p \ " S143 Q328
	Q1140419 P2534 "~f(\omega)=\int f(t) \exp(i\omega t) {\rm d}t ." S143 Q328
	Q612991 P2534 " H_{ij} = \frac{1}{i+j-1}. " S143 Q328
	Q1030759 P2534 "x_{n+1}=f(x_n), \, n=0, 1, 2, \dots" S143 Q328
	Q942552 P2534 "L = 2\ln(r) " S143 Q328
	Q1192869 P2534 "u(x)=\int_{\partial D} \nu(s) \frac{\partial G(x,s)}{\partial n} ds" S143 Q328
	Q1862434 P2534 "\oint_K \kappa \,ds \leq 4\pi," S143 Q328
	Q897010 P2534 " \Delta G = \Delta H- T \cdot \Delta S" S143 Q328
	Q7135228 P2534 "R^+ \times R^+ \times S^1 ." S143 Q328
	Q1308481 P2534 "\varphi\colon \mathbb{R} \rightarrow G" S143 Q328
	Q5426031 P2534 "\operatorname{PerfMatch}(G) = \sum_{M \in PM(\|V\|)} \prod_{(i,j) \in M} A_{i j}." S143 Q328
	Q385593 P2534 "y_t = c + A_1 y_{t-1} + A_2 y_{t-2} + \cdots + A_p y_{t-p} + e_t, \, " S143 Q328
	Q1960028 P2534 "NER value=\frac{N - E - R}{N} * 100." S143 Q328
	Q200924 P2534 "v_o \approx {2 \pi a \over T}" S143 Q328
	Q860929 P2534 "(f_{*} (\mu)) (B) = \mu \left( f^{-1} (B) \right) \mbox{ for } B \in \Sigma_{2}." S143 Q328
	Q3489473 P2534 "F_X(x) = \Pr(X \le x) = p.\," S143 Q328
	Q7265299 P2534 "zcr = \frac{1}{T-1} \sum_{t=1}^{T-1} \mathbb{1}_{ \mathbb{R}_{< 0} } (s_t s_{t-1}) " S143 Q328
	Q136713 P2534 "{{r_p}\over{r_a}}={{1-e}\over{1+e}}={{0.723}\over{1.277}}=0.566" S143 Q328
	Q3075209 P2534 "\frac{p'(x)}{p(x)} + \frac{a+x-\lambda}{b_2 (x-\lambda)^2 + b_1 (x-\lambda) + b_0} = 0. \qquad (1) \!" S143 Q328
	Q7834282 P2534 "<math chem>\sum_{b=0}^{a} x_b {_{a}^{b}} \ \ce{S ->} \sum_{d=0}^c y_d {_c^d} \ \ce{P}." S143 Q328
	Q7410141 P2534 "\hat{R}_u (k) = (1/k) \sum(x(k) x^H(k))." S143 Q328Q15077924 P2534 "\frac{P_e P_p}{P_H}= k T \exp\left(-\frac{I}{k T}\right)\frac{Z_e}{V}" S143 Q328
	Q4770043 P2534 "g^{y_i} = \prod_{j<i} g^{x_j} / \prod_{j>i} g^{x_j}" S143 Q328
	Q4839759 P2534 "y=Hx+w" S143 Q328
	Q1057968 P2534 "p^a q^b\ " S143 Q328
	Q7263299 P2534 "\cos \varphi = - \frac {\cos(\angle \mathrm{RCC})} {\cos(\frac{1}{2}\angle \mathrm{RCR})} " S143 Q328
	Q544369 P2534 "F_n(x)=\frac{1}{n}\sum_{i=1}^n I_{(-\infty,x]}(X_i)," S143 Q328
	Q1376323 P2534 "\underbrace{\vec v_{M\|E}}_{50\;km/hr}=\underbrace{\vec v_{M\|T}}_{10\;km/hr}+\underbrace{\vec v_{T\|E}}_{40\;km/hr}\,," S143 Q328
	Q5872687 P2534 "\tau_{A} (\omega) = \inf \{ t \in T \| X_{t} (\omega) \in A \}." S143 Q328
	Q447429 P2534 "C = \varepsilon \cdot \frac{A}{d}" S143 Q328
	Q5508962 P2534 " \left\vert A_d \right\vert = \frac{w(d)}{d} X + R_d . " S143 Q328
	Q352923 P2534 "h = 90^\circ - z \,." S143 Q328
	Q1068763 P2534 " A \to B" S143 Q328
	Q5457836 P2534 " f(x) \sim \lim_{n\to\infty}\sum_{k=0}^n\frac{f^{(k)}(x_0)}{k!}(x-x_0)^k . " S143 Q328
	Q4130 P2534 " -\frac {G m_1 m_2}{r^2} = m_2 A_2 " S143 Q328
	Q5612503 P2534 " \mathcal{E}^0 \subseteq \mathcal{E}^1 \subseteq \mathcal{E}^2 \subseteq \cdots " S143 Q328
	Q7160906 P2534 "\tau_\mathrm{PN} = Ge^{-2{\pi}W/b}" S143 Q328
	Q313742 P2534 "d=2\sqrt{f\lambda}" S143 Q328
	Q4699087 P2534 "\eta(x,t)\, =\, a\, \cos\, \left( kx\, -\, \omega t\right)" S143 Q328
	Q5019833 P2534 "\int_\Sigma \mathrm{vol}_\Sigma = \int_\Sigma \phi = \int_{\Sigma'} \phi \leq \int_{\Sigma'} \mathrm{vol}_{\Sigma'}" S143 Q328
	Q1476020 P2534 " V_B=\frac{Bpd}{\ln(Apd)-ln[ln(1+\frac{1}{\gamma_{se}})]}" S143 Q328
	Q2957735 P2534 " \mathbf {D_{\mu\nu}} = \mathbf{2}\sum_{i} \mathbf {C_{\mu i}} \mathbf {C_{\nu i}^*} " S143 Q328
	Q980329 P2534 "(v_1,v_2,v_3). \, " S143 Q328
	Q769909 P2534 "X_w(a,b)=\frac{1}{\|a\|^{1/2}} \int_{-\infty}^{\infty} x(t)\overline\psi\left(\frac{t-b}{a}\right)\, dt" S143 Q328
	Q145623 P2534 " \bar{M} = \sum_i x_i M_i \," S143 Q328
	Q7858515 P2534 " (x_1,y_1) + (x_2,y_2) = \left(\frac{x_1y_2+y_1x_2}{1+dx_1x_2y_1y_2} , \frac{y_1y_2-ax_1x_2}{1-dx_1x_2y_1y_2}\right)" S143 Q328
	Q1357788 P2534 "\theta \approx \dfrac aD" S143 Q328
	Q17103552 P2534 "Q(z_1,\ldots z_n) = z_1^2+ z_2^2+\cdots+z_n^2." S143 Q328
	Q3085391 P2534 " \mu_\mathrm{B} = \mu_\mathrm{B}^{\ominus} + RT \ln x_\mathrm{B} \," S143 Q328
	Q17155550 P2534 " H = \sum_i -\frac{\hbar^2}{2m_i}\nabla_{q_i}^2 + V(\mathbf{q},\mathbf{R}) ," S143 Q328
	Q6015779 P2534 "{\underline{Z}(\mathbf{r},\omega) = \frac{\underline{p}(\mathbf{r},\omega)}{\underline{v}(\mathbf{r},\omega)}}" S143 Q328
	Q5501344 P2534 "\begin{cases} \mathrm{d} X_{t}^{\varepsilon} = b(X_{t}^{\varepsilon}) \, \mathrm{d} t + \sqrt{\varepsilon} \, \mathrm{d} B_{t}; \\ X_{0}^{\varepsilon} = 0; \end{cases}" S143 Q328
	Q17103321 P2534 " \int\limits_D F(x) \, \mathrm{d}x = 0 ~ \forall D \subset \Omega ~ \Rightarrow ~ F(x) = 0 ~ \forall x \in \Omega" S143 Q328
	Q2140269 P2534 " \Delta = \frac{2\pi t }{\lambda} C ( \sigma_{1} - \sigma_{2}) " S143 Q328
	Q1150815 P2534 "\sqrt{3}." S143 Q328
	Q913012 P2534 " L(x) = \begin{cases} \operatorname{sinc}(x)\, \operatorname{sinc}(x/a) & \text{if}\;\; -a < x < a\\ 0 & \text{otherwise} \end{cases} " S143 Q328
	Q4735170 P2534 " K \subseteq A \leftrightarrow \exists H \exists J[\langle H,J,K \rangle \in R_0 \wedge H \subseteq B \wedge J \subseteq \alpha / B ]," S143 Q328
	Q18206582 P2534 "\psi'(\{r_n\})=\exp\left(\frac{ie}{\hbar}\sum_j\chi(r_j)\right)\psi(\{r_n\})" S143 Q328
	Q567560 P2534 "\sum_{all ~doublets}\!\!\!\! \mathrm{Tr} ~T^a T^b Y \propto \delta^{ab} \sum_{all ~doublets} Y=\sum_{all ~doublets} Q =0 ~, " S143 Q328
	Q1757673 P2534 "n_s=2 f_s/p<ref name=sunilsaharan>http//electrical.sunilsaharan.in/2010/07/linear-induction-motor-working.html</ref>" S143 Q328
	Q3406206 P2534 "{4 \choose 1}\left[{1 \choose 1}{47 \choose 2} + {9 \choose 1}{46 \choose 2}\right] = 41,584" S143 Q328
	Q1463705 P2534 "x^2 - y^2 = n\,\!" S143 Q328
	Q2996684 P2534 "fg(s) = \begin{cases}f(2s) & 0\leq s \leq \frac{1}{2} \\ g(2s-1) & \frac{1}{2} \leq s \leq 1.\end{cases}" S143 Q328
	Q9038 P2534 "(10-x)^2=81 x" S143 Q328
	Q195174 P2534 "g \circ f \colon X \to \mathbf{K} \colon x \mapsto g(f(x))" S143 Q328
	Q1462316 P2534 "y = a_0 + a_1x_1 + a_2x_2 + \cdots + a_kx_k + e" S143 Q328
	Q2472733 P2534 " \mathrm{Ba}=\frac{\rho d^2 \lambda^{1/2} \gamma}{\mu},<ref>{{cite journal \|last1=Hunt \|first1=M. L. \|last2=Zenit \|first2=R. \|last3=Campbell \|first3=C. S. \|last4=Brennen \|first4=C.E. \|year=2002 \|title=Revisiting the 1954 suspension experiments of R. A. Bagnold \|journal=Journal of Fluid Mechanics \|volume=452 \|pages=1–24 \|publisher=Cambridge University Press \|doi=10.1017/S0022112001006577 \|url=http//dx.doi.org/10.1017/S0022112001006577 }}</ref>" S143 Q328
	Q1115431 P2534 "\Pr(\tau_{n+1}\le t, X_{n+1}=j\|(X_0, T_0), (X_1, T_1),\ldots, (X_n=i, T_n)) " S143 Q328
	Q7622233 P2534 "\int_0^T X_{t} \circ \mathrm{d} W_t" S143 Q328
	Q442787 P2534 "E_{s} \ \ = \ \ \langle x(t), x(t)\rangle \ \ = \int_{-\infty}^{\infty}{\|x(t)\|^2}dt" S143 Q328
	Q2731139 P2534 "L = C A^h\ " S143 Q328
	Q115542 P2534 " \operatorname{Prob}[\;f(F^{\,-}(\operatorname{unary}(n),f(x))) = f(x)\;] \,\, < \,\, n^{\!-\,c} \;\;," S143 Q328
	Q6787870 P2534 " \mathbf{x'}(t) = \mathbf{Ax}(t)" S143 Q328
	Q5338959 P2534 "\sigma_T = {\sigma_{T_{cal}}[1 + \alpha (T - T_{cal})] }" S143 Q328
	Q1798304 P2534 " \dot{\mathbf{x}}(t) = A(t) \mathbf{x}(t) + B(t) \mathbf{u}(t) + \mathbf{v}(t)," S143 Q328
	Q461528 P2534 "H_0 = {\rm p}K_{\rm a} + \log {{c_{\rm B}}\over{c_{\rm BH^+}}}" S143 Q328
	Q17016912 P2534 " p(r) = vapor pressure at a curved interface of radius r " S143 Q328
	Q6961323 P2534 " S = - \mathrm{tr}(\rho \ln \rho)," S143 Q328
	Q6043250 P2534 "e^{ix} = \cos x + i\,\sin x." S143 Q328
	Q1334044 P2534 " v_1\wedge\cdots\wedge v_k." S143 Q328
	Q2111620 P2534 "d=\frac{v t}{2}," S143 Q328
	Q5380808 P2534 "\mathcal{S}(\rho_A)= -\operatorname{Tr}[\rho_A\operatorname{log}\rho_A] = -\operatorname{Tr}[\rho_B\operatorname{log}\rho_B] = \mathcal{S}(\rho_B)" S143 Q328
	Q1060321 P2534 "\int_{-\infty}^{+\infty} e^{-x^2}\,\mathrm d x = \sqrt{\pi}" S143 Q328
	Q7820109 P2534 "I = I_0\exp\left({-\int\mu(x,y)\,ds}\right)" S143 Q328
	Q833089 P2534 " A = LU, \, " S143 Q328
	Q6718 P2534 "\text{Lower fence} = Q_1 - 1.5(\mathrm{IQR}) \, " S143 Q328
	Q909060 P2534 "{}_RQ_P - {}_RW_P = U_P - U_R " S143 Q328
	Q6958465 P2534 " B(R) = \left\lbrace{ \left({\begin{array}{{20}c} a & b \\ 0 & d \end{array}}\right) a,d \in R^, ~ b \in R }\right\rbrace. " S143 Q328
	Q2892673 P2534 "$3,000 + ($25,000 - $20,000) \times 30% = $3,000 + $1,500 = $4,500," S143 Q328
	Q17103642 P2534 "\mathcal{F}_x = \varinjlim_{U\ni x} \mathcal{F}(U)." S143 Q328
	Q179179 P2534 " r = \frac{1+i}{1+p}-1\,\!" S143 Q328
	Q355386 P2534 " \frac{1}{f} = (n-1) \left[ \frac{1}{R_1} - \frac{1}{R_2} + \frac{(n-1)d}{n R_1 R_2} \right]," S143 Q328
	Q1322540 P2534 "\vec{x}(t) = \begin{bmatrix} x^1(t) \\ x^2(t) \\ x^3(t) \end{bmatrix} \,." S143 Q328
	Q17086276 P2534 "H = \{ f \in W^{1,2} ([0, T]; \mathbb{R}^{n}) \;\|\; f(0) = 0 \} = \{ \text{paths starting at 0 with first derivative in } L^{2} \};" S143 Q328
	Q3753228 P2534 " \Gamma = \frac{\sum_{i,j = 1}^n a_{ij}b_{ij}}{\sqrt{\sum_{i,j = 1}^n a_{ij}^2 \sum_{i,j = 1}^n b_{ij}^2}} " S143 Q328
	Q940343 P2534 "{7n^2 - 7n + 2}\over2." S143 Q328
	Q5176986 P2534 "\Gamma = \lambda_B/l_{charge} > 1, " S143 Q328
	Q12727673 P2534 " S = -k_\text{B}\,\sum_i p_i \ln \,p_i" S143 Q328
	Q16991115 P2534 " \lambda_l = \lim_{q\rightarrow 0} \operatorname{P}(X_2 \le F_2^{\leftarrow}(q) \mid X_1 \le F_1^{\leftarrow}(q)). " S143 Q328
	Q610723 P2534 "GF=\frac{\Delta R/R_G}{\epsilon}" S143 Q328
	Q3411965 P2534 " 2 \cos \left(\frac{2\pi}{17}\right) = \zeta + \zeta^{16} \," S143 Q328
	Q6029727 P2534 "f'(z)=\lim_{\zeta\to z} \frac{f(\zeta)-f(z)}{\zeta - z}.</blockquote>" S143 Q328
	Q4384651 P2534 " C_L = {[C_1 + C_i] \times [C_2 + C_o] \over [C_1 + C_i + C_2 + C_o]} + C_\mathrm{S} " S143 Q328
	Q6913505 P2534 "\left[u\right]_{\lambda,p}^p = \sup_{0 < r< \operatorname{diam} (\Omega), x_0 \in \Omega} \frac{1}{r^\lambda} \int_{B_r(x_0) \cap \Omega} \| u(y) \|^p dy. " S143 Q328
	Q7045226 P2534 "\sum_f P(d_m^y \| f, m, a_1) = \sum_f P(d_m^y \| f, m, a_2)," S143 Q328
	Q675752 P2534 " (x-3) (x-2) (x-1)^8 x^2 (x+1)^8 (x+2) (x+3) (x^2-6)^2 (x^2-5)^4 (x^2-2)^2 (x^4-6 x^2+3)^8." S143 Q328
	Q5089012 P2534 " \min_{{\hat x},r} \left\{ r\left\\| {\hat x} - x \right\\|^2 \leq r, \forall x \in Q \right\} " S143 Q328
	Q1523756 P2534 "\frac{V_\mathrm{out}}{V_2 - V_1} = \left (1 + {2 R_1 \over R_\mathrm{gain}} \right ) {R_3 \over R_2}" S143 Q328
	Q6991734 P2534 " R \geq 1 - (1 - r)m \, " S143 Q328
	Q2055750 P2534 "Y(t) = \sum_{i=1}^{N(t)} D_i" S143 Q328
	Q446124 P2534 "\epsilon_n = \frac{1}{p-1}\sum_{a=1}^{p-1} \omega(a)^n \sigma_a^{-1}." S143 Q328
	Q2345824 P2534 "\bigl(w(s, p1) + h(s) - h(p1)\bigr) + \bigl(w(p1, p2) + h(p1) - h(p2)\bigr) + ... + \bigl(w(p_n, t) + h(p_n) - h(t)\bigr)." S143 Q328
	Q900862 P2534 " kR_0 \;\simeq\; 0.697" S143 Q328
	Q17135379 P2534 "M=(Q\,, \Sigma\,, \Gamma\,, q_0\,, Z_0\,, A\,, \delta\,)" S143 Q328
	Q7884465 P2534 " 10\log(\|H_{NEXT}(f)\|^2)=\begin{cases} -66 + 6\log(f) dB & f < 20 KHz \\ -50.5 + 15\log(f) dB & f >= 20 KHz \end{cases}" S143 Q328
	Q783048 P2534 "P = \frac{D_1}{r-g}" S143 Q328
	Q7391961 P2534 " 45 \rightarrow 24_0 \oplus 10_{-4} \oplus \overline{10}_4 \oplus 1_0" S143 Q328
	Q4936239 P2534 "\mathrm{ppmv} = \mathrm{mg}/\mathrm{m}^3\cdot \frac{(0.08205\cdot T)}{M}" S143 Q328
	Q1972209 P2534 "\vec{X}=X_1, X_2, ..., X_n " S143 Q328
	Q6984403 P2534 " CGPA \,\! = {\sum_{i=1}^N C_i . {GP}_i \over \sum_{i=1}^N C_i}" S143 Q328
	Q7291971 P2534 " G=F_m/\langle r_1,\,r_2,\,\ldots,\,r_k \rangle." S143 Q328
	Q7269036 P2534 " \mathbf{y}_n= \mathbf{A}\mathbf{x}_n+ \mathbf{B}\mathbf{z}_n +\mathbf{c}+\mathbf{e}_n " S143 Q328
	Q1816351 P2534 " n." S143 Q328
	Q18737224 P2534 "\left\{2^{j/2}S^m(2^jt-k)j,k \text{ integers }\right\}" S143 Q328
	Q7440064 P2534 "\frac{1}{1-\frac{e^{i\theta}}{2}} = \frac{2}{2-e^{i\theta}}= \frac{2(2-e^{-i\theta})}{(2-e^{i\theta})(2-e^{-i\theta})}= \frac{4-2e^{-i\theta}}{5 - 2(e^{i\theta} + e^{-i\theta})}" S143 Q328
	Q2861434 P2534 "x'=-x.\," S143 Q328
	Q1554628 P2534 "\mathbf{M} = C \cdot \frac{\mathbf{B}}{T}," S143 Q328Q3778017 P2534 "\text{Baker's percentage}_\text{ingredient} = 100\% \times \frac{\text{Mass}_\text{ingredient}}{\text{Mass}_\text{flour}}" S143 Q328
	Q1797161 P2534 "E = E_{ex} + E_D + E_{\lambda} + E_k + E_H\,&nbsp;&nbsp;&nbsp;&nbsp;" S143 Q328
	Q4383593 P2534 "\mathrm{Fr} = u_f/\sqrt{ g' h }" S143 Q328
	Q5532410 P2534 "\Gamma(\gamma, r) = \{ z \mathrm {\ the\ distance\ between\ } z \mathrm {\ and\ } \gamma \mathrm {\ is\ } r \} " S143 Q328
	Q5904660 P2534 " E=\iint \left[(I_xu + I_yv + I_t)^2 + \alpha^2(\lVert\nabla u\rVert^2+\lVert\nabla v\rVert^2)\right]{{\rm d}x{\rm d}y} " S143 Q328
	Q3433864 P2534 " L_{R, n} \equiv \frac{NH}{n \pi f_0}, where \,N is the [[Brunt–Väisälä frequency]], \,H is the [[scale height]], and ''n'' = 1, 2, ...." S143 Q328
	Q7291998 P2534 " M(i,j)=\frac{a_{ij}}{\sum_{j=1}^n a_{ij}}" S143 Q328
	Q6179901 P2534 "\alpha_J = R_i - [R_f + \beta_{iM} \cdot (R_M - R_f)]" S143 Q328
	Q5625394 P2534 " S = \text {(WW, WB, BW, BB)} " S143 Q328
	Q7269488 P2534 " \|z_1-z_3\| + \|z_2-z_3\| \le C \|z_1-z_2\|." S143 Q328
	Q5701030 P2534 "{QP - PQ = \frac{ih}{2\pi}} <br />[The symbol '''Q''' is the matrix for displacement, '''P''' is the matrix for momentum, '''i''' stands for the square root of negative one, and '''h''' is Planck's constant.<ref>See ''Introduction to quantum mechanics''. by Henrik Smith, p. 58 for a readable introduction. See Ian J. R. Aitchison, et al., "Understanding Heisenberg's 'magical' paper of July 1925," Appendix A, for a mathematical derivation of this relationship.</ref>]" S143 Q328
	Q537518 P2534 " K = \sqrt {(s-a)(s-b)(s-c)(s-d) - abcd \cdot \cos^2 \left(\frac{\alpha + \gamma}{2}\right)}" S143 Q328
	Q1699024 P2534 "\sum_{i = 1}^{m} c_{i} u_{i} = 0" S143 Q328
	Q24963496 P2534 " \rho = \frac {m} {V} " S143 Q328
	Q4839654 P2534 "BRET = \frac{{SV}_{dose}}{{SV}_{background}} \cdot 365 \," S143 Q328
	Q6436234 P2534 "\left\|\alpha-\beta\right\|<\left\|\alpha-\alpha_i\right\|\text{ for }i=2,\dots,n \, " S143 Q328
	Q215620 P2534 " a{{\partial}Q\over{\partial}t} + bQ^2 = {\Delta}p " S143 Q328
	Q757561 P2534 "x_{i}^{m}=-\frac{\frac{\partial V}{\partial p_{i}}}{\frac{\partial V}{\partial Y}}" S143 Q328
	Q5711478 P2534 "\lim_{n\to\infty} a_n = a,\; \lim_{n\to\infty} b_n = b \implies b \in \Gamma(a) " S143 Q328
	Q9251458 P2534 "\|v'_x - v_x\|\Delta p_x \approx \hbar/\Delta t," S143 Q328
	Q1089697 P2534 " \sum_{j=1}^{k}p_j \cdot D_j - \sum_{j=1}^{k}p_j \cdot S_j = 0, " S143 Q328
	Q633140 P2534 "C = \frac{ \Delta V}{ \Delta P} " S143 Q328
	Q17004447 P2534 "E = U \frac{(c_{y2} + c_{y3})}{\frac{1}{2} c_{2}} " S143 Q328
	Q1224487 P2534 " \mathrm{Eq}(f,g) = \{x \in X \mid f(x) = g(x)\}\mbox{.}\! " S143 Q328
	Q907239 P2534 " \gamma_{ws} \, - The total, electrical and chemical, surface tension between the electrolyte and the conductor" S143 Q328
	Q6788014 P2534 "S_\eta = \frac{1}{\beta}\sum_{i\omega_n} g(i\omega_n)," S143 Q328
	Q544 P2534 "\cos\psi=\cos(\beta_g)\cos(\beta_e)\cos(\alpha_g-\alpha_e)+\sin(\beta_g)\sin(\beta_e)," S143 Q328
	Q16980619 P2534 "\binom{13}{2} + \binom{13}{5} + \binom{13}{8} + \binom{13}{11} = 78 + 1287 + 1287 + 78 = 2 \cdot 1365 = 2730" S143 Q328Q6730951 P2534 "Q \times P > S" S143 Q328
	Q174012 P2534 "L = n_{\ell} - n_{\overline{\ell}} ~," S143 Q328
	Q4944922 P2534 "\Gamma(G/B,L_\lambda).\ " S143 Q328
	Q25048149 P2534 " X(k_1,k_2,\dots,k_m) = \sum_{n_1=-\infty}^\infty \sum_{n_2=-\infty}^\infty \cdots \sum_{n_m=-\infty}^\infty x(n_1,n_2,\dots,n_m) e^{-j 2 \pi k_1 n_1} e^{-j 2 \pi k_2 n_2} \cdots e^{-j 2 \pi k_m n_m}" S143 Q328
	Q1140866 P2534 "\mathrm{6 \ CO_2 + 6H_2O + energy \longrightarrow C_6H_{12}O_6 + 6 \ O_2}" S143 Q328
	Q879439 P2534 "p=\begin{bmatrix} p_1 \\ p_2 \\ \vdots \\ p_n \end{bmatrix}\quad \text{or} \quad p=\begin{bmatrix} p_1 & p_2 & \cdots & p_n \end{bmatrix}" S143 Q328
	Q7268925 P2534 " f(\xi) = \int_{-\infty}^{\infty} f(x)e^{-2 \pi ix \xi}\, dx" S143 Q328
	Q5164360 P2534 "argmax_{y} \sum_i w_i \phi_i (x,y) - \sum \rho_i C_i (x,y)." S143 Q328
	Q4328383 P2534 "u(x) = \Gamma * f(x) = \int_{\mathbb{R}^d} \Gamma(x-y)f(y)\,dy" S143 Q328
	Q5891331 P2534 "S(tx) = t^m S(x)\," S143 Q328
	Q3045896 P2534 " C_k ={ 1\over{k+1}}{{2k}\choose {k}},\quad k \ge 0 " S143 Q328
	Q828402 P2534 " U = \frac{\varepsilon_0}{2} \mathbf{E}^2 + \frac{1}{2\mu_0} \mathbf{B}^2 " S143 Q328
	Q319827 P2534 "\Delta G^\ominus = - RT \ln K = \Delta H^\ominus - T \Delta S^\ominus" S143 Q328
	Q760765 P2534 " \theta = T \left(\frac{P_0}{P}\right)^{R/c_p}, " S143 Q328
	Q1080067 P2534 " G \mapsto G_{\delta \sigma}. " S143 Q328
	Q3589429 P2534 "Z(s) = Z(1-s) \, " S143 Q328
	Q10853884 P2534 "S^7 = \left\{ x \in \mathbb{R}^8 \\|x\\| = r\right\}." S143 Q328
	Q3123190 P2534 "\hbar\omega_3 = \hbar\omega_1 + \hbar\omega_2 " S143 Q328
	Q12008641 P2534 "c'=c\pm kv\," S143 Q328
	Q32518 P2534 "1,2,3,\ldots,100\,." S143 Q328
	Q5041174 P2534 " s_n(x)=o( \log (n)^{1/p})\text{ almost everywhere}, \, " S143 Q328
	Q1274655 P2534 "\mathrm{Ce^{3+} + hv(312\ \mathrm{nm}) \longrightarrow Ce^{4+} + e^- }" S143 Q328
	Q4373890 P2534 "\hat e_1\ ,\ \hat e_2\ ,\ \hat e_3" S143 Q328
	Q748233 P2534 "\displaystyle \sum_{k\geq2} (k-3) t_k \leq -3.\,\! " S143 Q328
	Q833495 P2534 "\Delta y_1^s = y_1(p_1', m') - y_1(p_1,m)=\text{Ys -Y1}." S143 Q328
	Q5563311 P2534 " \displaystyle\mathcal \langle(\delta \phi)^2\rangle \quad{ \ll }\quad \langle(\phi)^2\rangle " S143 Q328
	Q4677853 P2534 " L = v^{K(x)+1} - P\ddot{a}_{\overline{K(x)+1}\|}" S143 Q328
	Q1550173 P2534 "v_{max}=\sqrt{\frac{E_a + 3}{0.00066d}}." S143 Q328
	Q5526343 P2534 "E=\hbar\omega\left(n_x+n_y+n_z+3/2\right)~~~~~~~~n_i=0,1,2,\ldots" S143 Q328
	Q6732207 P2534 "Y^{\prime}(t)=A(t)Y(t),\qquad\qquad Y(t_0)=Y_{0}" S143 Q328
	Q453132 P2534 " A_{k+1} = R_k Q_k = Q_k^{-1} Q_k R_k Q_k = Q_k^{-1} A_k Q_k = Q_k^{T} A_k Q_k, " S143 Q328
	Q3682255 P2534 "\frac {\alpha_c} {\nu} = - \left(\frac {RT} {nF} \right) \left( \frac {\partial ln(\|I_{red}\|)} {\partial E}\right)_{T,p,c_{i,interface}}" S143 Q328
	Q753445 P2534 "\int_a^b\! f(x)\, dx" S143 Q328
	Q2721559 P2534 "\mathbb R^n_{+} = \{(x_1,\ldots,x_n) \in \mathbb R^n x_n \ge 0\}." S143 Q328
	Q7075087 P2534 "\ x^-x_0^=Q(t)(x-x_0). " S143 Q328
	Q7941494 P2534 "\|U\| = \mathrm{card}(U) = \inf \{ \alpha \in ON \ \|\ \alpha =_c U \}," S143 Q328
	Q132146 P2534 "Z^{m}_n(\rho,\varphi) = R^m_n(\rho)\,\cos(m\,\varphi) \!" S143 Q328
	Q783948 P2534 "z\frac{d^2w}{dz^2} + (b-z)\frac{dw}{dz} - aw = 0," S143 Q328
	Q846785 P2534 "\mathcal{S} = \int_{t_1}^{t_2} L \, dt\,," S143 Q328
	Q213185 P2534 "\frac{2.00 \mbox{ g NaCl}}{58.44 \mbox{ g NaCl mol}^{-1}} = 0.034 \ \text{mol}" S143 Q328
	Q1548585 P2534 "\nabla p \times \nabla \rho" S143 Q328
	Q17004315 P2534 "\frac{dI}{d\alpha} = -\sin(\alpha) \ \int_0^{\pi} \frac {dx}{1 + \cos(\alpha) \cos(x)}" S143 Q328
	Q8002487 P2534 "\exists x_{m+1}\ldots\exists x_n \, f_1(x_1,\ldots,x_n,e^{x_1},\ldots,e^{x_n})=\cdots= f_r(x_1,\ldots,x_n,e^{x_1},\ldots,e^{x_n})=0.\," S143 Q328
	Q1455709 P2534 "r_n = \sqrt{n \lambda f + \frac{n^2\lambda^2}{4}}<ref>{{cite book\|chapterurl=http//xdb.lbl.gov/Section4/Sec_4-4.html\|publisher=Center for X-ray Optics and Advanced Light Source, Lawrence Berkeley National Laboratory\|accessdate=13 January 2015\|title=X-Ray Data Booklet\|chapter=Zone Plates}}</ref>" S143 Q328
	Q51500 P2534 "\mathbf{J} =\mathbf{J}_{\text{f}} + \mathbf{J}_{\text{M}} + \mathbf{J}_{\text{P}} " S143 Q328
	Q1538648 P2534 "0 = \underbrace{1 + e_1^2 + \cdots + e_{n-1}^2 }_{= a} + \underbrace{e_n^2 + \cdots + e_s^2}_{= b}\;. " S143 Q328
	Q5986515 P2534 "M_+(z) = u(z) + i v(z)\!" S143 Q328
	Q1067156 P2534 " \|f_n(x)\| \le g(x)" S143 Q328
	Q1783143 P2534 "a=\sqrt{Rd} " S143 Q328
	Q16928416 P2534 "n_s=2 f_s/p<ref name=sunilsaharan>http//electrical.sunilsaharan.in/2010/07/linear-induction-motor-working.html</ref>" S143 Q328
	Q691463 P2534 "F_{d} = 6\pi r \eta v_1 \," S143 Q328
	Q5426511 P2534 " H_{D}(x,R) = -\sum_{i \in (1\dots r)} P_{D}(d_i,x,R) \log P_{D}(d_i,x,R)." S143 Q328
	Q6899481 P2534 "F\left(u,x_1,x_2,\dots,x_n,\frac{\partial u}{\partial x_1},\dots,\frac{\partial u}{\partial x_n}\right)=0" S143 Q328
	Q5063680 P2534 " I_t = I_0e^{-\alpha x} (Beer–Lambert eqn)" S143 Q328
	Q1781749 P2534 " \frac{m(m+r-14)!r!}{(r-13)!(m+r-1)!}" S143 Q328
	Q4686098 P2534 "J = \frac{V_a}{nD}," S143 Q328
	Q7622703 P2534 "S=\{a_1+\cdots+a_n\ a_1\in A_1,\ldots,a_n\in A_n \ \mathrm{and}\ P(a_1,\ldots,a_n)\not=0\}," S143 Q328
	Q1765521 P2534 "N_{s} \geq \mathbf{E} \big[ N_{t} \big\| F_{s} \big]." S143 Q328
	Q17097358 P2534 "\lambda_i = \gamma_i + \sum_{j=1}^m p_{ji}\lambda_j." S143 Q328
	Q5459047 P2534 "(y, z)_{x} = \frac1{2} \big( d(x, y) + d(x, z) - d(y, z) \big)." S143 Q328
	Q1181689 P2534 " (1) \ \Delta B_i = p_{ij} a_j, \," S143 Q328
	Q900581 P2534 " R_s = \frac{1}{2} \left[\left(\frac{\cos i - \sqrt{m^2 - \sin^2 i}}{\cos i + \sqrt{m^2 - \sin^2 i}}\right)^2 + \left(\frac{m^2 \cos i - \sqrt{m^2 - \sin^2 i}}{m^2 \cos i + \sqrt{m^2 - \sin^2 i}}\right)^2\right]" S143 Q328
	Q3284266 P2534 "b^n = \underbrace{b \times \cdots \times b}_n" S143 Q328
	Q5060035 P2534 " z = r_1 e^{i \omega_1 t} + r_2 e^{i \omega_2 t},\," S143 Q328
	Q2719897 P2534 "\frac{dL}{dr} = 4 \pi r^2 \rho \left( \epsilon - \epsilon_\nu \right)" S143 Q328
	Q1064389 P2534 "a + c = b + d = \frac{a + b + c + d}{2} = s." S143 Q328
	Q21045424 P2534 "p(\theta\|D) = \frac{p(D\|\theta)p(\theta)}{p(D)}," S143 Q328
	Q7448217 P2534 " S(j,k) = s(v_j, v_k) \quad j,k \in (1,\ldots,n)" S143 Q328
	Q2724480 P2534 "\mathbb{HP}^n" S143 Q328
	Q6955027 P2534 "\vec n + p \to d + \gamma" S143 Q328
	Q745799 P2534 " \frac{\sin A}{a} \,=\, \frac{\sin B}{b} \,=\, \frac{\sin C}{c}. " S143 Q328
	Q2998010 P2534 " \mathbf{w}_X^* = \arg\min_{\mathbf{w}} \left\{ \sum_{i=1}^N (x_i - \langle\mathbf{w}, \mathbf{z}_i \rangle)^2 \right\} " S143 Q328
	Q2165332 P2534 " \frac{t_e * 100}{h_b * 2} " S143 Q328
	Q1063471 P2534 "10! = 3,628,800" S143 Q328
	Q1907452 P2534 "\frac{L}{L_{\odot}} = \left(\frac{M}{M_{\odot}}\right)^a" S143 Q328
	Q3589397 P2534 "a is a function of time. --[[UserMelab-1\|Melab±1]] [[User_talkMelab-1\|&#9742;]] 2303, 16 November 2011 (UTC)" S143 Q328
	Q2917311 P2534 "\sum_{p}^{\infty }\frac{1}{p-1}= {\frac{1}{3} + \frac{1}{7} + \frac{1}{8}+ \frac{1}{15} + \frac{1}{24} + \frac{1}{26}+ \frac{1}{31}}+ \cdots = 1." S143 Q328
	Q273176 P2534 " \mathbf{r}(\alpha, \beta) = \mathbf{a} + \alpha \mathbf{b} + \beta \mathbf{c}," S143 Q328
	Q3137210 P2534 "\text{c} = \text{P} - \text{V}<ref name=Marketing_Metrics />" S143 Q328
	Q2704282 P2534 "P(x)=a_nx^n+a_{n-1}x^{n-1}+\cdots+a_1x+a_0" S143 Q328
	Q5477563 P2534 " U_{AB} = q_A q_B \left[\frac{1}{r_{AB}} + \frac{(\varepsilon_{RF} - 1) r_{AB}^2}{(2\varepsilon_{RF} + 1) r_c^3} \right]" S143 Q328
	Q1783600 P2534 "CR_m= \sum^m_{i=1} s_i" S143 Q328
	Q5475809 P2534 "f [0,b] \rightarrow \mathbb{R}" S143 Q328
	Q5508966 P2534 "\Lambda=\{m\omega_1+n\omega_2 \,\,\|\,\, m,n\in\mathbb{Z} \}" S143 Q328
	Q7624582 P2534 "\sum_if_{i*}\alpha_i\equiv 0, " S143 Q328
	Q789331 P2534 "\bar{\partial}\Gamma(\Omega^{p,q})\rightarrow\Gamma(\Omega^{p,q+1})" S143 Q328
	Q5316014 P2534 " \begin{bmatrix} 1&0&0 \\ 0&1&0 \\ 0&1&0 \\ 0&0&1 \end{bmatrix} \begin{bmatrix} a \\ b \\ d \end{bmatrix} = \begin{bmatrix} a \\ b \\ b \\ d \end{bmatrix}" S143 Q328
	Q7040867 P2534 "E^{p,q}_2 = H^p(X_\text{cd}, \tilde G_q^{\,\text{cd}}) \Rightarrow G_{q-p}(X)" S143 Q328
	Q6818052 P2534 "\mathrm{CodeValue} = \sum_{i=1}^N s_i \cdot 2^{i-1} where s_i represents a value 0 or 1 depending on the state of the ''i<sup>th</sup>'' switch." S143 Q328
	Q839832 P2534 "\Omega=d\omega +{1\over 2}[\omega \wedge \omega]=D\omega." S143 Q328
	Q6888006 P2534 "MD(p) = 0, where p is an [[atomic formula]]." S143 Q328
	Q2307937 P2534 "\boldsymbol{\nabla}\cdot(\mathsf{C}\boldsymbol{\nabla}\mathbf{u}) = \rho~\ddot{\mathbf{u}} " S143 Q328
	Q915684 P2534 " \frac{n^2 - 1}{n^2 + 2} = \frac{4 \pi}{3} N \alpha, " S143 Q328
	Q5572401 P2534 " G_{\alpha\beta} = \pm \frac{1}{g_s} [D_\alpha, D_\beta]\,," S143 Q328
	Q6520938 P2534 " \liminf_{z\rightarrow x}\frac{\phi(z)}{\log \|z-x\|}." S143 Q328
	Q7841314 P2534 "f(x,y,z)=\sum_{i=0}^3 \sum_{j=0}^3 \sum_{k=0}^3 a_{ijk} x^i y^j z^k." S143 Q328
	Q2984415 P2534 "1+\lceil\Delta/2\rceil<ref>{{harvtxt\|Meyer\|1973}}.</ref>" S143 Q328
	Q1166643 P2534 "0 \to I \to E \overset{\phi}\to R \to 0." S143 Q328
	Q17086866 P2534 "\\|x+y\\|+\\|x-y\\| \le 2 + \epsilon\\|y\\|." S143 Q328
	Q3175727 P2534 "\mathbf{F} = \frac{q_1 q_2}{4\pi\varepsilon_0\varepsilon_R \left\|\mathbf{r}\right\|^2}\hat{\mathbf{r}}." S143 Q328
	Q7333169 P2534 "c_d = \frac{1}{\pi\omega_{d-1}} = \frac{\Gamma[(d+1)/2]}{\pi^{(d+1)/2}}." S143 Q328
	Q1426191 P2534 "F_M Mod(R) \to Mod(R), \quad N \mapsto M \otimes_R N" S143 Q328
	Q3427423 P2534 "W=\bigoplus_{i=1}^n g_i V." S143 Q328
	Q616896 P2534 "\min_{\tau}\left(\sum_{t = 1}^T {(y_t - \tau _t )^2 } + \lambda \sum_{t = 2}^{T - 1} {[(\tau _{t+1} - \tau _t) - (\tau _t - \tau _{t - 1} )]^2 }\right).\," S143 Q328
	Q5158680 P2534 "r=\mu^t a" S143 Q328
	Q1144915 P2534 "a < b \quad \Longleftrightarrow \quad a+c<b+c." S143 Q328
	Q5514434 P2534 " GVM(\lambda_{0}) \equiv \left ( \frac{1}{\nu_{g}(\lambda_0/2)} -\frac{1}{\nu_{g}(\lambda_0)} \right )" S143 Q328
	Q844937 P2534 " \int \cdots \int_\mathbf{D}\;f(x_1,x_2,\ldots,x_n) \;dx_1 \!\cdots dx_n " S143 Q328
	Q1064405 P2534 "H_1(\mathrm{A}_n,\mathrm{Z})=0 for n=0,1,2;" S143 Q328
	Q475208 P2534 "\widehat{\theta} = \arg\max_{\displaystyle\theta}{ \left( \prod_{i=1}^n f(x_i, \theta) \right) }\,\!" S143 Q328
	Q24883477 P2534 "OH=R\sqrt{2}," S143 Q328
	Q6803626 P2534 "\operatorname{E}\\|f_n-f\\|_2^2=\operatorname{E}\int (f_n(x)-f(x))^2 \, dx" S143 Q328
	Q138639 P2534 "\mathrm{RH}_\mathrm{2} + \mathrm{O}_\mathrm{2} \rightarrow \mathrm{R }+ \mathrm{H}_2\mathrm{O}_2" S143 Q328
	Q7116690 P2534 "e_{(0)}=\frac{1}{\sqrt{2+(x^3)^2}}\left( x^3\partial_0-\partial_1+\partial_2\right)" S143 Q328
	Q17103152 P2534 " a^* (M \circ N) b = \operatorname{tr}(M^T \operatorname{diag}(a^*) N \operatorname{diag}(b))" S143 Q328
	Q25303783 P2534 "\frac{n}{2}\bigl( (2+\sqrt{3})^n+(2-\sqrt{3})^n)\bigr." S143 Q328
	Q7556087 P2534 "FF = \frac{P_{m}}{V_{OC} \times I_{SC}} = \frac{\eta \times A_c \times G}{V_{OC} \times I_{SC}}." S143 Q328
	Q10564851 P2534 " \operatorname{cl}(X_1 \cup\dots\cup X_n) = \operatorname{cl}(X_1)\cup\dots\cup \operatorname{cl}(X_n)" S143 Q328
	Q16335145 P2534 " \mathrm{RMSD}=\sqrt{\frac{1}{N}\sum_{i=1}^N\delta_i^2}" S143 Q328
	Q7049227 P2534 "x_i = \sum_{j=0}^n a_{ij}x_j, \;\;\; 1\leq i \leq n," S143 Q328
	Q5130872 P2534 " t = \frac{k}{s} " S143 Q328
	Q2145900 P2534 "R=\frac{2^kQ-(Q+1)}{(Q+1)-2^k};" S143 Q328
	Q1426632 P2534 "D=\frac{ct}{2}" S143 Q328
	Q193878 P2534 "\begin{align} x \equiv a_1 & \pmod{n_1} \\ \quad \vdots \\ x \equiv a_k &\pmod{n_k} \end{align}," S143 Q328
	Q4817630 P2534 "\mathbf{F} = q (\mathbf{E} + \mathbf{v} \times \mathbf{B})," S143 Q328
	Q7598396 P2534 "V \frac{dC}{dt} = -K \cdot C + \dot{m} \qquad(1)" S143 Q328
	Q7577417 P2534 "\rho_s = \cfrac{\partial^2}{\partial \theta^2}\cfrac{E_0(\theta)}{N}\|_{\theta = 0} " S143 Q328
	Q4138792 P2534 "f M \to N" S143 Q328
	Q5196232 P2534 "t(z)=\begin{pmatrix} 1 & 1 \\ 0 & 1 \end{pmatrix}z = \frac{1\cdot z+1}{0 \cdot z + 1} = z+1" S143 Q328
	Q6421354 P2534 "K(a,b;m)=\sum_{0\leq x\leq m-1,\ \gcd(x,m)=1 } e^{\frac{2\pi i}{m} (ax+bx^*)}." S143 Q328
	Q957179 P2534 " \mathrm{Ca} = \frac{\rho u^2}{K}," S143 Q328
	Q5282315 P2534 "\dot m = \rho \, A \, v." S143 Q328
	Q4493413 P2534 "J_\nu \left (x e^{\frac{3 \pi i}{4}} \right ),\,<!-- Do not delete "\," it improves display of formula on certain browsers. --->" S143 Q328
	Q7818354 P2534 "V_c=kT_c/q" S143 Q328
	Q1162676 P2534 " g S = \{g.s\,\,s \in S\}." S143 Q328
	Q8023263 P2534 "p_n(t^2)=(a+b)_n(a+c)_n(a+d)_n {}_4F_3\left( \begin{matrix} -n&a+b+c+d+n-1&a-t&a+t \\ a+b&a+c&a+d \end{matrix} ;1\right)." S143 Q328
	Q2066377 P2534 "S = \frac{Lv_A}{\eta} ," S143 Q328
	Q7579060 P2534 "M(T) = M(0)\left(1-(T/T_c\right)^{3/2}), " S143 Q328
	Q5172179 P2534 "\omega_{K}=\sqrt{\frac{2k_{z}B^{2}}{\mu(\rho_{i}+\rho_{e})}}" S143 Q328
	Q320048 P2534 "w=\sqrt{1-\frac{U}{E}}." S143 Q328
	Q1142411 P2534 "v^2 = GM \left({ 2 \over r} - {1 \over a}\right)" S143 Q328
	Q5418708 P2534 "S_r(m) \approx S_r(r)+ S_r'(r) (m - r)" S143 Q328Q1471282 P2534 " \sum_{i=1}^{d+2} a_i x_i=0,\quad \sum_{i=1}^{d+2} a_i=0," S143 Q328
	Q980557 P2534 " \\|Av\\| \le c \\|v\\| \quad \mbox{ for all } v\in V" S143 Q328
	Q379048 P2534 "(f)=\sum_{z_\nu \in R(f)} s_\nu z_\nu" S143 Q328
	Q6934848 P2534 "H^p(F) = H^p(F; \mathbb{Q})" S143 Q328
	Q11500 P2534 "A = \frac{1}{2} \| \sum_{i = 0}^{n - 1}( x_i y_{i + 1} - x_{i + 1} y_i) \|," S143 Q328
	Q7449364 P2534 "\mu\colon Q\times M \to Q" S143 Q328
	Q7135553 P2534 " \\|T^2x\\| \ge \\|Tx\\|^2 \," S143 Q328
	Q2732974 P2534 "\text{Effective porosity} = \text{Total porosity} - \text{CBW}" S143 Q328
	Q5603553 P2534 "\mathrm{d} X_{t} = b(X_{t}) \, \mathrm{d} t + \sigma (X_{t}) \, \mathrm{d} B_{t}." S143 Q328
	Q1545019 P2534 "\text{c} = \text{P} - \text{V}<ref name=Marketing_Metrics />" S143 Q328
	Q184550 P2534 "E_\mathrm{mechanical}=U+K\," S143 Q328
	Q7842161 P2534 " TM= \frac{Q_1 + 2Q_2 + Q_3}{4}" S143 Q328
	Q7113610 P2534 " A\\|f\\|^2\leq\sum_{i\in J}\|\langle f, \phi_i \rangle\|^2\leq B\\|f\\|^2" S143 Q328
	Q7621113 P2534 "\psi(x_1, \dots, x_n) = \Phi(x_1, (0, x_2, \dots, x_n))." S143 Q328
	Q6982166 P2534 " \mathrm{d}s^{2} = \mathrm{d}t^2 - \frac{(R')^2}{1 + 2 E} \mathrm{d}r^2 - R^2 \, \mathrm{d}\Omega^2" S143 Q328
	Q867799 P2534 "\frac{_{14} C _{13}}{_{52} C _{13}} = \frac{1}{45,358,111,400}" S143 Q328
	Q743321 P2534 "F(s)=p_1 +s(p_2 - p_1)." S143 Q328
	Q7874190 P2534 "\sum_i \frac{n_{i+1} - n_i}{r_i n_{i+1} n_i}," S143 Q328
	Q114326 P2534 "\int_a^b f(x)\,dx = F(b) - F(a)." S143 Q328
	Q904132 P2534 "\mathrm{ CH_3OH_{(g)} + H_2O_{(g)} \;\longrightarrow\; CO_2 + 3\ H_2 \qquad} \Delta H_{R\ 298}^0 = 49.2\ \mathrm{kJ/mol} " S143 Q328
	Q911528 P2534 "\zeta\left(\frac12 + it\right) =O(t^\varepsilon)," S143 Q328
	Q5610729 P2534 "E_2^{pq} = ({\rm R}^p G \circ{\rm R}^q F)(A) \Longrightarrow {\rm R}^{p+q} (G\circ F)(A)." S143 Q328
	Q572656 P2534 "q = CV\ " S143 Q328
	Q17148531 P2534 "\mathcal{A} = \frac{E}{\omega_i}," S143 Q328
	Q5002042 P2534 " R_{XY}(\tau) = CR_X(\tau), " S143 Q328
	Q375414 P2534 "X_{(i)}{=}(x_i^1,\dots,x_i^p)\sim N_p(0,V)." S143 Q328
	Q16038296 P2534 "H=-t\sum_{\langle ij\rangle}c^{\dagger}_{i\sigma}c_{j\sigma}+\text{h.c.}+U\sum_in_{i\uparrow}n_{i\downarrow}" S143 Q328
	Q1396108 P2534 " \beta = VBd \!" S143 Q328
	Q190663 P2534 " \vec{F} = \mathbf{F}(\mathbf{r}) = F( \|\|\mathbf{r}\|\| ) \hat{\mathbf{r}} " S143 Q328
	Q1052752 P2534 " \lim_{n \to \infty} \frac{a_{n+1}-a_n}{b_{n+1}-b_n}=\ell.\ " S143 Q328
	Q25305395 P2534 "<math chem>\frac{d M_\ce{P}}{dt}(t) = -R_{1\ce P} M_P(t) + k_\ce{SP} M_S(t)" S143 Q328
	Q12432978 P2534 "\Phi(h) = \int_0^h g(\phi,z)\,dz\, ," S143 Q328
	Q1878538 P2534 "x_0^2-x_1^2-\cdots-x_n^2=1,\quad x_0>0." S143 Q328
	Q2655041 P2534 " kR_0 \;\simeq\; 0.697" S143 Q328
	Q4674672 P2534 "P(x+\Delta x)=P(x)e^{-\alpha(\omega)\Delta x}, \alpha(\omega)=\alpha_0\omega^\eta" S143 Q328
	Q104641 P2534 " d = 20.362955 + 29.530588861 \times N + 102.026 \times 10^{-12} \times N^2" S143 Q328
	Q735256 P2534 "m_\alphaL\to L \text{ given by } m_\alpha (x) = \alpha x," S143 Q328
	Q523607 P2534 "(\phi \lor \exists x \psi) \leftrightarrow \exists x (\phi \lor \psi)," S143 Q328
	Q2648729 P2534 "\frac{d\mathbf{x}}{dt} = \mathbf{f}(t,\mathbf{x}) " S143 Q328
	Q7123977 P2534 "\text{Pad}_n^s=\lbrace\mathbf{\xi}=(\xi_1,\xi_2)\rbrace=\left\lbrace\gamma_s\left(\frac{k\pi}{n(n+1)}\right),k=0,\ldots,n(n+1)\right\rbrace." S143 Q328
	Q619546 P2534 "\gamma = -\frac{dT}{dz}" S143 Q328
	Q6433479 P2534 " s_i x= x- 2{(x,\alpha_i)\over (\alpha_i,\alpha_i)}\alpha_i," S143 Q328
	Q5165749 P2534 "C = \frac{\|S_A-S_B\|}{\sigma_o}" S143 Q328
	Q2162400 P2534 " \Delta Q = - \frac{ \sum{\scriptstyle\text{head loss}_c} - \sum{\scriptstyle\text{head loss}_{cc}}}{n \cdot (\sum\frac{\text{head loss}_c}{Q_c} + \sum\frac{\text{head loss}_{cc}}{Q_{cc}})}," S143 Q328
	Q1932915 P2534 " \rho_\sigma = \frac{\left(\frac{\partial\rho}{\rho}\right)}{\varepsilon}" S143 Q328
	Q26090 P2534 "f(\theta) \Theta \rightarrow X" S143 Q328
	Q5178898 P2534 " C^{-1} = \omega A^{-1} + (1-\omega) B^{-1} \, ," S143 Q328
	Q429331 P2534 "z = f^{-1}(ze^{z}) = W(ze^{z})" S143 Q328
	Q4378863 P2534 " L = v^{K(x)+1} - P\ddot{a}_{\overline{K(x)+1}\|}" S143 Q328
	Q6086107 P2534 "(\sum_{g\in G} a_g g) v = \sum_{g\in G} a_g \rho(g)(v)" S143 Q328
	Q163354 P2534 "\displaystyle v(t)= L \frac{di}{dt}," S143 Q328
	Q7239976 P2534 " (G\times SL(n), V\otimes\mathbb F^n) is a PVS if and only if (G\times SL(m-n), V^*\otimes \mathbb F^{m-n}) is a PVS." S143 Q328
	Q2602722 P2534 "x\mapsto\sum_{uv=x}f(u)g(v)=\sum_{u\in G}f(u)g(u^{-1}x)." S143 Q328
	Q7541356 P2534 " A = \varepsilon \ell c" S143 Q328
	Q8001607 P2534 " a^n + b^n=c^n \!" S143 Q328
	Q3062484 P2534 " X - Y \sim N(100 - 105, 10^2 + 20^2) = N( -5, 500). " S143 Q328
	Q907724 P2534 "y^{\prime\prime}=R(y^{\prime},y,t)" S143 Q328
	Q15940470 P2534 "n = x^2 + y^2 + z^2" S143 Q328
	Q1436714 P2534 "\frac{1}{\sqrt{r_\text{middle}}} = \frac{1}{\sqrt{r_\text{left}}} + \frac{1}{\sqrt{r_\text{right}}}." S143 Q328
	Q5421938 P2534 "\mathfrak{a}^e = \Big\{ \sum y_if(x_i) x_i \in \mathfrak{a}, y_i \in B \Big\}" S143 Q328
	Q47083 P2534 "P=V\cdot I =\frac{V^2}{R} = I^2\cdot R" S143 Q328
	Q2453115 P2534 "A(\uparrow) + B(\downarrow) \rightarrow A(\downarrow) + B(\uparrow)" S143 Q328
	Q2405012 P2534 "((a,b),[c,d])\in I \Longleftrightarrow T(a,c,d)=b" S143 Q328
	Q815323 P2534 "9 + 4 = 13" S143 Q328
	Q604165 P2534 "\dot{Q}(x+dx)=\dot{Q}(x)+d\dot{Q}_{conv}." S143 Q328Q6322742 P2534 "M_n(x,\beta,\gamma) = \sum_{k=0}^n (-1)^k{n \choose k}{x\choose k}k!(x-\beta)_{n-k}\gamma^{-k}" S143 Q328
	Q7140635 P2534 "Z(\beta) = \sum_{x_i} \exp \left(-\beta H(x_1,x_2,\dots) \right)" S143 Q328
	Q8083988 P2534 "\Lambda^2(V\oplus W)\cong \Lambda^2(V)\oplus\left(\Lambda^1(V)\otimes\Lambda^1(W)\right)\oplus\Lambda^2(W)" S143 Q328
	Q5121616 P2534 "r = m - n + c," S143 Q328
	Q7990334 P2534 "\Psi_0 = C_{\alpha\beta\gamma\delta} l^\alpha m^\beta l^\gamma m^\delta\ , " S143 Q328
	Q2136937 P2534 "\forall p \in X, \exists N_{p} \in T \mbox{ s.t. } p \in N_{p} \mbox{ and } \left\| \mu (N_{p}) \right\| < + \infty." S143 Q328
	Q4723975 P2534 " (a+b)\cdot c" S143 Q328
	Q3924285 P2534 "A,B - network nodes." S143 Q328
	Q2091584 P2534 " E \equiv \frac{\sigma(\varepsilon)}{\varepsilon}= \frac{F/A_0}{\Delta L/L_0} = \frac{F L_0} {A_0 \Delta L} " S143 Q328
	Q14479002 P2534 " \rho_k=k\frac{U_{MN}}{I_{AB}}" S143 Q328
	Q577705 P2534 "f(x,y)=\frac{\partial f}{\partial y}(x,y)=0." S143 Q328
	Q7100625 P2534 "\sum_{k=0}^\infty \mid{b_k}\mid^2 < \infty," S143 Q328
	Q2302892 P2534 "\csc^2(A/2)\,\,\csc^2(B/2)\,\,\csc^2(C/2)" S143 Q328
	Q2154759 P2534 " \rho(0) = 0" S143 Q328
	Q1027067 P2534 "0 \rightarrow K(H) \rightarrow B(H) \rightarrow B(H)/K(H) \rightarrow 0" S143 Q328
	Q5155314 P2534 "\left\\| P_m T x - T x \right \\| \leq \left( \frac{1}{m+1}\right)^2 \\| x \\|." S143 Q328
	Q2562475 P2534 "r_x = \Phi \ \sigma_x \ \rho_A = \Phi \Sigma_x " S143 Q328
	Q2679145 P2534 "\max_{\alpha} \sum_{i=1}^n \alpha_i - \frac12 \sum_{i=1}^n \sum_{j=1}^n y_i y_j K(x_i, x_j) \alpha_i \alpha_j," S143 Q328
	Q8028562 P2534 "Tr[(-1)^F e^{-\beta H}]" S143 Q328
	Q17104988 P2534 " f( x; a,b ) = \frac{ 1 }{ x [ \log_e( b ) - \log_e( a ) ]} \quad \text{ for } a \le x \le b \text{ and } a > 0." S143 Q328
	Q7631153 P2534 "\boldsymbol{r} = (\boldsymbol{q},\boldsymbol{p})" S143 Q328
	Q7309636 P2534 "\Pi = \{ a = t_0 < t_1 < \cdots < t_k = b \}" S143 Q328
	Q1183706 P2534 "C(t) is the value of the call at time t," S143 Q328
	Q745224 P2534 " \mu_\mathrm{B} = \mu_\mathrm{B}^{\ominus} + RT \ln x_\mathrm{B} \," S143 Q328
	Q4887059 P2534 " P_0(x) = 1, " S143 Q328
	Q4874459 P2534 "B = (Y_1,Y_2),~ D = (X_1,X_2)." S143 Q328
	Q837414 P2534 "u^2=a_0+a_1u" S143 Q328
	Q1488549 P2534 "f(x\|a,b) = a b x^{-a-1} e^{-b x^{-a}}\," S143 Q328
	Q18204908 P2534 "S = \frac{1}{4\pi}\int d^2x\sqrt{-g} \left[ \left( b+ b^{-1} \right)\Phi R + \left( \nabla\Phi \right)^2 + 4\pi \mu e^{2b\Phi} \right]," S143 Q328
	Q7975392 P2534 "v_\text{p} = \lambda \nu " S143 Q328
	Q7939771 P2534 "\rho (\vartheta) = \rho_0 + \Delta \rho \cdot cos^2 \vartheta" S143 Q328
	Q6743217 P2534 "f(0,0)=0, {\partial f\over \partial t}(0,0)=0, \dots, {\partial^{k-1} f\over \partial t^{k-1}}(0,0)=0, {\partial^{k} f\over \partial t^{k}}(0,0)\ne0." S143 Q328
	Q25303828 P2534 "\hat{f}(x) = \frac{1}{\sqrt{2 \pi K''(\hat{s})}} \exp(K(\hat{s}) - \hat{s}x) " S143 Q328
	Q5759557 P2534 "x_i = r_i^{ - \beta }" S143 Q328
	Q5449219 P2534 " H^{ex}= \frac {b_1 X_1 b_2 X_2}{b_1 X_1 +b_2 X_2} \left( \frac{\sqrt{a_1}}{b_1}- \frac{\sqrt{a_2}}{b_2} \right)^2" S143 Q328
	Q1577138 P2534 "S(q)=\sum_{n=1}^\infty a_n \frac {q^n}{1-q^n}." S143 Q328
	Q110176 P2534 "\left(x - a \right)^2 + \left( y - b \right)^2=r^2." S143 Q328
	Q904618 P2534 "e = {(k\rho c_p)}^{1/2}" S143 Q328
	Q1567607 P2534 "d=-3,-4,-7,-8,-11,-19,-43,-67,-163.\ " S143 Q328
	Q5165477 P2534 "\\|f\\| = \sup_{x\in X} \|f(x)\|," S143 Q328
	Q212986 P2534 "B_\nu(\nu, T) = \frac{ 2 h \nu^3}{c^2} \frac{1}{e^\frac{h\nu}{k_\mathrm B T} - 1}" S143 Q328
	Q306395 P2534 "\theta_0 = 2 \pi r_0^2 H_0," S143 Q328
	Q1890320 P2534 "\frac{\mathrm{d} C_{1} }{\mathrm{d} t} = g C_1 - 20.8\alpha r^{3} G C_1^2\|" S143 Q328
	Q294077 P2534 " Y=AK^aL^{1-a}\," S143 Q328
	Q3253731 P2534 "X_1,\dots,X_n.\," S143 Q328
	Q6543695 P2534 "\mathcal{L}_g = -\frac{1}{4}W_a^{\mu\nu}W_{\mu\nu}^a - \frac{1}{4}B^{\mu\nu}B_{\mu\nu}\,\!" S143 Q328
	Q17079793 P2534 "x_{i_1} > x_{i_2} < x_{i_3} > \cdots x_{i_k}\qquad \text{and} \qquad 1\leq i_1 < i_2 < \cdots < i_k \leq n." S143 Q328
	Q366608 P2534 "X \rightarrow Y" S143 Q328
	Q2698599 P2534 "P_c(t) = \left( 1 - \frac{1}{2N_e} \right)^{t-1} \left(\frac{1}{2N_e}\right)." S143 Q328
	Q7098616 P2534 "(C\times D)^{\text{op}} \cong C^{\text{op}}\times D^{\text{op}} (see [[product category]])" S143 Q328
	Q4048810 P2534 "\mu(t) = \int_{-\infty}^t A(s) p(s,t) \, \mathrm{d}t." S143 Q328
	Q2000912 P2534 "\mathbf{e}_x = (1,0),\quad \mathbf{e}_y = (0,1)," S143 Q328
	Q894130 P2534 "<math chem>\ce{3CO} + 1.5\ce{\overbrace{B2H6}^{borane} ->[\ce{LiBH4}] (CH3BO)3}" S143 Q328
	Q6664524 P2534 "Cost(x=a) = \sum_{i=1,\ldots,n} \min_{y_i=b} ( Cost(y_i=b) + Violates(x=a, y_i=b) ) " S143 Q328
	Q552380 P2534 "<math chem> \frac{d \left [ \ce A \right ]}{dt} = -k_r \left [ \ce A \right ] \ , " S143 Q328
	Q7636888 P2534 "P = (\frac{E*G}{K^2}) + (\frac{D}{K})" S143 Q328
	Q5319220 P2534 "\mathrm{d} X_{t} = b(X_{t}) \, \mathrm{d} t + \sigma (X_{t}) \, \mathrm{d} B_{t}.\ " S143 Q328
	Q7644285 P2534 "L(\mathcal{T}_r, t) = \frac{r}{6}t^3 + t^2 + \left(2 - \frac{r}{6}\right)t + 1.<ref name=MR2271992>{{cite book\|title=Computing the Continuous Discretely\|year=2007\|publisher=Springer\|location=New York\|page=75\|author=Beck, Matthias\|author2=Robins, Sinai}}</ref>" S143 Q328
	Q1003216 P2534 " \cos(i x) = \cosh(x) \quad \text{and} \quad \sin(i x) = i \sinh(x)" S143 Q328
	Q2855673 P2534 "T^kV = V^{\otimes k} = V\otimes V \otimes \cdots \otimes V," S143 Q328
	Q2019077 P2534 "V=\frac{5}{12}(11+5\sqrt{5}+6\sqrt{5+2\sqrt{5}})a^3\approx16.936...a^3" S143 Q328
	Q27304 P2534 "x(t)=\sin\left(\phi(t)\right)" S143 Q328
	Q1132755 P2534 "y = \begin{cases} 1 & \beta_0 + \beta_1 x + \epsilon > 0 \\ 0 & \text{else} \end{cases}" S143 Q328
	Q1070851 P2534 " I_\text{FROG}(\omega,\tau) = \left\| E_\text{sig}(\omega,\tau) \right\|^2 = \left\| FT[ E_\text{sig}(t,\tau)] \right\|^2 = \left\| \int_{-\infty}^\infty E_{sig}(t,\tau) e^{-i \omega t} \,dt \right\|^2." S143 Q328
	Q5051207 P2534 "\lim_{N \rightarrow \infty} \frac{1}{2}\int_0^{\frac{\pi}{N+1}} \left(\frac{\sin((N+1/2)t)}{\sin(t/2)} -1\right)dt" S143 Q328
	Q16196067 P2534 "S = Ax^{2} + B\sqrt{r^{2} + x^{2}}\ + C" S143 Q328
	Q1144257 P2534 " V_{\text{out}} = A {V_{\text{in}}}^{\gamma}," S143 Q328
	Q2902868 P2534 "{ \frac{d Q}{d t} = h \cdot A \cdot ( T(t)-T_{\text{env}}) = h \cdot A \Delta T(t)\quad }" S143 Q328
	Q4750796 P2534 "Fe\;\rightarrow\;Fe^{2+}\;+\;2\,e^-" S143 Q328
	Q868454 P2534 "y'(t) = f(t,y(t)), \qquad \qquad y(t_0)=y_0. " S143 Q328
	Q4918491 P2534 "f = \frac{1}{\lambda}\frac{d}{dt}(R_{tx}+R_{rx})" S143 Q328
	Q3094318 P2534 "SS_\text{Part} =n_\text{Op} \cdot n_\text{Rep} \sum \left(\bar{x}_{i\cdot\cdot} -\bar{x}\right)^2 " S143 Q328
	Q7429679 P2534 "h_{00}=-2\psi" S143 Q328
	Q193642 P2534 "\mu(\lambda,\,\phi,\,\alpha)=\lim_{Q\to P}\frac{P'Q'}{PQ}," S143 Q328
	Q15994959 P2534 " \textstyle n \le 2^{r-b+1} -1, " S143 Q328
	Q4915231 P2534 "\omega^r = \{(e,f) \, \, fe = e\} " S143 Q328
	Q17102852 P2534 " k^2=\frac{Z}{Y}" S143 Q328
	Q5140324 P2534 "\text{CAI}=\exp \left( 1/L \sum_{l=1}^L{\log \left(w_i(l)\right)}\right)" S143 Q328
	Q6369122 P2534 " \frac{\partial h(\vec x,t)}{\partial t} = \nu \nabla^2 h + \frac{\lambda}{2} \left(\nabla h\right)^2 + \eta(\vec x,t) \; ," S143 Q328
	Q1199125 P2534 "R_n^{(b)}\equiv{b^n-1\over{b-1}}\qquad\mbox{for }\|b\|\ge2, n\ge1." S143 Q328
	Q900846 P2534 " \frac{dN}{dT} = B - D = bN - dN = (b - d)N = rN," S143 Q328
	Q5447130 P2534 "\mbox{p} = \frac{N}{4\cdot \pi \cdot d^2} " S143 Q328Q353176 P2534 "\frac{dF}{dx} = f(x)." S143 Q328
	Q7643174 P2534 " \xi = \sqrt{\frac{\hbar^2}{2 m \|\alpha\|}}" S143 Q328Q869854 P2534 " \Delta P = \frac{8 \mu L Q}{ \pi r^4} " S143 Q328
	Q737004 P2534 "\mathrm{d}U= T\,\mathrm{d}S - P\,\mathrm{d}V\, + \sum_{i=1}^n \mu_i \mathrm{d}N_i \, ," S143 Q328
	Q2412467 P2534 "\int \frac{\delta Q}{T}" S143 Q328
	Q511093 P2534 "PA^2+PB^2+PC^2=GA^2+GB^2+GC^2+3PG^2.<ref>{{harvtxt\|Altshiller-Court\|1925\|pp=70–71}}</ref>" S143 Q328
	Q18430596 P2534 " \|\angle ABI\| = \|\angle DCA\|, \quad \|\angle CBI\| = \|\angle DAC\|. " S143 Q328
	Q1000120 P2534 " T = \left\{\mathrm{diag}(e^{i\theta_1},e^{i\theta_2},\dots,e^{i\theta_n}) \forall j, \theta_j \in \mathbb R\right\}." S143 Q328
	Q5884206 P2534 "e_k = {\partial \over \partial x^k}" S143 Q328
	Q2976589 P2534 " L^{norm}=I-D^{-1/2}AD^{-1/2}," S143 Q328
	Q5508767 P2534 "f(x) \, " S143 Q328
	Q6653183 P2534 "\hat f_\rho = \chi_\rho\hat f" S143 Q328
	Q4087586 P2534 "\exists\,c>0 \mbox{ s.t. } \langle Au-Av , u-v \rangle\geq c \\|u-v\\|^2 \quad \forall u,v\in X." S143 Q328
	Q25303612 P2534 "\operatorname{Spec}_X (\oplus_{n = 0}^{\infty} I^n / I^{n+1})." S143 Q328
	Q5426847 P2534 " (a+b)(c+d) = \underbrace{ac}_\mathrm{first} + \underbrace{ad}_\mathrm{outside} + \underbrace{bc}_\mathrm{inside} + \underbrace{bd}_\mathrm{last}" S143 Q328
	Q5619713 P2534 "\langle\vec{k}_a;\epsilon_\mu\|\vec{k}_b;\epsilon_\nu\rangle=(-\eta_{\mu\nu}){1\over 2\|\vec{k}_a\|}\delta(\vec{k}_a-\vec{k}_b)," S143 Q328
	Q10844267 P2534 " \mbox{2-EXPTIME} = \bigcup_{k \in \mathbb{N} } \mbox{ DTIME } \left( 2^{ 2^{n^k} } \right) . " S143 Q328
	Q2007847 P2534 "\text{core-dist}_{\varepsilon,MinPts}(p)=\begin{cases}\text{UNDEFINED} & \text{if } \|N_\varepsilon(p)\| < MinPts\\ MinPts\text{-th smallest distance to } N_\varepsilon(p) & \text{otherwise}\end{cases}" S143 Q328
	Q7456288 P2534 "\sum_{n=-\infty}^{\infty}c(n)e^{int} " S143 Q328
	Q2498782 P2534 "L[\gamma] = \int_a^b F(\gamma(t),\dot{\gamma}(t))\,dt," S143 Q328
	Q1476663 P2534 "p_1(x)=x^2+4x+4\,={(x+2)(x+2)}," S143 Q328
	Q7314228 P2534 "\mathbf{A} = \frac{\mathbf{J} + i \mathbf{K}}{2}\,,\quad \mathbf{B} = \frac{\mathbf{J} - i \mathbf{K}}{2}\,.<ref>{{harvnb\|Weinberg\|2003}} Equation 5.6.7-8</ref>" S143 Q328
	Q17102845 P2534 "0\rightarrow H^3(K,\mathbf{Q}/\mathbf{Z}(2)) \rightarrow H^3_{et}(P_K, \mathbf{Q}/\mathbf{Z}(2)) \rightarrow \mathbf{Q}/\mathbf{Z}" S143 Q328
	Q7975372 P2534 " f(t) = a_0 + a_1 (t - t_i) + a_2(t - t_i)^2 + \cdots + a_h(t - t_i)^{h_i} \, " S143 Q328
	Q1659659 P2534 " n = a_k, a_{k-1}, \cdots a_0" S143 Q328
	Q4866385 P2534 "g^(R^r f_ \mathcal{F}) \to R^r f'_(g'^\mathcal{F})" S143 Q328
	Q18205840 P2534 "H^*(\mathfrak{g},\mathfrak{k}) " S143 Q328
	Q7119499 P2534 " n = r_1 \cdot r_2 \cdot ... \cdot r_u, for u \ge 2" S143 Q328
	Q25304372 P2534 "2\log_2 n \ll k \ll \sqrt n." S143 Q328
	Q6108459 P2534 "\Phi_t\left(D\right)=\left(\Phi_t^0\left(D\right),\Phi_t^2\left(D\right),\Phi_t^4\left(D\right),\ldots\right)" S143 Q328
	Q303602 P2534 "(X, Y) = \left(\sqrt{\frac{2}{1 - z}} x, \sqrt{\frac{2}{1 - z}} y\right)," S143 Q328
	Q5450410 P2534 "U_{x_1,x_2,\ldots,x_n}=\{f\in\operatorname{Hom}(A,B)\mid f(x_i)=0 \mbox{ for } i=1,2,\ldots,n\}" S143 Q328
	Q3110303 P2534 " [[a,b],c] = [a,[b,c]]+ [[a,c],b]. \, " S143 Q328
	Q201972 P2534 " X = \mathbb{F}_2^m = \{ x_1, \ldots, x_{2^m} \}. " S143 Q328
	Q1054638 P2534 "\frac{dx}{dt}(t)\in F(t,x(t)), " S143 Q328
	Q1965418 P2534 " \alpha(t) = \Omega t - \arcsin\left(\frac{E}{R} \sin(\Omega t) \right) " S143 Q328
	Q6901638 P2534 "w = x_{i_1} x_{i_2} \cdots x_{i_n} \ " S143 Q328
	Q2355320 P2534 " \text{Maximize} \,\, pQ - wL - rK \,\, \text{with respect to} \,\, Q, \, L, \, \text{and} \, K" S143 Q328
	Q590554 P2534 " Y_1 \supseteq Y_2 \supseteq \cdots " S143 Q328
	Q2469857 P2534 "\ln \left(\frac {[A]_t}{[B]_t}\right) = \ln\left(\frac {k_A}{k_B}\right) = -\frac {\Delta E_a}{RT} &nbsp;&nbsp;&nbsp;&nbsp;(equation 1)" S143 Q328
	Q17146826 P2534 "f(x)=\textbf{c}_Ne^{\textbf{A}_Nx}\textbf{b}_N ," S143 Q328
	Q7614452 P2534 " z=f(d) \text{ where }d = \frac{x-\text{origin}}{\text{range}} " S143 Q328
	Q182453 P2534 " P V^{n} = \operatorname{constant} \qquad " S143 Q328Q464100 P2534 " \sum_{n=1}^\infty\,\frac{1}{n} \;\;=\;\; 1 \,+\, \frac{1}{2} \,+\, \frac{1}{3} \,+\, \frac{1}{4} \,+\, \frac{1}{5} \,+\, \cdots.\!" S143 Q328
	Q864003 P2534 "\log_b \colon H \rightarrow \mathbf{Z}." S143 Q328
	Q1737359 P2534 "x = \frac{3 \lambda}{2} \sqrt{\frac{1}{3} - \left( \frac{\varphi}{\pi} \right)^2}" S143 Q328
	Q272477 P2534 "\left(\frac{48.64 \mbox{ g C}}{1}\right)\left(\frac{1 \mbox{ mol }}{12.01 \mbox{ g C}}\right) = 4.049\ \text{mol}" S143 Q328
	Q5903555 P2534 "\arctan \left(\frac{d_2-d_1}{d_1}\right) - \arctan \left(\frac{d_2-d_1}{d_2}\right)." S143 Q328
	Q213723 P2534 " E_{m,n} = 2^{n-m}{n \choose m} , &nbsp;&nbsp;&nbsp; where {n \choose m}=\frac{n!}{m!\,(n-m)!} and ''n''! denotes the [[factorial]] of ''n''." S143 Q328
	Q7265284 P2534 "E = hf" S143 Q328
	Q6556124 P2534 " Z = \frac{ \zeta^N }{ N! } " S143 Q328
	Q2549249 P2534 " \frac{\partial \rho}{\partial t} + \nabla \cdot \left(\rho\mathbf{v}\right)=0." S143 Q328
	Q728969 P2534 "{v^2 \over 2}+gh+{p\over\rho}=\text{constant}" S143 Q328
	Q6809634 P2534 "x^2+y^2-z^2=u^5" S143 Q328
	Q1194002 P2534 "Y = S+C+B^\prime+T+B " S143 Q328
	Q3082377 P2534 "I^2 = J^2 = K^2 = IJK = -1.\," S143 Q328
	Q1864934 P2534 "x_4 = x_3 + (x_3 - x_1)\frac{\operatorname{sign}[f(x_1) - f(x_2)]f(x_3)}{\sqrt{f(x_3)^2 - f(x_1)f(x_2)}} ." S143 Q328
	Q847073 P2534 " \left\\| \mathbf{p} \right\\| = \sqrt{p_1^2+p_2^2+\cdots +p_n^2} = \sqrt{\mathbf{p}\cdot\mathbf{p}} ," S143 Q328
	Q2140717 P2534 "h = \left(q + \left\lfloor\frac{13(m+1)}{5}\right\rfloor + K + \left\lfloor\frac{K}{4}\right\rfloor + \left\lfloor\frac{J}{4}\right\rfloor - 2J\right) \bmod 7," S143 Q328
	Q4737940 P2534 " P_A O_2 = F_I O_2(PB-P H_2 0) - P_A CO_2 (F_I O_2 + \frac{1-F_I O_2}{R})" S143 Q328
	Q7941490 P2534 "f(x\mid\mu,\kappa)=\frac{e^{\kappa\cos(x-\mu)}}{2\pi I_0(\kappa)}" S143 Q328
	Q978505 P2534 "FW \times W \times \cdots \times W \rightarrow \mathbb{R}" S143 Q328
	Q523647 P2534 "\frac {P_1V_1} {T_1} = \frac {P_2V_2} {T_2}" S143 Q328
	Q899029 P2534 "\Delta G_{\text{fus}} = \Delta H_{\text{fus}} - T \times \Delta S_{\text{fus}} < 0, where \Delta H_{\text{fus}} is the enthalpy or [[heat of fusion]]." S143 Q328
	Q530648 P2534 "\Delta n=n_{RHC}-n_{LHC} \,." S143 Q328
	Q7314199 P2534 "(c_1 A+c_2 B)\cdot X=c_1 A\cdot X + c_2 B\cdot X\," S143 Q328
	Q5376993 P2534 "\mathrm{Unadjusted MPG (combined)} = \frac{\mathrm{1}}{\mathrm{ \frac{\mathrm{.495}}{\mathrm{City MPG}} + \frac{\mathrm{.351}}{\mathrm{Highway MPG}} }} + .15" S143 Q328
	Q2908408 P2534 "\sup_{n \in \mathbb{N}} \left( \left\\| f_{n} \right\\|_{L^{1} (W)} + \left\\| \frac{\mathrm{d} f_{n}}{\mathrm{d} t} \right\\|_{L^{1} (W)} \right) < + \infty," S143 Q328
	Q2142611 P2534 "RR= \frac {p_\text{event when exposed}}{p_\text{event when non-exposed}} " S143 Q328
	Q7496252 P2534 "P(D)(e^{ax}y)\equiv e^{ax}P(D+a)y.\," S143 Q328
	Q38433 P2534 "\|P_\mathrm{R}\| = \|P_\mathrm{\gamma}\| \," S143 Q328
	Q7269432 P2534 "[x,x]=0" S143 Q328
	Q905766 P2534 "CE = \%C + \left(\frac{\%Mn+\%Si}{6} \right) + \left(\frac{\%Cr+%Mo+\%V}{5} \right) + \left(\frac{\%Cu+\%Ni}{15} \right)" S143 Q328
	Q22909588 P2534 "\sum_{i=1}^{n}{V_i(X_i)}" S143 Q328
	Q6953365 P2534 " e^+e^- \to \rho, \omega, \phi \to \pi^0 \gamma, \eta \gamma <ref name="rad-dec-rho-omega">" S143 Q328
	Q5461964 P2534 "\Delta G_m = \Delta H_m - T\Delta S_m \," S143 Q328
	Q22682116 P2534 "f = x^6 - 3 x^3 + 1" S143 Q328
	Q5310243 P2534 "(X, \tau)' \simeq Y." S143 Q328
	Q5326499 P2534 "\displaystyle{\alpha(z,v)=\sup_g \|g^\prime(z)v\|,}" S143 Q328
	Q6460605 P2534 " R_b = \frac {Z_2} {\sqrt {1 - Z_2/Z_1 } } \, " S143 Q328
	Q896057 P2534 " p = \sum_k p_k X^k, \quad p_k\in \mathbb{F}" S143 Q328
	Q1468740 P2534 " \psi(\bold{r}+N_i \bold{a}_i)=\psi(\bold{r}), \, " S143 Q328
	Q2917249 P2534 "g(\cdot) = \int \cdot \; d \mu" S143 Q328
	Q1977001 P2534 "y=Sx" S143 Q328
	Q5283075 P2534 " \rho_g(X) = -\int_0^1 F_{-X}^{-1}(p) d\tilde{g}(p) = \int_{-\infty}^0 \tilde{g}(F_{-X}(x))dx - \int_0^{\infty} g(1 - F_{-X}(x)) dx" S143 Q328
	Q7630144 P2534 "S = \left\{p_1^{e_1}p_2^{e_2}\cdots p_k^{e_k}\mid e_i\in\{0,1,2,\ldots\}\right\}" S143 Q328
	Q1970635 P2534 "\mathrm{Contrast} = \frac{K}{\mathrm{Area}}.\ " S143 Q328
	Q1785576 P2534 "\mathcal{B}\{f(t)\} = F(s) = \int_{-\infty}^\infty e^{-st} f(t)\, dt." S143 Q328
	Q5908162 P2534 " H = \sum_{g=1}^{G} \frac{(O_{1g} - E_{1g})^2}{E_{1g}}+\frac{(O_{0g} - E_{0g})^2}{E_{0g}} = \sum_{g=1}^{G} \frac{(O_{1g} - E_{1g})^2}{N_g \pi_g}+\frac{(N_g-O_{1g} - (N_g - E_{1g}))^2}{N_g (1-\pi_{g})} = \sum_{g=1}^{G} \frac{(O_{1g} - E_{1g})^2}{N_g \pi_g (1-\pi_{g})} .\,\!" S143 Q328
	Q2996956 P2534 "If = \lim_{n \to \infty} Ih_n" S143 Q328
	Q7189956 P2534 " I_s = -\|I_c\|\sin(\phi) = \|I_c\|\sin(\phi+\pi)" S143 Q328
	Q17104113 P2534 " \frac{dP_A}{dx}=-\frac{dP_B}{dx}." S143 Q328
	Q741846 P2534 " PV \ = \ {A \over r} " S143 Q328
	Q209675 P2534 "f(x)=\frac{1}{2\pi}\int_{-\infty}^\infty\ \ d\alpha f(\alpha) \ \int_{-\infty}^\infty dp\ \cos (px-p\alpha)\ , " S143 Q328
	Q2226750 P2534 "P\left(\frac{\partial}{\partial x_1}, \cdots, \frac{\partial}{\partial x_{\ell}}\right)u(\mathbf{x})=\delta(\mathbf{x})," S143 Q328
	Q4298935 P2534 "E_{xc}^{\mathrm{LDA}}[\rho] = \int \rho(\mathbf{r})\epsilon_{xc}(\rho)\ \mathrm{d}\mathbf{r}\ ," S143 Q328
	Q5152373 P2534 " \mathrm{comm}_G(H)=\{g\in G gHg^{-1} \cap H \text{ has finite index in both } H \text{ and } gHg^{-1}\}.<ref>Geoghegan (2008), p. 348</ref>" S143 Q328
	Q1155831 P2534 "\mathrm{P} = \bigcup_{k\in\mathbb{N}} \mathrm{DTIME}(n^k)" S143 Q328
	Q6860189 P2534 " w = f(z) + \overline{f\left( \frac{a^2}{\bar{z}} \right)} = f(z) + \bar{f}\left( \frac{a^2}{z} \right)." S143 Q328
	Q2575475 P2534 "\frac{\tau_\lambda}{\tau_{\lambda_0}}=\left (\frac{\lambda}{\lambda_0}\right )^{-\alpha}" S143 Q328
	Q1557613 P2534 "\mu_n(t+s)=\sum_{k=0}^n {n \choose k} \mu_k(t) \mu_{n-k}(s)." S143 Q328
	Q3254524 P2534 "\delta m_0 = \frac{1}{4\pi G}\left[\frac{1}{\rho_0 c^2}\frac{\partial P}{\partial t} - \left(\frac{1}{\rho_0 c^2}\right)^2 \frac{P^2}{V}\right]" S143 Q328
	Q25143610 P2534 "d(p,q) = \frac{1}{2} \log \frac{ \left\| qa \right\| \left\| bp \right\| }{ \left\| pa \right\| \left\| bq \right\| } ," S143 Q328
	Q3702775 P2534 "S = \int L \sqrt{-g} \, \mathrm{d}^4x " S143 Q328
	Q851604 P2534 "1^m+2^3=3^2\;" S143 Q328
	Q6926126 P2534 " \tau = -\kappa\theta\, " S143 Q328
	Q306243 P2534 "\frac{\sin u'}{\sin U'} = \frac{\sin u}{\sin U}" S143 Q328
	Q6002212 P2534 " A(i\omega)=\frac{V_o}{V_i}=\sqrt{\frac{Z_{I2}}{Z_{I1}}}e^{-\gamma}\left[ \frac{\tau_{I1}\tau_{I2}}{1-e^{-2\gamma}r_{I1}r_{I2}} \right]" S143 Q328
	Q5409007 P2534 "\mathcal{L} =-\mathcal{F} -\frac{1}{8\pi^{2}}\int_{0}^{\infty}\exp\left(-m^{2}s\right)\left[(es)^{2}\frac{\operatorname{Re}\cosh\left(es\sqrt{2\left(\mathcal{F} + i\mathcal{G}\right)}\right)}{\operatorname{Im}\cosh\left(es\sqrt{2\left(\mathcal{F} + i\mathcal{G}\right)}\right)}\mathcal{G}-\frac{2}{3}(es)^{2}\mathcal{F} - 1\right]\frac{ds}{s^{3}}" S143 Q328
	Q623472 P2534 "\operatorname{tr}(A) = a_{11} + a_{22} + \dots + a_{nn}=\sum_{i=1}^{n} a_{ii}" S143 Q328
	Q7269508 P2534 "\\|x + y\\| \leq K(\\|x\\| + \\|y\\|)" S143 Q328
	Q17004583 P2534 "\mathbf{a} = a_\text{x}\mathbf{e}_\text{x} + a_\text{y}\mathbf{e}_\text{y} + a_\text{z}\mathbf{e}_\text{z} " S143 Q328
	Q2852531 P2534 "(p\lor\neg p)\land(q\lor\neg q)\land(r\lor\neg r)." S143 Q328
	Q281778 P2534 "\, S=A/4\! (in [[Planck units]])" S143 Q328
	Q773174 P2534 "x = \left(\lambda - \lambda_0\right) \cos \varphi" S143 Q328
	Q362640 P2534 " \mathbf{v} = \sum_i v^i {\mathbf e}_i = \sum_j {v'\,}^j \mathbf{e}'_j." S143 Q328
	Q576478 P2534 " f(z) = \sum_{k=0}^\infty a_k z^k" S143 Q328
	Q23579012 P2534 " R = \frac{r_B - r_W}{M/2} " S143 Q328
	Q4960382 P2534 "D_F(p, q) = F(p)-F(q)-\langle \nabla F(q), p-q\rangle. " S143 Q328
	Q196822 P2534 " \zeta(s) = \sum_{n=1}^{\infty} \frac{1}{n^s}." S143 Q328
	Q354718 P2534 "R = \rho \frac{L}{A} = \rho \frac{L}{W t}," S143 Q328
	Q13905721 P2534 "x_1'=f_1(x_1, \ldots, x_n)" S143 Q328
	Q2835803 P2534 " \langle x, y, x^{-1}, y^{-1}\, \|\, xy=yx, xx^{-1} = x^{-1}x = yy^{-1} = y^{-1}y = 1 \rangle ." S143 Q328
	Q5348913 P2534 " H(k-1) = \begin{bmatrix}Y(k) & Y(k+1) & \cdots & Y(k+p) \\ Y(k+1) & \ddots & & \vdots \\ \vdots & & & \\ Y(k+r) & \cdots & & Y(k+p+r) \end{bmatrix}" S143 Q328
	Q17082552 P2534 "X^Tr = \mu" S143 Q328
	Q3117686 P2534 " (X Y Z 0) \equiv (a X a Y a Z 0) ," S143 Q328
	Q7572636 P2534 " \tau = N_{AO} \int \frac{1}{(-r_{A})V_{R}}\,df_{A} " S143 Q328
	Q5160252 P2534 "\phi = ((p \lor q) \land r) \to (\neg s)" S143 Q328
	Q2142864 P2534 "A_{FB} = \frac {A_{OL}} {1+ \beta A_{OL}}, " S143 Q328
	Q19587277 P2534 " 1+ \frac {1}{4000} \sum _{i=1}^n x_i^2 -\prod _{i=1}^n \cos \left( \frac {x_i}{\sqrt {i}} \right) " S143 Q328
	Q6415283 P2534 " j^{1/2}(X) \chi_\lambda (\exp X) = \int_{\mathcal{O}_{\lambda + \rho}} e^{i\beta (X)}d\mu_{\lambda + \rho} (\beta), \; \forall \; X \in \mathfrak{g} ," S143 Q328
	Q17104164 P2534 " x^2 \equiv n \pmod p " S143 Q328
	Q25303821 P2534 "<math >\frac{N_h}{N_g}=e^{-\frac{\hbar \omega_h}{k_bT_h}} " S143 Q328
	Q393340 P2534 " M \propto R_g^d " S143 Q328
	Q426656 P2534 " {v^2 \over 2}+gy+{P \over \rho}=\mathrm{constant} " S143 Q328
	Q5192247 P2534 "\psi_{nlm}(\bold{r}) = R_{nl}(r) Y_l^m(\theta,\varphi)" S143 Q328
	Q5128325 P2534 " A\mid B\Leftrightarrow B\mid A," S143 Q328
	Q1470118 P2534 " \frac{8! \times 3^7 \times 12! \times 2^{10} \times 24!^3}{4!^{12}} \approx 2.83 \times 10^{74}" S143 Q328
	Q3042798 P2534 " [\mathfrak{k}, \mathfrak{k}] \subseteq \mathfrak{k}, [\mathfrak{k}, \mathfrak{p}] \subseteq \mathfrak{p}, and [\mathfrak{p}, \mathfrak{p}] \subseteq \mathfrak{k}." S143 Q328
	Q4769715 P2534 "a.a_1 a_2 \ldots ; \ldots a_{H-1} a_H a_{H+1} \ldots\,." S143 Q328
	Q453200 P2534 "\mathrm{L} \quad \begin{smallmatrix}4&&1\\&\swarrow&\\2&\rightarrow&3\end{smallmatrix} \qquad \mathrm{U} \quad \begin{smallmatrix}1&&4\\\downarrow&&\uparrow\\2&\rightarrow&3\end{smallmatrix} \qquad \mathrm{X}\quad \begin{smallmatrix}1&&4\\&\searrow\!\!\!\!\!\!\nearrow&\\3&&2\end{smallmatrix}" S143 Q328
	Q5365789 P2534 "A^0 = R" S143 Q328
	Q5131618 P2534 "\int_{-1}^1 f(x)\, dx = \int_0^\pi f(\cos \theta) \sin(\theta)\, d\theta . " S143 Q328
	Q138224 P2534 "\cosh s = (\cosh b -1) \cosh^2 l + 1 = \cosh b \cdot \cosh^2 l - \sinh^2 l<ref>P. Buser and H. Karcher. Gromov's almost flat manifolds. Asterisque 81 (1981), page 104.</ref>" S143 Q328
	Q899628 P2534 "\Delta T = Q \times R_{\theta}\,." S143 Q328
	Q6935403 P2534 "H^i(X,L^{-1})=0\text{ for }i = 0,1.\ " S143 Q328
	Q7783070 P2534 "I_{sp} = V_{e}/g_o = \frac{1}{g_o} \sqrt{\frac{3k_bT}{m}}" S143 Q328
	Q1878128 P2534 "\rho=\frac{1}{2}r\left(1-r\right)" S143 Q328
	Q5349486 P2534 "\int_Y^* H_{m-n}(A\cap f^{-1}(y)) \, dH_n(y) \leq \frac{v_{m-n}v_n}{v_m}(\text{Lip }f)^n H_m(A), " S143 Q328
	Q7536350 P2534 "\mathbb{E}[\tau] = \mathbb{E}[X^{2}]" S143 Q328
	Q4485014 P2534 "w=\sqrt{1-\frac{U}{E}}." S143 Q328
	Q7520832 P2534 "V_x=f(x,y)" S143 Q328
	Q282023 P2534 "I = \int_m^n f(x)\,dx" S143 Q328
	Q652123 P2534 " \Delta(l,m,n) = \langle a,b,c \mid a^{2} = b^{2} = c^{2} = (ab)^{l} = (bc)^{n} = (ca)^{m} = 1 \rangle. " S143 Q328
	Q22907099 P2534 "E_A[u(x_1,...,x_n)] > E_B[u(x_1,...,x_n)]" S143 Q328
	Q17019543 P2534 "\Delta(x) = x \otimes x;" S143 Q328
	Q4698349 P2534 "S=\cfrac{7d}{\rho\,(1-\epsilon\,)}\sqrt{\dfrac{\epsilon\,^3\pi\,\delta\,P}{l\eta\,Q}}" S143 Q328
	Q17006924 P2534 "\beta^+=\frac{\operatorname{Cov}(r_i,r_m \mid r_m>u_m)}{\operatorname{Var}(r_m \mid r_m>u_m)}" S143 Q328
	Q6510407 P2534 " S = \sum_{ij} w_{ij} (D_{ij}-T_{ij})^2 " S143 Q328
	Q16890402 P2534 "\int_a^b f(x)\,dx = \lim_{\Delta x\to 0}\sum f(x_i)\,\Delta x," S143 Q328
	Q735775 P2534 "\Omega_F = \sum_{p \in P_F} 2^{-\|p\|}," S143 Q328Q911907 P2534 " a_1 x + b_1 y + c_1 z + d_1 = 0 " S143 Q328
	Q5280160 P2534 " \displaystyle\{ \gamma^\mu, \gamma^\nu \} = \gamma^\mu \gamma^\nu + \gamma^\nu \gamma^\mu = 2 \eta^{\mu \nu} \bold{1} " S143 Q328
	Q7448216 P2534 "(T^{} T)^{} = T^{*} T" S143 Q328
	Q1758924 P2534 "V \otimes \cdots \otimes V \otimes V^* \otimes \cdots \otimes V^*" S143 Q328
	Q6378674 P2534 "F(K)(a,z)=a^{-w(K)}L(K)\," S143 Q328
	Q25304325 P2534 "P_{cr} = Euler's critical load (longitudinal compression load on column)," S143 Q328
	Q5178018 P2534 " \qquad x_{n+1} = r x_n (1-x_n) " S143 Q328
	Q17104667 P2534 " \displaystyle wxw^{-1} = \|\|w\|\|x" S143 Q328
	Q955072 P2534 " \mathrm{d}f = f(d_p) \,\mathrm{d}d_p" S143 Q328
	Q7118987 P2534 "P = (a,\lambda).P\,\,\, \| \,\,\,P + Q\,\,\, \| \,\,\,P\stackrel{\triangleright \!\! \triangleleft}{\scriptstyle{L}}Q\,\,\, \| \,\,\,P/L\,\,\,\|\,\,\,A" S143 Q328
	Q4200516 P2534 "dx/dt=ax-xy\quad\text{and}\quad dy/dt=-y+x^2-2y^2." S143 Q328
	Q1348808 P2534 "\begin{smallmatrix} R_H = a\left ( \frac{m}{3M} \right )^{\frac{1}{3}} \end{smallmatrix}," S143 Q328
	Q5304816 P2534 "F_d=\frac{1}{2}\ \rho\ C_d A\ v^2." S143 Q328
	Q18390847 P2534 " (M \otimes_k A)^G." S143 Q328
	Q17006207 P2534 "FV=P(1+i)^{120} + P(1+i)^{119}+\dots+P(1+i)^2+P(1+i)^1" S143 Q328
	Q17105936 P2534 "\eta \left\{\eta_bE + \frac{Px}{v}\right\} = \left\{W C_{rr1} + N C_{rr2} v + \frac{1}{2}\rho C_d A v^2\right\}x +Wh + \frac{N_a W v^2}{2g}<ref name="Equation">Solar Vehicle Performance, Dr. Eric Slimko, December 1, 1991</ref>" S143 Q328
	Q1463606 P2534 " \Delta T_s =~ \lambda~\Delta F" S143 Q328
	Q6701729 P2534 "D(X, Y) = \int_{-\infty}^\infty \int_{-\infty}^\infty \|x-y\|f(x)g(y) \, dx\, dy" S143 Q328
	Q5159399 P2534 " f_P = 2u_P + t_P + \delta_P , \, " S143 Q328Q3222962 P2534 "(\tfrac{x-1}{2})^2+(\tfrac{x+1}{2})^2 = y^2" S143 Q328
	Q1528306 P2534 "\|z_1\|^2+\|z_2\|^2+\|z_3\|^2 = 1 , \,\!" S143 Q328
	Q7887012 P2534 " \begin{bmatrix}f_1(x_1) \\ f_1(x_2) \\ \vdots \\ f_1(x_n)\end{bmatrix}, \begin{bmatrix}f_2(x_1) \\ f_2(x_2) \\ \vdots \\ f_2(x_n)\end{bmatrix}, \dots, \begin{bmatrix}f_n(x_1) \\ f_n(x_2) \\ \vdots \\ f_n(x_n)\end{bmatrix}" S143 Q328
	Q4454973 P2534 "\Omega = \{ z \in \mathbb{C} \| x_1 \leq \mathrm{Re} (z) \leq x_2 \text{ and } \mathrm{Im} (z) \geq y_0 \} \subsetneq \mathbb{C}. \, " S143 Q328
	Q6984421 P2534 "\mathcal{R}_\mathcal{R}(C^{knn}_{n}) - \mathcal{R}_{\mathcal{R}}(C^{Bayes}) = \left\{B_1\frac 1 k + B_2 \left(\frac k n\right)^{4/d}\right\} \{1+o(1)\}," S143 Q328
	Q2502253 P2534 " \exists! n \in \mathbb{N}\,(n - 2 = 4)" S143 Q328
	Q6552475 P2534 " E_{k-q} - E_k = \frac{\hbar^2}{2m}(k^2-2\vec{k}\cdot\vec{q}+q^2) - \frac{\hbar^2 k^2}{2m} \simeq -\frac{\hbar^2 \vec{k}\cdot\vec{q}}{m}," S143 Q328
	Q7595771 P2534 " \underline{\mathrm{Hom}}(\Omega^n(M), N) \cong \mathrm{Ext}^n_{kG}(M,N) \cong \underline{\mathrm{Hom}}(M, \Omega^{-n}(N))" S143 Q328
	Q332 P2534 " \begin{smallmatrix}\frac{M_{Neptune}}{M_{Earth}} \ =\ \frac{1.02 \times 10^{26}}{5.97 \times 10^{24}} \ =\ 17.09\end{smallmatrix}" S143 Q328
	Q5316065 P2534 " \\|f^{(k)}\\|_{L_\infty(T)} \le C(n, k, T) {\\|f\\|_{L_\infty(T)}}^{1-k/n} {\\|f^{(n)}\\|_{L_\infty(T)}}^{k/n} \text{ for } 1\le k < n." S143 Q328
	Q5891840 P2534 "fA \to B" S143 Q328
	Q4674720 P2534 "A = {\cot\alpha}." S143 Q328
	Q7575215 P2534 " Df(x) = -p(x) f^{\prime\prime}(x) +r(x) f^\prime(x) + q(x) f(x)," S143 Q328
	Q845260 P2534 " \mathbb{E}(X) = \int_\mathbb{R} \lambda \, d \, \operatorname{D}_X(\lambda) " S143 Q328
	Q8083987 P2534 " O\left(\frac{d}{\varepsilon} \log \frac{d}{\varepsilon}\right);" S143 Q328
	Q517269 P2534 " \!y = \frac{8a^3}{x^2+4a^2}." S143 Q328
	Q7884367 P2534 "F((x,y),(a,b,c)) = x^2 + y^5 + ay + by^2 + cy^3." S143 Q328
	Q4390265 P2534 "\gamma= \int_0^\infty \langle \dot{A}(t) \dot{A}(0) \rangle \;\mathrm dt." S143 Q328
	Q4836283 P2534 " A = U \Lambda_1 U^\dagger" S143 Q328
	Q4809210 P2534 "\Delta a=\sin^{-1}\left(\frac {V_w\sin(w-d)}{V_a}\right)" S143 Q328
	Q6521248 P2534 "\frac{\Gamma^2(\tfrac{1}{4})}{4\sqrt{\pi}}" S143 Q328
	Q4184771 P2534 "I \propto \sqrt\frac{A}{L}" S143 Q328
	Q1244890 P2534 "\frac{a}{b} = \frac{c}{d} if and only if ad = bc." S143 Q328
	Q362019 P2534 "\nu_1 \subseteq \mathbb{N} \to S_1" S143 Q328
	Q3177938 P2534 "0.\dot{3} ," S143 Q328
	Q579600 P2534 "x_0\mapsto f(x_0)" S143 Q328
	Q6373328 P2534 "e = \frac{\frac{1}{\psi}-\frac{1}{p}}{1-\frac{1}{p}}" S143 Q328
	Q22682100 P2534 "X^+ = \{x_i ~\|~ x_i \geq x_m \}," S143 Q328
	Q306467 P2534 "1 \,-\, \frac{1}{3} \,+\, \frac{1}{5} \,-\, \frac{1}{7} \,+\, \frac{1}{9} \,-\, \cdots \;=\; \frac{\pi}{4}.\!" S143 Q328
	Q7828135 P2534 "p_0 = p + q + \rho g z\," S143 Q328
	Q5527850 P2534 "\int_{-\infty}^{+\infty} e^{-x^2} f(x)\,dx." S143 Q328
	Q7191280 P2534 "\displaystyle \sum_n \frac{s_n(x)}{n!}t^n = \left(\frac{1+t}{1-t}\right)^x(1-t)^{-1}" S143 Q328
	Q1855610 P2534 " {n \choose k}\, p^k q^{n-k} \simeq \frac{1}{\sqrt{2 \pi npq}}\,e^{-\frac{(k-np)^2}{2npq}}, \qquad p+q=1,\ p, q > 0" S143 Q328
	Q3870163 P2534 " {(x,y)^2\over 4} = Dt" S143 Q328
	Q258659 P2534 "\mu=\tfrac{\sqrt{3}}{2}\frac{q}{m_e}\hbar." S143 Q328
	Q3527015 P2534 "(-1)^n{d^n \over dt^n} f(t) \geq 0" S143 Q328
	Q1959618 P2534 "H = -J{\sum}_{\langle i,j \rangle}\mathbf{s}_i \cdot \mathbf{s}_j" S143 Q328
	Q3154003 P2534 "\sum_{k=0}^\infty \left\| \Pr(S_n=k) - {\lambda_n^k e^{-\lambda_n} \over k!} \right\| < 2 \sum_{i=1}^n p_i^2. " S143 Q328
	Q17092365 P2534 "\begin{bmatrix} 10 & 11 & 12 & 13 \\ 14 & 15 & 16 & 17\end{bmatrix}." S143 Q328
	Q7250032 P2534 " \left(\frac qp\right) = (-1)^{\sum_u \left \lfloor qu/p \right \rfloor}," S143 Q328
	Q1187265 P2534 "H = \frac{1}{3} \left(A + \sqrt{A B} +B \right)." S143 Q328
	Q4882927 P2534 " ds^2 = f (-d(x^0)^2 + d(x^1)^2) + g_{ab} \, dx^a \, dx^b" S143 Q328
	Q1099204 P2534 "0 \to Q^\epsilon(M) \to B(M) \stackrel{1-\epsilon T}{\longrightarrow} B(M) \to Q_\epsilon(M) \to 0 " S143 Q328
	Q1425564 P2534 " P = \{ p_1 , \ldots , p_n \} " S143 Q328
	Q1191286 P2534 "S(\alpha) = \alpha \cup \{\alpha\}." S143 Q328
	Q17134473 P2534 "R_{25} = \sigma _{call,25} - \sigma _{put,25} " S143 Q328
	Q931783 P2534 "E(R_i) = R_f + \beta_{i}(E(R_m) - R_f)" S143 Q328
	Q5753066 P2534 "\displaystyle AB^2+CD^2 = AC^2+BD^2 = AD^2+BC^2." S143 Q328
	Q5282048 P2534 "\int_{M} \mathrm{d} \omega = \int_{\partial M} \omega." S143 Q328
	Q1990841 P2534 "H = \log_2 N^L = L\log_2 N = L {\log N \over \log 2}" S143 Q328
	Q1260916 P2534 "pV=nRT=\operatorname{constant}." S143 Q328
	Q1038716 P2534 "S = \{ z \in D \mid f^{(k)}(z) = g^{(k)}(z) \quad \mbox{for all} \; k \geq 0\}." S143 Q328
	Q854659 P2534 "\text{gain}=10 \log \left(\frac{P_\text{out}}{P_\text{in}}\right)~\text{dB}," S143 Q328
	Q900939 P2534 " Ag^+ + e^- \rightleftharpoons Ag(s)" S143 Q328
	Q1473659 P2534 "\textbf{x}_{i} = \textbf{x}_{1} + \sigma(\textbf{x}_{i} - \textbf{x}_{1}) \text{ for all i } \in\{2,\dots,n+1\}. go to step 1." S143 Q328
	Q1183700 P2534 " f * g = h \, " S143 Q328
	Q11289498 P2534 "T_{21} = T_{32} = T_{43} = T_{14} = 1," S143 Q328
	Q774671 P2534 "GDD = \int(T - T_\mathrm{base})dt." S143 Q328
	Q1430460 P2534 "\frac{\pi^{d/2}}{d2^{d-1}\Gamma(d/2)}\rightarrow 0 as d \rightarrow \infty. Furthermore, the distance between the center and the corners is r\sqrt{d}, which increases without bound for fixed r." S143 Q328
	Q1798227 P2534 "\mathrm{D}_\text{dec} = \mathrm{D} + \frac{\mathrm{M}}{60} + \frac{\mathrm{S}}{3600}" S143 Q328
	Q133673 P2534 "S = \hbar \, \sqrt{s (s+1)}=\frac{h}{4\pi} \, \sqrt{n(n+2)}," S143 Q328
	Q1739376 P2534 " N_x = X - Qe " S143 Q328
	Q1139524 P2534 "A = \{a_1, \ldots, a_i, \ldots, a_j\}" S143 Q328
	Q16000284 P2534 "P(e) \triangleq \frac{1}{M} \sum_{x} \mathbb{P} (X \neq \widehat{X}\|X)" S143 Q328
	Q25303904 P2534 " \Pi(k_i)=\frac{A_i+k_i}{\sum\limits_j (A_j+ k_j)}" S143 Q328
	Q477921 P2534 "\mathcal{H} = T + V , \quad T = \frac{p^2}{2m} , \quad V = V(q). " S143 Q328
	Q370089 P2534 "H =\sum_{i=1}^N s_i^2" S143 Q328
	Q7642975 P2534 "V=V_0\oplus V_1." S143 Q328
	Q4916564 P2534 " G_iG_j=G_jG_i, \mathrm{if} \left\vert i-j \right\vert \geqslant 2," S143 Q328
	Q1186808 P2534 "\binom{m}{n}\equiv\prod_{i=0}^k\binom{m_i}{n_i}\pmod p," S143 Q328
	Q4358367 P2534 "L = 0.25A + 0.75B \, " S143 Q328
	Q5446357 P2534 "t_{ij} U_i \cap U_j \to G\, " S143 Q328
	Q5532608 P2534 "T = \frac{\log R_0}{r}." S143 Q328
	Q3014899 P2534 "HU = 100 * log(h-1.7w^{0.37} + 7.6)" S143 Q328
	Q5073766 P2534 " X(J_n) = \lambda _n R(J_n)<ref name="Harrington1" />" S143 Q328
	Q833065 P2534 "\mathbf{q} = (q_1,q_2,\cdots q_N) " S143 Q328
	Q1155722 P2534 "\|S\|\le\|\mathcal{C}\|^{\|\mathcal{C}\|} \le (2^{c.s(n)})^{2^{c.s(n)}}= 2^{c.s(n).2^{c.s(n)}}< 2^{2^{2c.s(n)}}=2^{2^{o(\log \log n)}} = o(n) " S143 Q328
	Q5199277 P2534 "\nu \equiv_1 c(\nu)." S143 Q328
	Q6883984 P2534 " U_{ni} = \beta x_{ni} + \varepsilon_{ni} " S143 Q328
	Q3782642 P2534 "\|a\| = \begin{cases} a, & \mbox{if } 0 \leq a, \\ -a, & \mbox{otherwise}, \end{cases} " S143 Q328
	Q22908047 P2534 " \frac{dx}{dt} = x^2 + I" S143 Q328
	Q7310783 P2534 "\mathbf{H_{{2}/{1}}}=\mathbf{r}\times m_2\mathbf{v}\,\!" S143 Q328
	Q945127 P2534 "y'=y" S143 Q328
	Q1089708 P2534 " f^n = \underbrace{f \circ f \circ \cdots \circ f}_{n\text{ times}}.\," S143 Q328
	Q6322815 P2534 "f_X(x;\mu,\nu,L)= \frac{2 \, \xi^{(\beta + 1)/2} x^{(\beta - 1)/2}}{\Gamma(L)\Gamma(\nu)} K_\alpha ( 2 \sqrt{\xi x}), " S143 Q328
	Q3044470 P2534 "\left (\sqrt{2}^{\sqrt2}\right )^{\sqrt2} = \sqrt{2}^{(\sqrt{2} \cdot \sqrt{2})} = \sqrt{2}^2 = 2." S143 Q328
	Q483538 P2534 "\Delta{}H_{\mathrm{vap}} = \Delta{}U_{\mathrm{vap}} + p\Delta\,V" S143 Q328
	Q5241761 P2534 " S_i = \left(\frac{1}{T_i} \sum_{j=1}^{T_i} {\left\| X_j-A_i\right\|^p}\right)^{1/p}" S143 Q328
	Q870531 P2534 "\ln{a \over {a-x}} = \lambda \ln{ b \over {b-y}}" S143 Q328
	Q1816970 P2534 " \mathrm{Ba}=\frac{\rho d^2 \lambda^{1/2} \gamma}{\mu},<ref>{{cite journal \|last1=Hunt \|first1=M. L. \|last2=Zenit \|first2=R. \|last3=Campbell \|first3=C. S. \|last4=Brennen \|first4=C.E. \|year=2002 \|title=Revisiting the 1954 suspension experiments of R. A. Bagnold \|journal=Journal of Fluid Mechanics \|volume=452 \|pages=1–24 \|publisher=Cambridge University Press \|doi=10.1017/S0022112001006577 \|url=http//dx.doi.org/10.1017/S0022112001006577 }}</ref>" S143 Q328
	Q609991 P2534 "p = A*x\," S143 Q328
	Q522216 P2534 "[g_1,h_1] \cdots [g_n,h_n] " S143 Q328
	Q894998 P2534 "\log(K_{eq}) = \frac{9141}{T} + 0.000224T - 9.595" S143 Q328
	Q6875830 P2534 "\text{Lie factor}=\frac{\text{size of effect shown in graphic}}{\text{size of effect shown in data}}," S143 Q328
	Q783081 P2534 "A = \frac{R^2}{2} \left(\theta - \sin \theta \right)" S143 Q328
	Q7269022 P2534 "H_2(X) = H_2(X, \mathbf{Z}) / \mathrm{torsion}" S143 Q328
	Q4803817 P2534 "(X) \subset (X/2) \subset (X/4) \subset (X/8), ..." S143 Q328
	Q3966636 P2534 "H = \frac{kT}{Mg}" S143 Q328
	Q735075 P2534 "\operatorname I(\omega_n) = \log \left(\frac{1}{\operatorname P(\omega_n)} \right) = - \log(\operatorname P(\omega_n)) " S143 Q328
	Q12524 P2534 "F = G\frac{m_1 m_2}{r^2}." S143 Q328
	Q301990 P2534 "y^*_i = \hat{y}_i + \hat{\epsilon}_i v_i" S143 Q328
	Q3395683 P2534 "\bigcup \{ X, \bigcup X, \bigcup \bigcup X, \bigcup \bigcup \bigcup X, \bigcup \bigcup \bigcup \bigcup X, \ldots \}." S143 Q328
	Q6545685 P2534 " TL^\infty(X,\Sigma,\mu)\to \mathcal L^\infty(X,\Sigma,\mu)" S143 Q328
	Q50708 P2534 " n = p_1^{\nu_1} \, p_2^{\nu_2} \cdots p_k^{\nu_k} " S143 Q328
	Q2706744 P2534 "T\mathbb{R}^n \to \mathbb{R}^n" S143 Q328
	Q1340162 P2534 "\frac a b = \frac c d" S143 Q328
	Q7661183 P2534 "\displaystyle f(x) = A_0x_1^2+2A_1x_1x_2+A_2x_2^2" S143 Q328
	Q7963118 P2534 " x=v\cos u,\quad y=v\sin u,\quad z=c\sqrt{a^2-b^2\cos^2u}.\," S143 Q328
	Q24963165 P2534 "V_i(X_i) = V_j(X_j)" S143 Q328
	Q1742397 P2534 "x(t) = t - \lfloor t \rfloor = t - \operatorname{floor}(t)" S143 Q328
	Q906024 P2534 " X+Y = [1, 1]\left[\begin{matrix} X \\ Y \end{matrix}\right] " S143 Q328
	Q5205226 P2534 " \text{DJIA} = {\sum p \over d}" S143 Q328
	Q5353573 P2534 "Ef(a) = \frac{a}{f(a)}f'(a)" S143 Q328
	Q6518929 P2534 "P(x)=a_0 (x-\alpha_1)(x-\alpha_2)\cdots(x-\alpha_D)," S143 Q328
	Q5569549 P2534 "\frac{1}{T_{i}} = \left(1-\frac{\delta S}{V}\right) \frac{1}{T_{ib}}+\frac{\delta S}{V}\frac{1}{T_{is}}+D\frac{\left({\gamma G t_E}\right)^2}{12} with i=1,2" S143 Q328
	Q915906 P2534 "\langle S \mid R\rangle." S143 Q328
	Q5578997 P2534 "\frac{g(E)}{g_{av}} = \Pi_{2}\prod\frac{(p-1)}{(p-2)}\,,\quad\quad\quad\quad\quad\quad(1)" S143 Q328
	Q5199286 P2534 "\mathrm{Domain}(c(\nu)) = \{\langle n, k \rangle \| n \in \mathrm{Domain}(\nu)\}" S143 Q328
	Q500716 P2534 "\mathrm{PSPACE} = \bigcup_{k\in\mathbb{N}} \mathrm{SPACE}(n^k). " S143 Q328
	Q333712 P2534 "r=-f_1(\theta+\pi),\ r=-f_1(\theta-\pi),\ r=f_1(\theta+2\pi),\ r=f_1(\theta-2\pi),\ \dots." S143 Q328
	Q1752933 P2534 "U_{\mathrm{out}}(t)= \frac{1}{T} \int_{t-T}^t {\sin\left[2\pi f_{\mathrm{ref}}\cdot s + \varphi\right] U_{\mathrm{in}}(s)}\;\mathrm{d}s" S143 Q328
	Q83886 P2534 "T_1[i,j]=\max_{k}{(T_1[k,j-1]\cdot A_{ki}\cdot B_{iy_j})} , and" S143 Q328
	Q1143367 P2534 "P[X_1,\ldots,X_n]=\prod_{i=1}^nP[X_i\|pa_i]" S143 Q328
	Q17003975 P2534 " \frac{100-95}{100} = 5.00\%" S143 Q328
	Q3275652 P2534 "\mathcal{B}(x) \subset \mathcal{V}(x)" S143 Q328
	Q5156625 P2534 " 1 \le p_u(n) \le k^n \ , " S143 Q328
	Q1298498 P2534 "Q_M (a,b) = \int_{b}^{\infty} x \left( \frac{x}{a}\right)^{M-1} \exp \left( -\frac{x^2 + a^2}{2} \right) I_{M-1} \left( a x \right) dx " S143 Q328
	Q17020526 P2534 "H = \sqrt{\det (q)} (K_{ab} K^{ab} - (K_a^a)^2 -\;^3R)" S143 Q328
	Q2645 P2534 "\frac{2\,\text{bits}\cdot(15+7+6) + 3\,\text{bits} \cdot (6+5)}{39\, \text{symbols}} \approx 2.28\,\text{bits per symbol.}" S143 Q328
	Q7069654 P2534 "F(\mathbf u,\lambda) = 0" S143 Q328
	Q5532389 P2534 "\forall x \forall y [\forall z [z \in x \leftrightarrow z \in y] \rightarrow x = y]." S143 Q328
	Q17008346 P2534 "Q = K H^n" S143 Q328
	Q7239828 P2534 " \Phi(\Omega) = \int_M \Omega \wedge * \Omega," S143 Q328
	Q2637908 P2534 " \langle f,g\rangle = \int f(x) g(x)\,dx ." S143 Q328
	Q203586 P2534 "\partial_t g_{ij}=-2 R_{ij}" S143 Q328
	Q906505 P2534 " A \rightarrow X" S143 Q328
	Q3614673 P2534 " \frac{ \Gamma (-1+\frac12(k_1+k_2)^2) \Gamma (-1+\frac12(k_2+k_3)^2) } { \Gamma (-2+\frac12((k_1+k_2)^2+(k_2+k_3)^2)) } ." S143 Q328
	Q4867574 P2534 "\min_x \frac{1}{2}\\|y-Ax\\|^2_2+\lambda\\|x\\|_1," S143 Q328
	Q25304970 P2534 "u_i(x_1,\dots,x_j) = \sum_{j=1}^m u_{i,j}\cdot x_j" S143 Q328
	Q6914275 P2534 "H \ni x \mapsto \mathrm{D}^{2} f(0) ( x, - ) \in H^{*}. \, " S143 Q328
	Q25105043 P2534 "p G_d(E) \to X" S143 Q328
	Q15975221 P2534 "q = \frac12 \cdot\left(1 + \frac{\sqrt{\sum_{i=1}^M N_i}}{\sum_{i=1}^M \sqrt{N_i}}\right)" S143 Q328
	Q5239753 P2534 " \sum_{i=1}^m x_{ij} = 1 \qquad j=1, \ldots, n;" S143 Q328
	Q7623445 P2534 "ax + by < c \text{ and } ax + by \geq c," S143 Q328
	Q5196051 P2534 "\mathcal{L}_X R^a{}_{bcd}=0 " S143 Q328
	Q25303616 P2534 "\phi \mathcal{O}_{Y, f(x)} \to \mathcal{O}_{X, x}" S143 Q328
	Q25303641 P2534 "U_a(b)=\{b+na \in \mathbf{Z}^+\, \|\, n \in \mathbf{Z} \}" S143 Q328
	Q1087829 P2534 "\binom{n-2}{d_1-1,\,d_2-1,\,\dots,\,d_n-1}=\frac{(n-2)!}{(d_1-1)!(d_2-1)!\cdots(d_{n}-1)!}." S143 Q328
	Q1022113 P2534 "d = {\pi \over 4} \times b^2 \times s \times n" S143 Q328
	Q1332450 P2534 "e^{ar}, \quad 0 \le a < \pi" S143 Q328
	Q3883909 P2534 "1/(z-w)." S143 Q328
	Q5532647 P2534 " \rho(X)=\lim \frac{\|X\cap B_n\|}{\|B_n\|}." S143 Q328
	Q1124546 P2534 " xy'' + (1 - x)y' + ny = 0" S143 Q328
	Q2226868 P2534 "h=\sqrt{pq} " S143 Q328
	Q3088680 P2534 "\mu (A) = \mu (A \cap B) + \mu (A \setminus B)." S143 Q328
	Q2148046 P2534 "\left(\frac{{}^{187}\mathrm{Os}}{{}^{188}\mathrm{Os}}\right)_{\mathrm{present}} = \left(\frac{{}^{187}\mathrm{Os}}{{}^{188}\mathrm{Os}}\right)_{\mathrm{initial}} + \left(\frac{{}^{187}\mathrm{Re}}{{}^{188}\mathrm{Os}}\right) \cdot (e^{\lambda t}-1)," S143 Q328
	Q11197 P2534 " \log_b(xy) = \log_b (x) + \log_b (y), \," S143 Q328
	Q7862939 P2534 "u(E) \le \frac{n+1}{2} u(F) \ . " S143 Q328
	Q874296 P2534 "<math chem>[\ce M + n\ce H]^{n+} + \ce{e^- ->} \left[ [\ce M + (n-1)\ce H]^{(n-1)+} \right]^* \ce{-> fragments}" S143 Q328
	Q186290 P2534 "\rho_{X,Y}=\mathrm{corr}(X,Y)={\mathrm{cov}(X,Y) \over \sigma_X \sigma_Y} ={E[(X-\mu_X)(Y-\mu_Y)] \over \sigma_X\sigma_Y}," S143 Q328
	Q18348232 P2534 " \begin{bmatrix} V_1 \\ V_2 \end{bmatrix} = \begin{bmatrix} z_{11} & z_{12} \\ z_{21} & z_{22} \end{bmatrix} \begin{bmatrix} I_1 \\ I_2 \end{bmatrix} " S143 Q328
	Q6674010 P2534 " L = q \frac{\lambda}{2} " S143 Q328
	Q14390 P2534 "{y_2-y_1\over x_2-x_1} = {\Delta y \over \Delta x} ," S143 Q328
	Q6543817 P2534 "[\cdot,\cdot]L\otimes L\rightarrow L" S143 Q328
	Q12510 P2534 "\mathbf{r} =[x^1,\ x^2,\ \dots\ , x^n] \ ." S143 Q328
	Q220060 P2534 " \Delta H_{reaction}^\ominus = \sum \Delta H_{\mathrm f \,(products)}^{\ominus} - \sum \Delta H_{\mathrm f \,(reactants)}^{\ominus}" S143 Q328
	Q7849476 P2534 "\pi_{i+}=\sum_{j=1}^c\pi_{ij} and \pi_{+j}=\sum_{i=1}^r\pi_{ij}." S143 Q328
	Q2150139 P2534 "y^2 (y^2 - a^2) = x^2 (x^2 - b^2)." S143 Q328
	Q7208386 P2534 "b \wedge \left( \bigvee a_i\right) = \bigvee \left(a_i \wedge b\right)" S143 Q328
	Q4833724 P2534 "\left\\| \sum_{i = 1}^{n} \alpha_{i} x_{i} \right\\| \leq (1 - \varepsilon) n." S143 Q328
	Q208225 P2534 " a = m^2 - n^2 ,\ \, b = 2mn ,\ \, c = m^2 + n^2 " S143 Q328
	Q3195796 P2534 " p(n) \le r_n \le F_n, " S143 Q328
	Q16000131 P2534 " \widehat{\mu}_{Y\mid x} = \sum_{i=1}^n \beta_i (x) \phi(y_i) = \boldsymbol{\Phi} \boldsymbol{\beta}(x) where \boldsymbol{\beta}(x) = (\mathbf{K} + \lambda \mathbf{I})^{-1} \mathbf{K}_x and \mathbf{K}_x = \left( k(x_1, x), \dots, k(x_n, x) \right)^T " S143 Q328
	Q1758711 P2534 "R = 2d \frac{I}{O}" S143 Q328
	Q16705451 P2534 "p(x_1,\ldots,x_n)=0\," S143 Q328
	Q973313 P2534 "\eta(s) = \sum_{n=1}^{\infty}{(-1)^{n-1} \over n^s} = \frac{1}{1^s} - \frac{1}{2^s} + \frac{1}{3^s} - \frac{1}{4^s} + \cdots" S143 Q328
	Q7268697 P2534 " GDP = f(M) \,\! or \,\! \frac{ df(M) }{ dM} > 0." S143 Q328
	Q245474 P2534 "r = \frac{P - L}{L}" S143 Q328
	Q3154002 P2534 "\\| v \\|_{H^{1} (\Omega)} = \left( \int_{\Omega} \sum_{i = 1}^{n} \| v^{i} (x) \|^{2} \, \mathrm{d} x+\int_{\Omega} \sum_{i, j = 1}^{n} \| \partial_{j} v^{i} (x) \|^{2} \, \mathrm{d} x \right)^{1/2}." S143 Q328
	Q5195117 P2534 "\Phi(r)={I \over 4 \pi r \sigma}" S143 Q328
	Q282942 P2534 "\ F(K,L)=AK^{b}L^{1-b}" S143 Q328
	Q6787895 P2534 "\frac{1}{2} \sum_{i=1}^N \left\| \frac{b_i}{B} - \frac{w_i}{W} \right\| " S143 Q328
	Q17097998 P2534 "a_{i_1,i_2} = \sum_{j_1} \sum_{j_2} s_{j_1,j_2} u_{i_1,j_1} v_{i_2,j_2}." S143 Q328
	Q5421539 P2534 "F(x;k,\lambda; \alpha) = \left[ 1- e^{-(x/\lambda)^k} \right]^\alpha \," S143 Q328
	Q5636328 P2534 "\sum_{n=-\infty}^\infty a_n e^{in\varphi}" S143 Q328
	Q2632949 P2534 "2^{f(n)}\geq n!, or equivalently f(n)\geq\log_2(n!)." S143 Q328
	Q3527064 P2534 " W^{(n)}(t) = \frac{S_{\lfloor nt\rfloor}}{\sqrt{n}}, \qquad t\in [0,1]." S143 Q328
	Q173817 P2534 "d \doteq 2r \quad \Rightarrow \quad r = \frac{d}{2}." S143 Q328
	Q215964 P2534 " \operatorname{sys}^2 \leq \frac{2}{\sqrt{3}} \operatorname{area} (\mathbb T^2)," S143 Q328
	Q4442333 P2534 " iX\to X^{\star\star},\quad i(x)(f)=f(x),\quad x\in X,\quad f\in X^\star " S143 Q328
	Q3504693 P2534 " E(x,y,z,t) = \sum_{k_x,k_y} A(k_x,k_y) e^{i\left(k_z z + k_y y + k_x x - \omega t\right)}" S143 Q328
	Q353834 P2534 "dA_1/dt = \kappa_1 A_1 + (Q_{11} A_1^2 + Q_{12} A_2^2) A_1" S143 Q328
	Q6401711 P2534 " A_p \left( \sum_{n=1}^{N}\|x_{n}\|^{2} \right)^{\frac{1}{2}} \leq \left(\mathbb{E}\Big\|\sum_{n=1}^{N}\varepsilon_{n}x_{n}\Big\|^{p} \right)^{1/p} \leq B_p \left(\sum_{n=1}^{N}\|x_{n}\|^{2}\right)^{\frac{1}{2}} " S143 Q328
	Q287506 P2534 " \nabla \times \mathbf{B} = \mu \mathbf{J} + \mu \epsilon \frac{\partial \mathbf{E}}{\partial t}." S143 Q328
	Q808256 P2534 "a_j \text{ for } j = 1, 2, \dots, N" S143 Q328
	Q7272511 P2534 "h_n(x;q) = \sum_{k=0}^n\frac{(q;q)_n}{(q;q)_k(q;q)_{n-k}}x^k" S143 Q328
	Q7120293 P2534 " \operatorname{PRESS} =\sum_{i=1}^n (y_i - \hat{y}_{i, -i})^2 " S143 Q328
	Q1384902 P2534 "\operatorname{Ext}_R^n(A,B)=(R^nT)(B)." S143 Q328
	Q7598325 P2534 "W = aL^b\!\," S143 Q328
	Q1201165 P2534 " \langle a_0,a_1,a_2,\ldots\rangle\in A" S143 Q328
	Q5165515 P2534 "q_x = UA(T_p-T_j)" S143 Q328
	Q7557861 P2534 " P(t) = \frac{\sum_i w_i P_i b_i (t)}{ \sum_i w_i b_i (t) } " S143 Q328
	Q752034 P2534 "L = nW" S143 Q328
	Q7104536 P2534 " 0 = E \{ (\hat{x} - x ) y \}" S143 Q328
	Q6510405 P2534 "f(x) \approx f_n (x) = a_1 \phi _1 (x) + a_2 \phi _2(x) + \cdots + a_n \phi _n (x), \ " S143 Q328
	Q7395188 P2534 " \mathcal{F}\{f*g\} = \mathcal{F}\{f\} \cdot \mathcal{F}\{g\}" S143 Q328
	Q2896016 P2534 "c = (gh)^{1/2} " S143 Q328
	Q5462656 P2534 " State(Do(move(box,table,floor), s)) \circ on(box,table) = State(s) \circ on(box,floor)" S143 Q328
	Q5505114 P2534 "f(a)\leq f(a+0)\leq f(x-0)\leq f(x+0)\leq f(b-0)\leq f(b)" S143 Q328
	Q192439 P2534 " f(x)=1/x" S143 Q328
	Q77502 P2534 "(CA,BD) + (CA,BD') = (CA,BS) .\ " S143 Q328
	Q5931208 P2534 " \qquad \forall_{i\neq j}\, x_{ij} \geq 0." S143 Q328
	Q18391261 P2534 " \frac{\partial u}{\partial t} = -u \frac{\partial u}{\partial x} \quad \text{with } x\in R " S143 Q328
	Q575784 P2534 "I(t)\cos(\omega t) - Q(t)\sin(\omega t) = \mathrm{Re}\{Z(t)e^{j\omega t}\}\," S143 Q328
	Q5583769 P2534 "N_r = \|\{ x \mid R_x = r \}\|" S143 Q328
	Q7996766 P2534 "\displaystyle{EC^\infty(\mathbf{R}^+)\rightarrow C^\infty(\mathbf{R}),}" S143 Q328
	Q1194026 P2534 "\xi (m) \Delta m= \xi_{0}\left(\frac{m}{M_\mathrm{sun}}\right)^{-2.35}\left(\frac{\Delta m}{M_\mathrm{sun}}\right)." S143 Q328
	Q16243608 P2534 "W_N=W_0R_1R_2 \cdots R_N" S143 Q328
	Q5924839 P2534 "f(\alpha)=\sum_{x=1}^N\exp(2\pi iP(x)\alpha)," S143 Q328
	Q1253278 P2534 "\textbf{x}_{i} = \textbf{x}_{1} + \sigma(\textbf{x}_{i} - \textbf{x}_{1}) \text{ for all i } \in\{2,\dots,n+1\}. go to step 1." S143 Q328
	Q328998 P2534 "(\boldsymbol{A}^*)_{ij} = \overline{\boldsymbol{A}_{ji}}" S143 Q328
	Q7619924 P2534 " \text{storage efficiency} = \frac{\text{effective capacity} + \text{free capacity}}{\text{raw capacity}}. " S143 Q328
	Q6957141 P2534 "\|f(re^{i\theta})\|\le Me^{\tau r}" S143 Q328
	Q599016 P2534 "\ y(t) = (h*x)(t) + n(t)" S143 Q328
	Q5499608 P2534 " G/F " S143 Q328
	Q5282267 P2534 "\frac{P}{\therefore P \or Q}" S143 Q328
	Q4291887 P2534 " \frac{\partial C_{m}}{\partial t} + \mathbf{v}\cdot \nabla C_{m} =0," S143 Q328
	Q470813 P2534 "w(f) \ge w(e)." S143 Q328
	Q523022 P2534 "u(r_f) = Eu(r_f + \pi + x)." S143 Q328
	Q2215004 P2534 "v_k=\frac{d}{t_t}" S143 Q328
	Q7263847 P2534 "\mathrm{Win} = \frac{\text{runs scored}^2}{\text{runs scored}^2 + \text{runs allowed}^2} = \frac{1}{1+(\text{runs allowed}/\text{runs scored})^2}" S143 Q328
	Q5315392 P2534 "T_i f(x) = \frac{\partial}{\partial x_i} f(x) + \sum_{v\in R_+} k_v \frac{f(x) - f(x \sigma_v)}{\left\langle x, v\right\rangle} v_i" S143 Q328
	Q302542 P2534 " O(A \rightarrow B) \rightarrow (OA \rightarrow OB)" S143 Q328
	Q5282040 P2534 "s_n(x)=\sum_{k=-n}^nc_ke^{ikx}," S143 Q328
	Q420714 P2534 "T(x)=g(x) + \sum_{i=1}^k a_i T(b_i x + h_i(x))\qquad \text{for }x \geq x_0." S143 Q328
	Q6802688 P2534 "\sum_\gamma \frac{1}{1 + e^{\ell(\gamma)}}=\frac{1}{2}" S143 Q328
	Q834025 P2534 "\oint_\gamma f(z)\,dz = 0. " S143 Q328
	Q596307 P2534 " dS_t = \mu S_t\,dt + \sigma S_t\,dW_t \, " S143 Q328
	Q343279 P2534 "\frac{\partial c}{\partial t} = \nabla \cdot (D \nabla c) - \nabla \cdot (\vec{v} c) + R" S143 Q328
	Q745768 P2534 "x + y - 1 \leq z < \frac{1}{2} \quad \text{and hence} \quad x + y < \frac{3}{2}." S143 Q328
	Q580582 P2534 " f(g)=\int_{\widehat{G}} \xi(g) d\mu(\xi)," S143 Q328
	Q7294538 P2534 "R=\frac{A_{t+1}}{P_{t1}}" S143 Q328
	Q5073333 P2534 "sec(z),\ " S143 Q328
	Q505628 P2534 " {x^2 \over a^2} + {y^2 \over b^2} - {z^2 \over c^2}= 1 &nbsp; (hyperboloid of one sheet or hyperbolic hyperboloid)," S143 Q328
	Q5649096 P2534 "\\|f+g\\|_p^p + \\|f-g\\|_p^p \geq \big( \\|f\\|_p + \\|g\\|_p \big)^p + \big\| \\|f\\|_p-\\|g\\|_p \big\|^p." S143 Q328
	Q1896470 P2534 "P(s)=\sum_{p\,\in\mathrm{\,primes}} \frac{1}{p^s}." S143 Q328
	Q2452945 P2534 "p > q > r\,<!-- "\," forces PNG rendering, for consistency -->" S143 Q328
	Q666814 P2534 "\overline{\tau}=\frac{\int_0^\infty\tau A_c(\tau)d\tau}{\int_0^\infty A_c(\tau)d\tau}" S143 Q328
	Q4837774 P2534 "\\|\mathcal F\\|_{q,p} = \sup_{f\in L^p(\mathbb R^n)} \frac{\\|\mathcal Ff\\|_q}{\\|f\\|_p},\text{ where }1 < p \le 2,\text{ and }\frac 1 p + \frac 1 q = 1." S143 Q328
	Q7140394 P2534 " T \in \operatorname{L}(V \otimes W) \mapsto \operatorname{Tr}_W (T) \in \operatorname{L}(V)" S143 Q328
	Q17099147 P2534 "Z(X,t)=\sum_{n=0}^\infty [X^{(n)}]t^n" S143 Q328Q6502982 P2534 "X_{t} \Omega \to S \omega \mapsto X (t, \omega)" S143 Q328
	Q5441613 P2534 "f(z)=z+a_2z^2+a_3z^3+\cdots" S143 Q328
	Q6481089 P2534 " \beta_\rho(\pi(x_1,x_n)) = \min \{ \alpha_{\rho}(x_i,x_{i+1}) \| i=1,\ldots,n-1 \} " S143 Q328
	Q6744383 P2534 "MI=\sqrt{(Q_1 Q_2)/(Q_3 Q_4)} " S143 Q328
	Q4299328 P2534 "J_{gas} = h_g (C_g- C_s)" S143 Q328
	Q1199743 P2534 " \mathbf{b} = \mathbf{a}-\gamma\nabla F(\mathbf{a})" S143 Q328
	Q4958221 P2534 "QC_G(Q)" S143 Q328
	Q1625120 P2534 "S^2\left\|s,m_s\right\rangle=\hbar^2 s(s+1) \left\|s,m_s\right\rangle," S143 Q328
	Q1130396 P2534 " \pi = \sqrt{12}\sum^\infty_{k=0} \frac{(-3)^{-k}}{2k+1} = \sqrt{12}\sum^\infty_{k=0} \frac{(-\frac{1}{3})^k}{2k+1} = \sqrt{12}\left(1-{1\over 3\cdot3}+{1\over5\cdot 3^2}-{1\over7\cdot 3^3}+\cdots\right)" S143 Q328
	Q3710340 P2534 "<math chem>[\ce{M} + n\ce{H}]^{n+} + \ce{e^- ->} \bigg[ [\ce{M} + n\ce{H}]^{(n-1)+} \bigg]^* \ce{-> fragments}." S143 Q328
	Q675721 P2534 " g_\text{obs}=\frac{g_0}{1+\beta_2 g_0 \ln \Lambda/m} \qquad\qquad\qquad (1)" S143 Q328
	Q709821 P2534 "\tilde v_i in {{mvar\|E}} and \tilde u_i in {{mvar\|F}}" S143 Q328
	Q5101837 P2534 "\langle \bar{q}^a_R q^b_L \rangle = v \delta^{ab} ~, " S143 Q328
	Q17085832 P2534 "h=\sqrt{\frac{3}{4}-\left(\!{\color{Blue}R}-\frac{1}{2}\cot\!\left(\frac{\pi}{n}\right)\!\right)^{2}} + \sqrt{{1}-\left(\!{\color{Blue}R}-\frac{1}{2}\csc\!\left(\frac{\pi}{n}\right)\!\right)^{2}} &nbsp;&nbsp;&nbsp;&nbsp;&nbsp; if order n is &nbsp;&nbsp;&nbsp;&nbsp; 3\leq n\leq9" S143 Q328
	Q5404299 P2534 "P_0^s (S) = \lim_{\delta \downarrow 0} \sup \left\{ \left. \sum_{i \in I} \mathrm{diam} (B_i)^s \right\| \begin{matrix} \{ B_i \}_{i \in I} \text{ is a countable collection} \\ \text{of pairwise disjoint closed balls with} \\ \text{diameters } \leq \delta \text{ and centres in } S \end{matrix} \right\}." S143 Q328
	Q1799665 P2534 "r = a - n \operatorname{trunc}\left(\frac{a}{n}\right)" S143 Q328
	Q2091879 P2534 "\log y = k \log x + \log a." S143 Q328
	Q5165214 P2534 " v(y) = \left(\frac{av'(0)-b}{a^2}\right)e^{\frac{a}{c}y} + \frac{by-cv'(0)}{a} + v(0) + \frac{bc}{a^2} , " S143 Q328
	Q1816952 P2534 " f(rm) = rf(m)\text{ for all }m \in M\text{ and }r \in R. \, " S143 Q328
	Q17098305 P2534 "\dim R[T_1,\ldots,T_n] = n + \dim R, \," S143 Q328
	Q1361708 P2534 " kT = \frac{\hbar a}{2\pi c}" S143 Q328
	Q368988 P2534 "f\!\left(f\!\left(x\right)\right) = f\!\left(x\right)." S143 Q328
	Q322339 P2534 " H(x) = \frac{d}{dx} \max \{ x, 0 \} " S143 Q328
	Q859122 P2534 "f(z) = \sum_{n = 0}^{\infty} c_{n} (z-a)^{n}" S143 Q328
	Q726385 P2534 " \frac{\pi}{4} = 4 \arctan \frac{1}{5} - \arctan \frac{1}{239}" S143 Q328
	Q1775715 P2534 "\log_b(n)" S143 Q328
	Q25313226 P2534 "\sin^2 A + \cos^2 A = 1 \ " S143 Q328
	Q1933521 P2534 "f(0,y) \simeq g(y),\," S143 Q328
	Q1455717 P2534 " F = \frac{a^{2}}{L \lambda}" S143 Q328
	Q2043486 P2534 "P_{\mathrm{out}} = K_p\,{e(t)+p0}" S143 Q328
	Q3406231 P2534 "\mathbf{y} = \mathbf{H}\mathbf{x} + \mathbf{n}" S143 Q328
	Q5374254 P2534 " R(h) = \mathbf{E}[L(h(x), y)] = \int L(h(x), y)\,dP(x, y)." S143 Q328
	Q180953 P2534 "d \colon M \times M \to \mathbb{R}" S143 Q328
	Q5085761 P2534 "C_n(x; \mu)= {}_2F_0(-n,-x,-1/\mu)=(-1)^n n! L_n^{(-1-x)}\left(-\frac 1 \mu \right),\," S143 Q328
	Q860554 P2534 " \text{ROC} = \frac{\text{Close}-\text{Close (Past)}}{\text{Close (Past)}}\times100" S143 Q328
	Q3979448 P2534 "\lim_{n\to\infty}\left\|\frac{a_{n+1}}{a_n}\right\| = r." S143 Q328
	Q6493035 P2534 "t \propto \frac{P}{vd} ," S143 Q328
	Q906378 P2534 "h_i = \frac{(c_i - c_\text{batch})m_i}{c_\text{batch} m_\text{aver}} ." S143 Q328
	Q2275191 P2534 "\lim_{B \rightarrow x} \frac{1}{\|B\|} \int_{B}f \, \mathrm{d}\lambda," S143 Q328
	Q6895682 P2534 "M_{\rm u} = {{M({}^{12}{\rm C})}\over{A_{\rm r}({}^{12}{\rm C})}} = {1\ {\rm g/mol}}" S143 Q328
	Q6954919 P2534 " \|\psi_\text{NOON} \rangle = \frac{\|N \rangle_a \|0\rangle_b + e^{iN \theta} \|{0}\rangle_a \|{N}\rangle_b}{\sqrt{2}}, \, " S143 Q328
	Q5180333 P2534 "{w}_{m}= \epsilon_{cf}s_m" S143 Q328
	Q1925669 P2534 "\|f(x)-f(y)\|=\int_0^1 \|\chi_{[0,x]}(t)-\chi_{[0,y]}(t)\|\,dt = \int_x^y \, dt = \|x-y\|," S143 Q328
	Q545228 P2534 "\Delta \omega\propto A^2" S143 Q328
	Q4232155 P2534 "ds^2=\left(1-{r_g\over r}\right)dt^2-{dr^2\over 1-{r_g\over r}} - r^2\left(d\theta^2+\sin^2\theta d\phi^2\right) \;," S143 Q328
	Q5571685 P2534 " \begin{align} \textrm{ad}_x & \mathfrak{g} \to \mathfrak{g} \\ & y \mapsto [x,y] \end{align}" S143 Q328
	Q5548480 P2534 "m_e \approx \frac{1}{3} m_d" S143 Q328
	Q905618 P2534 "\triangle T_f = K_f \cdot m \cdot i" S143 Q328
	Q1747853 P2534 "2506 = 2 \times 10^3 + 5 \times 10^2 + 0 \times 10^1 + 6 \times 10^0." S143 Q328
	Q5605109 P2534 "G(n)=\sum^{n+1}_{i=1}D^2_i ," S143 Q328
	Q7831162 P2534 "f(A)\equiv \sum_j f(\lambda_j)P_j ~, given the [[Spectral theorem\|spectral decomposition]] A=\sum_j\lambda_j P_j. " S143 Q328
	Q2035846 P2534 "\mathbf{V_{f}} = \mathbf{V_{i}} + \mathbf{a} \mathbf{t}\;\!" S143 Q328
	Q7379717 P2534 "\left(\pm 1,\ \pm 1,\ \pm 1,\ \pm(1+\sqrt{2})\right)" S143 Q328
	Q177453 P2534 "\text{continuity and stationarity} \implies \tau=\frac{m}{f} " S143 Q328
	Q7573786 P2534 "\frac{p_{1}}{p_{2}} \ = \ \int_{B_{1}}\!\!\!f\ \Bigg / \int_{B_{2}}\!\!\!f \ \ \nsim\ \ \frac{B_{1}}{B_{2}}" S143 Q328
	Q1309903 P2534 "PE =\dfrac{BOD\ load\ from\ industry\ \left [\dfrac{kg}{day}\right ]}{0.054\ \left [\dfrac{kg}{inhab \cdot day}\right ]}<br />" S143 Q328
	Q1143503 P2534 "\mathcal{Z}(z,\beta,V) = \prod_i \left(1-ze^{-\beta\epsilon_i}\right)^{-g_i}" S143 Q328
	Q853005 P2534 " a_0^{14} a_1^9 a_2^6 a_3^4 a_4^4 a_5^3 a_6^3 a_7^3 a_8^2 a_9^2 a_{10}^2 a_{11}^2 a_{12}^2 a_{13}^2 a_{14}^2 a_{15}^2 a_{16}^2 a_{17}^2 a_{18}^{2} a_{19} a_{20} a_{21}\cdots a_{229}," S143 Q328
	Q11352 P2534 " \theta = k \frac{s}{2\pi r}. " S143 Q328
	Q6787905 P2534 "2^{2^n n^{-3/2+o(1)}}<ref>{{harvtxt\|Piff\|Welsh\|1971}}; {{harvtxt\|Piff\|1973}}; {{harvtxt\|Knuth\|1974}}; {{harvtxt\|Bansal\|Pendavingh\|van der Pol\|2012}}.</ref>" S143 Q328
	Q1268902 P2534 "V = \frac {\pi h}{6} (3r_1^2 + 3r_2^2 + h^2) \," S143 Q328
	Q7572588 P2534 "\operatorname{SPACE}\left(o(f(n))\right) \subsetneq \operatorname{SPACE}(f(n))," S143 Q328
	Q16171993 P2534 "\mathbf{x} = \sum_{i=1}^K \mathbf{w}_i P_i s_i" S143 Q328
	Q1299016 P2534 "P=x-\frac{f(x)}{(x-Q)(x-R)(x-S)}." S143 Q328
	Q6488252 P2534 "P(z)=\sum_{i=0}^na_iz^{n-i}, \quad a_0=1,\quad a_n\ne 0" S143 Q328
	Q19294562 P2534 "\operatorname{H}^*(\operatorname{Bun}_G(X), \mathbb{Q}_l)" S143 Q328
	Q1478382 P2534 " \phi_q = -k \frac{dT(x)}{dx}" S143 Q328
	Q7226636 P2534 "a_{n-1}x^{n-1} + \cdots + a_1x + a_0.\," S143 Q328
	Q7112165 P2534 " [\text{MOS} - 2\sigma, \text{MOS} + 2\sigma]\," S143 Q328
	Q4042020 P2534 " ROC1 = (Price/Price(X1) - 1)*100;" S143 Q328
	Q7551852 P2534 "\lambda = \frac{\varepsilon_1 - \varepsilon_2}{\varepsilon_1}." S143 Q328
	Q5284648 P2534 "D(x)=\sum_{n\le x} d(n) = \sum_{j,k \atop jk\le x} 1" S143 Q328
	Q5385326 P2534 "\mbox{ex}(n; K_r(t)) = \left( \frac{r-2}{r-1} + o(1) \right){n\choose2}." S143 Q328
	Q2589807 P2534 " \pi_2(x) =O\left(\frac {x(\log\log x)^2}{(\log x)^2} \right)." S143 Q328
	Q24068879 P2534 "\Gamma(E) \stackrel{\nabla}{\longrightarrow} \Gamma(T^M \otimes E) \stackrel{\nabla}{\longrightarrow} \Gamma(T^M \otimes T^*M \otimes E)." S143 Q328
	Q5564054 P2534 "a_n(t+\tau)= l_n \frac {\left [ v_{n-1}(t)-v_n(t)\right] ^k }{\left [ x_{n-1}(t)-x_n(t)\right] ^m}" S143 Q328
	Q4230025 P2534 "\nabla_{n}\phi_{2,m} = H_{2,m} + (M^{-1})\bigg(H_{1,m} \pm \nabla_{n}\phi_{2,(m-1)}\bigg)" S143 Q328
	Q170749 P2534 " \gamma = 1 ~\mathrm{\frac{dyn}{cm}} = 1 ~\mathrm{\frac{erg}{cm^2}} = 1~\mathrm{\frac{mN}{m}} = 0.001~\mathrm{\frac{N}{m}} = 0.001~\mathrm{\frac{J}{m^2}}" S143 Q328
	Q5199275 P2534 " \sigma_\theta = \dfrac{F}{tl} \ " S143 Q328
	Q3977978 P2534 "X = \begin{bmatrix}X_{00} & X_{01} \\ X_{10} & X_{11}\end{bmatrix}" S143 Q328
	Q5047039 P2534 "u(z) = \frac{1}{2\pi}\int_\mathbf{C} \log\|z-\zeta\|\,d\mu(\zeta)" S143 Q328
	Q7250356 P2534 "\frac{a}{b} = \frac{c}{d}" S143 Q328
	Q580245 P2534 "\frac{D\mathbf u}{Dt}=T \nabla\,s-\nabla \,h" S143 Q328
	Q1308920 P2534 "\Omega=\frac{Wh}{H}" S143 Q328
	Q7451840 P2534 " A\mid B\Leftrightarrow B\mid A," S143 Q328
	Q3321291 P2534 "\Gamma(t) = \frac{1}{(1-t)^n} \frac{1}{(1-t^2)^{n(n-1)/2}} \ " S143 Q328
	Q2835780 P2534 " a(x) \neq 0, \pm 1 " S143 Q328
	Q17097804 P2534 " (\tilde q_i)_k = \frac{N_i v_k}{\lambda_k - \tilde \lambda_i} " S143 Q328
	Q2191631 P2534 "[\alpha]_\lambda^T = \frac{\alpha}{l \times \rho}" S143 Q328
	Q11448 P2534 " t_{1/2} = \frac{\ln(2)}{\lambda} = \tau \ln(2)" S143 Q328
	Q276082 P2534 "(n-1)!\ \equiv\ -1 \pmod n." S143 Q328
	Q734209 P2534 "\{7^i \mod{9}\ \|\ i \in \mathbb{N}\} = \{7,4,1\}." S143 Q328
	Q2994934 P2534 " \alpha = \frac{e^2}{\hbar c \ 4 \pi \varepsilon_0} \approx \frac{1}{137.03599908}," S143 Q328
	Q4857992 P2534 "C_1 \mid C_2 = \{ (c_1\mid c_1+c_2) c_1 \in C_1, c_2 \in C_2 \}, " S143 Q328
	Q463359 P2534 "f\mathcal{X}\to \mathbb{R}" S143 Q328
	Q2358071 P2534 " (-1)^{\frac{n(n-1)}{2}} \left ( n^n b^{n-1} + (-1)^{1-n} (n-1)^{n-1} a^n \right )." S143 Q328
	Q17002596 P2534 "\frac{\int\int w(p) w(\sigma(p))dx\,dy}{\int\int w(p)^2 dx\,dy}." S143 Q328
	Q25047839 P2534 " \mathcal{L}\{f(t) + g(t)\} = \mathcal{L}\{f(t)\} + \mathcal{L}\{ g(t)\} " S143 Q328
	Q7051807 P2534 "g_1 \cdots g_m = w = h_1 \cdots h_n." S143 Q328
	Q176567 P2534 "\deltaQ\times\Sigma \times Q\to \{0,1\}" S143 Q328
	Q7858585 P2534 "s= h(g_\theta(z_1),\ldots, g_\theta(z_m))= \rho(\theta;z_1,\ldots,z_m)." S143 Q328
	Q2627068 P2534 " y^4-x^4 = xy,\, " S143 Q328
	Q6504830 P2534 "\pi_1 C_2 P_n \to \mathbb Z^2 \langle q,t \rangle " S143 Q328
	Q177290 P2534 "P=\rho RT + \left(B_0 RT-A_0 - \frac{C_0}{T^2} \right) \rho^2 + \left(bRT-a\right) \rho^3 + \alpha a \rho^6 + \frac{c\rho^3}{T^2}\left(1 + \gamma\rho^2\right)\exp\left(-\gamma\rho^2\right)" S143 Q328
	Q7118628 P2534 "\text{Component test coverage}=\frac{\#\text{ of components tested} }{\text{Total }\#\text{ of components} }" S143 Q328
	Q2874804 P2534 "P([\Psi],[\Phi]) = \frac{\|\langle \Psi,\Phi\rangle\|^2}{\lVert\Psi\rVert^2 \lVert\Phi\rVert^2}" S143 Q328
	Q46463 P2534 " A - A(h) = a_0h^{k_0} + a_1h^{k_1} + a_2h^{k_2} + \cdots " S143 Q328
	Q506041 P2534 " P_{\mathrm{move~left}} = \tfrac{1}{2} + \tfrac{1}{2} \left( \tfrac{x}{c+\|x\|} \right) " S143 Q328
	Q753035 P2534 "M_\odot = \frac{4 \pi^2 \times (1\,\mathrm{AU})^3}{G \times (1\,\mathrm{yr})^2}" S143 Q328
	Q18748 P2534 " \sigma^2_X = \sigma^2_T + \sigma^2_E " S143 Q328
	Q17043745 P2534 "\displaystyle c_n=\sum_{[i,j]=n}(i,j)a_ib_j" S143 Q328
	Q5172855 P2534 "C(\varepsilon) = \lim_{N \rightarrow \infty} \frac{1}{N^2} \sum_{\stackrel{i,j=1}{i \neq j}}^N \Theta(\varepsilon - \|\| \vec{x}(i) - \vec{x}(j)\|\|), \quad \vec{x}(i) \in \Bbb{R}^m," S143 Q328Q15304008 P2534 "s_\lambda s_\mu=\sum_\nu c_{\lambda,\mu}^\nu s_\nu." S143 Q328
	Q5421334 P2534 " H_p(x)=-\int p(x) \log p(x) \, dx." S143 Q328
	Q141495 P2534 "\\|\mathbf{x}-\mathbf{x}^*\\|\leq\delta,\," S143 Q328
	Q7051758 P2534 " x \| \sigma^2, \mu, \lambda\sim \mathrm{N}(\mu,\sigma^2 / \lambda) \,\! " S143 Q328
	Q1788036 P2534 "\iiint\limits_D f(x,y,z)\,dx\,dy\,dz." S143 Q328
	Q776443 P2534 "P_\mathrm{3D}= (x, y, z)" S143 Q328
	Q944644 P2534 "-\mathrm{d}\gamma\ = \Gamma_1\mathrm{d}\mu_1\, + \Gamma_2\mathrm{d}\mu_2\,," S143 Q328
	Q7254436 P2534 "u_{j} \rightharpoonup u \mbox{ in } X \mbox{ as } j \to \infty" S143 Q328
	Q1656807 P2534 " \chi(X,E) = \sum_{i=0}^{\dim_{\mathbb{C}} X} (-1)^{i} \dim_{\mathbb{C}} H^{i}(X,E) " S143 Q328
	Q1193682 P2534 "\log_{10}(d) = 1 + \frac{\mu}{5}" S143 Q328
	Q192735 P2534 "\mathbf{F} = m \mathbf{a} \ ," S143 Q328
	Q2653702 P2534 "\! w=p/\rho. " S143 Q328
	Q6666759 P2534 " D_{LS}=\sqrt{\frac{1}{2\pi} \int_{-\pi}^\pi \left[ 10\log_{10} \frac{P(\omega)}{\hat{P}(\omega)} \right]^2 \,d\omega }," S143 Q328
	Q43302 P2534 "E = \frac{1}{2}mv^2 = \frac{1}{2}(Avt\rho)v^2 = \frac{1}{2}At\rho v^3,<ref name=physics>" S143 Q328
	Q6731460 P2534 "N - Magnetic-coded lock key combinations" S143 Q328
	Q693059 P2534 "\begin{smallmatrix} {\delta} = \frac{d_S}{D_S}\end{smallmatrix}" S143 Q328
	Q17067274 P2534 "q = \left\langle{ -a_1, -a_2, a_1a_2, b_1, b_2, -b_1b_2 }\right\rangle \ . " S143 Q328
	Q205257 P2534 " (1 + i_{lt})^n=(1 + i_{st}^{\text{year }1})(1 + i_{st}^{\text{year }2}) \cdots (1 + i_{st}^{\text{year }n})," S143 Q328
	Q7832044 P2534 "\frac {Imports+Exports} {GDP}" S143 Q328
	Q23498393 P2534 "f(x;m,\lambda,\kappa)=\left(\frac{\lambda}{\kappa+1/\kappa}\right)\, e^{-(x-m)\lambda\, s \kappa^s} " S143 Q328
	Q6516611 P2534 "H = -\sum J_{jk}S_jS_k-\sum z_jS_j" S143 Q328
	Q8058554 P2534 "\beta = [[clutter factor]]" S143 Q328
	Q527101 P2534 "S \subseteq N \in \Sigma \mbox{ and } \mu(N) = 0\ \Rightarrow\ S \in \Sigma." S143 Q328
	Q1179419 P2534 "B(t) = \sum_{i=0}^{n}\beta_{i}b_{i,n}(t) ," S143 Q328
	Q5455498 P2534 "a_{j1}m_1+\cdots + a_{jn}m_n=0\ (\text{for }j = 1, 2, \dots)\, " S143 Q328
	Q2265984 P2534 "\displaystyle P_{Y_r}(y) = \sum_{x\in X} \sum_{s\in S} P(x)P_{S_r}(s)W(y\|x,s)" S143 Q328
	Q2095082 P2534 " \mathrm{R_{PB} =\frac{V_{oxide}}{V_{metal}}= \frac{ M_{oxide} \cdot \rho_{metal}} {n \cdot M_{metal} \cdot \rho_{oxide}} }" S143 Q328
	Q3915398 P2534 "[ \mu (A + B) ]^{1/n} \geq [\mu (A)]^{1/n} + [\mu (B)]^{1/n}," S143 Q328
	Q904761 P2534 " E = It^p \ " S143 Q328
	Q306786 P2534 "B = \frac{n_q - n_{\bar{q}}}{3}" S143 Q328
	Q17104025 P2534 "{g-k+r \choose r}." S143 Q328
	Q471790 P2534 "\delta ^{13}C = \Biggl( \frac{\bigl( \frac{^{13}C}{^{12}C} \bigr)_{sample}}{\bigl( \frac{^{13}C}{^{12}C} \bigr)_{standard}} -1 \Biggr) \times 1000\ ^{o}\!/\!_{oo}" S143 Q328
	Q285924 P2534 "ds^2=\left(1-{r_g\over r}\right)dt^2-{dr^2\over 1-{r_g\over r}} - r^2\left(d\theta^2+\sin^2\theta d\phi^2\right) \;," S143 Q328
	Q7259416 P2534 "d \left( \varphi(t_{n}, \omega) x_{0}, a \right) \to 0 as n \to \infty." S143 Q328
	Q375489 P2534 "{\rm Tr} [ \bold{A} ]." S143 Q328
	Q17003628 P2534 "\displaystyle{\mathfrak{g}=\mathfrak{z} \oplus \mathfrak{g}_1\oplus \cdots \oplus \mathfrak{g}_m,}" S143 Q328
	Q25313174 P2534 "x\prec y &nbsp;&nbsp;&nbsp;&nbsp; iff &nbsp;&nbsp;&nbsp;&nbsp; \exists N_0 \forall N>N_0 \sum_{t=1}^N u_t(x_t) < \sum_{t=1}^N u_t(y_t)" S143 Q328
	Q4828279 P2534 "\text{AVC} = \frac{\text{VC}}{\text{Q}}" S143 Q328
	Q1458669 P2534 "M \; [ \mathbf{s} \; \mathbf{t} ] \; = \; [ \mathbf{s} \; \mathbf{t} ] \Lambda_\theta " S143 Q328
	Q7314230 P2534 "\nabla\colon \Gamma(A)\times\Gamma(\mathfrak{g}(A))\to\Gamma(\mathfrak{g}(A)) \nabla_{\!\phi\,}\psi=[\phi,\psi]," S143 Q328
	Q25303801 P2534 "f(z) = \frac{1}{2\pi}\int_0^{2\pi} \hat{f}(e^{i\theta}) P(z,e^{i\theta})\, d\theta" S143 Q328
	Q803807 P2534 " \pi = \sum_{k = 0}^{\infty}\left[ \frac{1}{16^k} \left( \frac{4}{8k + 1} - \frac{2}{8k + 4} - \frac{1}{8k + 5} - \frac{1}{8k + 6} \right) \right]." S143 Q328
	Q37555 P2534 "A = \frac{1}{2} \sum_{i = 0}^{n - 1}( x_i y_{i + 1} - x_{i + 1} y_i) , \, " S143 Q328
	Q1869697 P2534 "P = \sum_{i=0}^\infty{l_i}" S143 Q328
	Q660488 P2534 " \hat{H} = \hat{T} + \hat{V} " S143 Q328
	Q5475788 P2534 "f\left(X_1,X_2,\ldots,X_n\right)=f_0+\sum_{j=1}^nf_j\left(X_j\right)+\sum_{j=1}^{n-1}\sum_{k=j+1}^n f_{jk}\left(X_j,X_k\right)+ \cdots +f_{12 \dots n}" S143 Q328
	Q1135405 P2534 " y = \alpha + \beta x, \," S143 Q328
	Q6803640 P2534 "\operatorname{MSD}(\hat{\theta}) = \sum^{n}_{i=1} \frac{\hat{\theta_{i}} - \theta_{i}}{n} ." S143 Q328
	Q131255 P2534 "\displaystyle v(t)= L \frac{di}{dt}," S143 Q328
	Q5165765 P2534 "\tau(r,z) = \tau_o exp[-i\pi\lambda\int dz'U(r,z')]" S143 Q328
	Q184754 P2534 "\Sigma^{*} = \bigcup_{n \in \mathbb{N} \cup \{0\}} \Sigma^{n}" S143 Q328
	Q5964696 P2534 "[V, W] (x) = \mathrm{D} V(x) W(x) - \mathrm{D} W(x) V(x)," S143 Q328
	Q7497777 P2534 "\sum_{n_1,\dots,n_m\ge 0}\frac{1}{L_1^{s_1} \cdots L_k^{s_k}}," S143 Q328
	Q4888723 P2534 "V* = EPS \times (8.5 + 2g) " S143 Q328
	Q3983790 P2534 "T^{\mu\nu} = \frac{1}{\mu_0} \left[ F^{\mu \alpha}F^\nu{}_{\alpha} - \frac{1}{4} \eta^{\mu\nu}F_{\alpha\beta} F^{\alpha\beta}\right] \,." S143 Q328
	Q7842505 P2534 "SU(3)_C\times SU(3)_L\times SU(3)_R" S143 Q328
	Q1064342 P2534 "\ker a ~{\color{Gray}\longrightarrow}~ \ker b ~{\color{Gray}\longrightarrow}~ \ker c ~\overset{d}{\longrightarrow}~ \operatorname{coker}a ~{\color{Gray}\longrightarrow}~ \operatorname{coker}b ~{\color{Gray}\longrightarrow}~ \operatorname{coker}c" S143 Q328
	Q213016 P2534 "P V^{\,n} = C," S143 Q328
	Q2070563 P2534 " I(m) = \log \left( \frac{1}{p(m)} \right) = - \log( p(m) ) \, " S143 Q328
	Q430378 P2534 "F_i = i/n\," S143 Q328
	Q5280767 P2534 " \mathcal{D}(f) = {1\over \pi} \iint_\Omega \|f^\prime(z)\|^2 \, dA = {1\over 4\pi}\iint_\Omega \|\partial_x f\|^2 + \|\partial_y f\|^2 \, dx \, dy " S143 Q328
	Q4389056 P2534 " \mathbf{x} \sim \tau(\mathbf{y}'_{1}, \mathbf{y}'_{2}, \mathbf{C}_{1}, \mathbf{C}_{2}) " S143 Q328
	Q25105422 P2534 "[X]^{\text{vir}} = s_0^![C_X]" S143 Q328
	Q4827307 P2534 "\int_{-\infty}^\infty\!dA\, e^{-\frac{1}{2} A^2 + A f} = \sqrt{2\pi}e^{\frac{f^2}{2}}." S143 Q328
	Q6730970 P2534 "\frac{1}{\pi} \cdot \sqrt{\frac{3}{e}} \cdot \frac{(e n)^n}{n^3-\frac{3}{5}n^2+\frac{2}{7}n}" S143 Q328
	Q7574438 P2534 "AB + BC \bumpeq AC ." S143 Q328
	Q3516228 P2534 " \mathit{WER} = \frac{S+D+I}{N} = \frac{S+D+I}{S+D+C} " S143 Q328
	Q5426007 P2534 "E' \simeq E^\beta" S143 Q328
	Q2033951 P2534 " PMI = (P_11) + (P_20.5) + (P_3*0) " S143 Q328
	Q7268374 P2534 "[X]_t=\lim_{\Vert P\Vert\rightarrow 0}\sum_{k=1}^n(X_{t_k}-X_{t_{k-1}})^2" S143 Q328
	Q187536 P2534 "d(f^\tau(x), f^\tau(y)) > \mathrm{e}^{a\tau} \, d(x,y)" S143 Q328
	Q25052564 P2534 " E(\mathbf v,\mathbf h;\theta) = -\sum_{i=1}^D\sum_{j=1}^{F}W_{ij}v_ih_j -\sum_{i=1}^Db_iv_i -\sum_{j=1}^Fa_jh_j" S143 Q328
	Q25303792 P2534 " \eta = \frac{Z_1 Z_2 e^2}{4 \pi \epsilon_0 \hbar v} ," S143 Q328
	Q256069 P2534 "J'={ H^\prime \over H_\max^\prime }" S143 Q328
	Q4874466 P2534 "p(\theta\|y)=\frac{p(y\|\theta)\pi(\theta)}{p(y)}" S143 Q328
	Q5260612 P2534 " A\frac{d^2\phi}{dt^2}+B\frac{d\phi}{dt}+C\sin\phi=0 " S143 Q328
	Q1416170 P2534 "A \geqslant B \! and B \geqslant A \! implies A = B ." S143 Q328
	Q2983708 P2534 "\ LM = n \cdot R^2 ." S143 Q328
	Q18744949 P2534 " A = A_{(,J)} X , \, " S143 Q328
	Q2418717 P2534 "V_m(\lambda) = (1-x) V'(\lambda) + x V(\lambda)," S143 Q328
	Q1144385 P2534 " \psi_j = \sum_{i=1}^{n} c_{ij} \chi_i." S143 Q328
	Q7048840 P2534 "f(x)=\begin{cases}\exp(-1/x)&\text{if }x>0,\\ 0&\text{if }x\le0,\end{cases}" S143 Q328
	Q17098839 P2534 "P_n^{(\lambda)}(x;\phi) = \frac{(2\lambda)_n}{n!}e^{in\phi}{}_2F_1(-n,\lambda+ix;2\lambda;1-e^{-2i\phi})" S143 Q328Q1062971 P2534 "a_{n}y^{(n)} + a_{n-1}y^{(n-1)} + \cdots + a_{1}y' + a_{0}y = 0," S143 Q328
	Q1930710 P2534 "N_{\mathrm{Now}} = N_{\mathrm{Orig}} e^{-\lambda t} \," S143 Q328
	Q7071450 P2534 "1\to \mathrm{Pic}^0(V)\to\mathrm{Pic}(V)\to \mathrm{NS}(V)\to 0" S143 Q328
	Q857232 P2534 " (G\times SL(n), V\otimes\mathbb F^n) is a PVS if and only if (G\times SL(m-n), V^*\otimes \mathbb F^{m-n}) is a PVS." S143 Q328
	Q127920 P2534 "cm^\mathrm{A}(n,l,m_l,m_s)=\frac{\int\limits_{E_0}\limits^{E_1} E g_{\|n,l,m_l,m_s\rangle}^\mathrm{A}\left(E\right) dE}{\int\limits_{E_0}\limits^{E_1} g_{\|n,l,m_l,m_s\rangle}^\mathrm{A}\left(E\right)dE}" S143 Q328
	Q6553415 P2534 "(x-3)x^{14}(x+3)(x^2-x-4)^7(x^2-2)^6(x^2+x-4)^7(x^4-6x^2+4)^{14}.\ " S143 Q328
	Q6738495 P2534 "\hat H = J \sum_{j =1}^{N} \vec{S}_j \cdot \vec{S}_{j+1} + \frac{J}{2} \sum_{j =1}^{N} \vec{S}_j \cdot\vec{S}_{j+2} " S143 Q328
	Q2374733 P2534 "F(i) = F(i-2) + F(i-4)" S143 Q328
	Q4693778 P2534 "(X-1)^n \equiv X^n - 1 \pmod{n, X^r - 1} \," S143 Q328
	Q273023 P2534 "\chi=V-E+F \,\!" S143 Q328
	Q844778 P2534 "\oint_{C} \mathbf{v}\cdot\,d\mathbf{l} = \frac{\hbar}{m}\oint_{C}\nabla\phi_v\cdot\,d\mathbf{l} = \frac{\hbar}{m}\Delta^{tot}\phi_v," S143 Q328
	Q1265039 P2534 " \nabla \cdot \mathbf{v} = 0.\, " S143 Q328
	Q17105794 P2534 "f(\theta) \Theta \rightarrow X" S143 Q328
	Q182571 P2534 " \left[\begin{array}{c} R \\ G \\ B \end{array}\right]=\left[\begin{array}{ccc}255/R'_w & 0 & 0 \\ 0 & 255/G'_w & 0 \\ 0 & 0 & 255/B'_w\end{array}\right]\left[\begin{array}{c}R' \\ G' \\ B' \end{array}\right]" S143 Q328
	Q24068880 P2534 " TL = 10 \log_{10} \left\vert {W_i \over W_t}\right\vert" S143 Q328
	Q5987925 P2534 "A\in I\times J\iff \{x\in X\|\{y\|\langle x,y\rangle\in A\}\notin J\}\in I" S143 Q328
	Q7135225 P2534 "\frac{\frac{dy}{dt}}{\frac{dx}{dt}} = \frac{\dot{y}(t)}{\dot{x}(t)}," S143 Q328
	Q6394203 P2534 "K_{h_\lambda}(X_0 ,X) = D\left( \frac{\left\\| X-X_0 \right\\|}{h_\lambda (X_0)} \right)" S143 Q328
	Q8737769 P2534 "Q=A\,\bar{u}" S143 Q328
	Q905744 P2534 "\ \text{rate} = k_{\text{obs}}[I]^{3/2} \," S143 Q328
	Q943427 P2534 "-\nabla \cdot(w_m\textbf{q})+\sum \Gamma_{eq} \pm Q = w_m \frac{\partial}{\partial t} (\theta_s S_w) " S143 Q328
	Q472971 P2534 " \left\\| x \right\\| = \sqrt{\langle x, x\rangle} ," S143 Q328
	Q2742829 P2534 "1s\alpha \;\;\; 1s\beta" S143 Q328
	Q7370306 P2534 " \tau = \frac{(\text{number of concordant pairs}) - (\text{number of discordant pairs})}{n (n-1) /2} .<ref>{{SpringerEOM \|title=Kendall tau metric \|id=K/k130020 \|first=R.B. \|last=Nelsen}}</ref>" S143 Q328
	Q5475793 P2534 "\frac{c}{a}=\frac{c_1,c_2,c_3,c_4,c_5\dots}{a_1,a_2,a_3,a_4,a_5\dots}=b_1,b_2,b_3,b_4,b_5\dots = b" S143 Q328
	Q1780087 P2534 "j=\frac{g_2^3}{g_2^3-27g_3^2}" S143 Q328
	Q2619414 P2534 " \mathrm{PUE} = {\mbox{Total Facility Energy} \over \mbox{IT Equipment Energy}} " S143 Q328
	Q2400735 P2534 "f = \frac{qB}{2\pi m}" S143 Q328
	Q2528476 P2534 "a_1 \,\leq\, a_2 \,\leq\, a_3 \,\leq\, \cdots," S143 Q328
	Q375628 P2534 "\partial(\sigma) = \sum_{\tau \in \mathcal{X}}\kappa(\sigma,\tau)\tau" S143 Q328
	Q17102788 P2534 " X_1+X_2+\cdots+X_n, \, " S143 Q328
	Q5994464 P2534 "\sum x_i=0" S143 Q328
	Q1117035 P2534 "V_\mathrm{out} = A_\mathrm{OL}\cdot V'_\mathrm{in}" S143 Q328
	Q3526980 P2534 "R(n) = \frac{r(1)+r(2)+\cdots+r(n)}{n}. " S143 Q328
	Q220841 P2534 "gW = gW^{T} - f(U)" S143 Q328
	Q899861 P2534 "p_0, p_1, \dots, p_m" S143 Q328
	Q2030594 P2534 "P_L - P_G = -\frac{4 \sigma \cos \theta}{D_P}" S143 Q328
	Q4997446 P2534 "A \wedge B \vdash C \quad \mbox{iff} \quad A \vdash B \Rightarrow C " S143 Q328
	Q5055317 P2534 "3z-3xy+x^3=0.\ " S143 Q328
	Q484623 P2534 "\int\frac{f'(x)}{f(x)} \, dx= \ln\left\|f(x)\right\| + C" S143 Q328
	Q7315959 P2534 "\big[ M + A(\omega) \big] \ddot x + B(\omega) \dot x + C x = F(\omega)" S143 Q328
	Q1136262 P2534 "\sigma_\mathrm{tot}=\frac{4\pi}{k}~\mathrm{Im}\,f(0)," S143 Q328
	Q378347 P2534 "\rho_1(x_0, x_1) = \frac{x_0 - x_1}{f(x_0) - f(x_1)}" S143 Q328
	Q7835136 P2534 "[v_1, v_2] = (\phi(v_1), \phi(v_2))\;." S143 Q328
	Q5048176 P2534 " \varphi^{(k+1)}(t)=\sum_{n=0}^{N-1} h[n] \sqrt 2 \varphi^{(k)} (2t-n)" S143 Q328
	Q33401 P2534 "\text{Let } R = \{ x \mid x \not \in x \} \text{, then } R \in R \iff R \not \in R" S143 Q328
	Q172298 P2534 "\mathbb Z[\sqrt{-5}]," S143 Q328
	Q4724359 P2534 " \forall A \in \mathcal{A} \Pr[A] \leq x(A) \prod_{B \in \Gamma(A)} (1-x(B)) " S143 Q328
	Q307521 P2534 "u_i(\sigma)\geq u_i(\sigma_i^',\sigma_{-i})-\varepsilon for all \sigma_i^' \in \Delta_i, i \in N." S143 Q328
	Q7190737 P2534 "\varphi(\lambda_i) = z_i," S143 Q328
	Q18350116 P2534 "A>B \quad \text{if and only if} \quad a > b." S143 Q328
	Q25304309 P2534 " \mathbb{P}[X_0 \in A_0 , X_1 \in A_1, \dots , X_n \in A_n] = \int_{A_0} \dots \int_{A_{n-1}} p(y_{n-1},A_n) \, p(y_{n-2},dy_{n-1}) \dots p(y_0,dy_1) \, \mu(dy_0)" S143 Q328
	Q2362761 P2534 "\Psi(x,t)\,," S143 Q328
	Q4815899 P2534 "\frac{6!\times 2^5\times 4!\times 3^6}{4} = 100,776,960." S143 Q328
	Q1567017 P2534 "\mathcal{B}(\R) = H^1_{\R}(\C , \mathcal{O})." S143 Q328
	Q2261345 P2534 " \operatorname{colog}_b\ x = \log_b \left(\frac{1}{x} \right) = \log_b 1-\log_b x = -\log_b x \, " S143 Q328
	Q3327726 P2534 "E_C = {1 \over 2} CV^2" S143 Q328
	Q2509459 P2534 " D = \sqrt{ \frac{18 \eta \, \ln(R_f/R_i)}{( \rho_p - \rho_f) \omega^2 t} } " S143 Q328
	Q2438393 P2534 " Q(x) = \frac{x}{1 - e^{-x}}=\sum_{i=0}^\infty \frac{(-1)^iB_{i}}{i!}x^{i} = 1 +\dfrac{x}{2}+\dfrac{x^2}{12}-\dfrac{x^4}{720}+\cdots" S143 Q328
	Q2997914 P2534 " w_A = \begin{pmatrix}i_1 & i_2 & \ldots & i_m\\j_1 & j_2 & \ldots & j_m\end{pmatrix}" S143 Q328
	Q7247153 P2534 "\int\!\int_D g(x,y)\, \mathrm{d}x\, \mathrm{d}y = \int_0^R z \left(\int_0^{2\pi} g(\mathit{xc}+z \cos t ,\mathit{yc}+z \sin t ) \,\mathrm{d}t\right)\,\mathrm{d}z" S143 Q328
	Q23638 P2534 "E_\text{k} =\tfrac{1}{2} mv^2 " S143 Q328
	Q937750 P2534 "\mathbf{i}\frac{\partial}{\partial x} + \mathbf{j}\frac{\partial}{\partial y} + \mathbf{k}\frac{\partial}{\partial z}" S143 Q328
	Q6086173 P2534 "\mathbf{g} = \mathbf{h}\oplus\mathbf{p}" S143 Q328
	Q6059511 P2534 " \dot{x}{=}f(x,u)+M(x) w " S143 Q328
	Q3591812 P2534 "\rho_{\beta,\mu}=\frac{e^{-\beta \left(H-\mu N\right)}}{\mathrm{Tr}\left[ e^{-\beta \left(H-\mu N\right)} \right]}=\frac{e^{-\beta \left(H-\mu N\right)}}{Z(\beta,\mu)}" S143 Q328
	Q1132285 P2534 "r_i = \frac{\sqrt{6}}{3}a \approx 0.816\,496\,5809a, {{OEIS2C\|A157697}}" S143 Q328
	Q1475614 P2534 "\rho(r) = \frac{3 v(r)^2 }{4 \pi G r^2}\left(1+2~ \frac{d\log~ v(r)}{d\log~ r}\right) " S143 Q328
	Q3406273 P2534 "((a^{-1} \cdot a) \cdot (b \cdot b^{-1}))^{-1} \stackrel{R2}{\rightsquigarrow} (1 \cdot (b \cdot b^{-1}))^{-1} \stackrel{R13}{\rightsquigarrow} (1 \cdot 1)^{-1} \stackrel{R1}{\rightsquigarrow} 1 ^{-1} \stackrel{R8}{\rightsquigarrow} 1, and" S143 Q328
	Q2164293 P2534 "\sum_{n=1}^\infty\frac{1}{n(n+1)}" S143 Q328
	Q7968912 P2534 "F= \star F" S143 Q328
	Q722799 P2534 " \mathcal{S}[\mathbf{q}(t)] = \int_{t_1}^{t_2} L(\mathbf{q}(t),\mathbf{\dot{q}}(t), t) dt " S143 Q328
	Q3552958 P2534 "\varphi_\alpha \colon U_\alpha \to {\mathbf R}^n" S143 Q328
	Q1078449 P2534 " \int_a^b f(x) \, dx " S143 Q328
	Q2720015 P2534 "U=\gamma U_{0}," S143 Q328
	Q962703 P2534 "A=\frac{1}{4}\pi\left(r_1+r_2\right)^2.<ref name=WOLF/>" S143 Q328
	Q2299100 P2534 " \mathbf{B} = \nabla \times \mathbf{A}\,,\quad \mathbf{E} = - \nabla \phi - \frac { \partial \mathbf{A} } { \partial t }\,," S143 Q328
	Q1537736 P2534 "\mathbf{\underline{E}}(x,z,t)=\mathbf{\underline{E}}^{TE/TM} \left( e^{j\mathbf{k}_1 \cdot \mathbf{r}} + e^{j\mathbf{k}_2 \cdot \mathbf{r}} \right) \cdot e^{-j \omega t}" S143 Q328
	Q2305173 P2534 "\psi_L\rightarrow e^{i\theta_L}\psi_L&nbsp;&nbsp;and&nbsp;&nbsp;\psi_R\rightarrow \psi_R" S143 Q328
	Q12321 P2534 " d_P(w) = \left( { \limsup_{k \rightarrow \infty} \frac{n_{k+1}}{n_k} } \right)^{-1} \ . " S143 Q328
	Q452346 P2534 " l_{depl} = \sqrt{\frac{2 \epsilon (\phi_0 - V)}{q} \frac{N_A+N_D}{N_A N_D}}" S143 Q328
	Q25304551 P2534 " v_i X \longrightarrow R_+" S143 Q328
	Q17105691 P2534 "\sigma_{ij} = C_{ijkl} e_{kl} \quad i,j,k,l = 1,2,3" S143 Q328
	Q3339222 P2534 "Y_i = \beta_0 + \beta_1 \phi_1(X_{i1}) + \cdots + \beta_p \phi_p(X_{ip}) + \varepsilon_i \qquad i = 1, \ldots, n " S143 Q328
	Q7140366 P2534 " x \approx y if and only if f is defined at x, f is defined at y, and f(x) = f(y)" S143 Q328
	Q5013788 P2534 " \mathcal{A} = \sum_{i=1}^{r} \lambda_i \mathbf{a}_i^1 \otimes \mathbf{a}_i^2 \otimes \cdots \otimes \mathbf{a}_i^d," S143 Q328
	Q2654923 P2534 "\mathbb{C}/\mathbb{Z}[i]\ \theta\ \;" S143 Q328
	Q3402784 P2534 "\binom nk=\frac{n(n-1)\cdots(n-k+1)}{k(k-1)\cdots1}." S143 Q328
	Q6675880 P2534 "-2 \le E(a,b)-E(a,b')+E(a',b)+E(a',b')\le 2" S143 Q328
	Q12912288 P2534 "I = 4\pi{10^{-10}}L" S143 Q328
	Q7525845 P2534 "\Pr [r \notin S] = \Pr [r \notin A(x) \oplus t_1] \cdot \Pr [r \notin A(x) \oplus t_2] \cdots \Pr [r \notin A(x) \oplus t_{\|r\|}] \le { \frac{1}{2^{\|x\| \cdot \|r\|}} }." S143 Q328
	Q1826427 P2534 " \frac{\partial f_t(z)}{\partial t} = -z f^\prime_t(z)\frac{\zeta(t)+z}{\zeta(t)-z} or \dfrac{\partial g_t(z)}{\partial t} = g_t(z)\dfrac{\zeta(t)+g_t(z)}{\zeta(t)-g_t(z)}." S143 Q328
	Q5349490 P2534 "H^n(K(G,n);G) = \mathrm{Hom}(H_n(K(G,n);\mathbf{Z}), G) = \mathrm{Hom}(\pi_n(K(G,n)), G) = \mathrm{Hom}(G,G)," S143 Q328
	Q907271 P2534 "TdS \ge \delta Q " S143 Q328
	Q2506703 P2534 "f^n(U) \cap U = \varnothing.\," S143 Q328
	Q1048466 P2534 "\log \|f(0)\| = \sum_{k=1}^n \log \left( \frac{\|a_k\|}{r}\right) + \frac{1}{2\pi} \int_0^{2\pi} \log\|f(re^{i\theta})\| \, d\theta." S143 Q328
	Q7834639 P2534 "D_T = N/R seconds" S143 Q328
	Q5307716 P2534 "\exists x\in P.\ [D(x) \rightarrow \forall y\in P.\ D(y)]. \, " S143 Q328
	Q24906027 P2534 "\sum_{w \in A^*} c(w) w \ . " S143 Q328
	Q5929680 P2534 "{}^{j(\kappa)}M \subset M.\!" S143 Q328
	Q979588 P2534 "\hat{P}^2\left\|x_1, x_2\right\rangle = \hat{P}\left\|x_2, x_1\right\rangle = \left\|x_1, x_2\right\rangle" S143 Q328
	Q7920444 P2534 "Q = C H^n" S143 Q328
	Q901281 P2534 "\ a_C = \gamma \frac{[C]}{[C^{\ominus}]}\," S143 Q328
	Q3509394 P2534 " F_i (x) = (x_1, x_2,\ldots, x_{i-1}, f_i(x[i]), x_{i+1}, \ldots , x_n) \;. " S143 Q328
	Q18205601 P2534 "\underline{w} = (s_{i_1}, s_{i_2}, \ldots, s_{i_l})" S143 Q328
	Q1778784 P2534 "C_{xy}(f) = \frac{\|G_{xy}(f)\|^2}{G_{xx}(f) G_{yy}(f)}" S143 Q328
	Q7269524 P2534 "\pi(\mathbf x)q'(\mathbf x,\mathbf{x'}) = \pi(\mathbf{x'})q(\mathbf{x'},\mathbf x)" S143 Q328
	Q446746 P2534 "P=P_\max \left(1-e^{-c\cdot LAI}\right)" S143 Q328
	Q1662573 P2534 "\mathrm{AIC} = 2k - 2\ln(L)" S143 Q328
	Q15699608 P2534 " Y=\beta_{10} +\beta_{11}X + \varepsilon_1" S143 Q328
	Q2138875 P2534 "\mbox{dim } A = n\,," S143 Q328
	Q466500 P2534 "Q = \omega \cdot \varepsilon_r'' \cdot \varepsilon_0 \cdot E^2," S143 Q328
	Q620920 P2534 "(1-a)S \pi r^2 = 4 \pi r^2 \epsilon \sigma T^4" S143 Q328
	Q5289708 P2534 "C_i = {2e_i\over k_i{(k_i - 1)}}\,," S143 Q328
	Q2597560 P2534 "x = (p+q) \cos\theta\," S143 Q328
	Q7278179 P2534 "R = \frac{\sigma^{(0)}(e^+e^-\rightarrow \mathrm{hadrons})}{\sigma^{(0)}(e^+e^-\rightarrow \mu^+\mu^-)}," S143 Q328
	Q309372 P2534 "\langle\psi\mid A\mid\psi\rangle" S143 Q328
	Q18378333 P2534 "\chi^{\lambda}_\rho = \sum_T (-1)^{ht(T)}" S143 Q328
	Q3016333 P2534 "F(x) = \frac{\Delta\,t(i)}{f_s(i)}, the MRTD curve" S143 Q328
	Q7599389 P2534 "M\left[\begin{matrix}a_1 \\ \vdots \\ a_d\end{matrix}\right] \geq \left[\begin{matrix}0 \\ \vdots \\ 0\end{matrix}\right]" S143 Q328
	Q17106073 P2534 " p_{n+1} - p_n < p_n^\theta, " S143 Q328
	Q7199665 P2534 " z = \frac{x - \mu}{\sigma}," S143 Q328
	Q6803607 P2534 " \mbox{M} = \frac{1}{n}\sum_{t=1}^n \left\|\frac{A_t-F_t}{A_t}\right\|, " S143 Q328
	Q5506734 P2534 "\mathbf{\hat{n}}=n_x\mathbf{\hat{x}}+n_y\mathbf{\hat{y}}" S143 Q328
	Q208498 P2534 " {\Pr}_{\theta,\phi}(u(X)<\theta<v(X))=\gamma\text{ for all }(\theta,\phi)." S143 Q328
	Q7782452 P2534 "I_{eff}^2= \frac{1}{T}\int\limits_{0}^{T}i^2\,dt and the effective velocity is v_{eff}= \frac{I_{eff}}{\omega}" S143 Q328
	Q7279988 P2534 "Velocity > \left (\frac {C}{2 \times Transmit Frequency \times Pulse Width} \right)" S143 Q328
	Q833293 P2534 " \int_{a}^{b} f(x)\,dx." S143 Q328
	Q578874 P2534 "\left \{ z \in \mathbf{C}^n \ \ \\|z\\| < 1 \right \}." S143 Q328
	Q6934822 P2534 "\Pr(\mathbf{x)_0} = N! \prod_{i=1}^k \frac{\pi_{i}^{x_i}}{x_i!}." S143 Q328
	Q5037756 P2534 "\rho (a, b) = \tanh^{-1} \frac{\| a - b \|}{\|1 - \bar{a} b \|}" S143 Q328
	Q18393108 P2534 " \mathrm{\delta ^{13}C} = \Biggl( \mathrm{\frac{\bigl( \frac{^{13}C}{^{12}C} \bigr)_{sample}}{\bigl( \frac{^{13}C}{^{12}C} \bigr)_{PDB}}} -1 \Biggr) \times 1000\ ^{o}\!/\!_{oo}" S143 Q328
	Q5761157 P2534 " D_i(a^{ij}(x)D_ju)=0" S143 Q328
	Q1622788 P2534 "N_g = 0.04\,{T_d}^{1.25} <ref>Anderson R.B., Eriksson A.J., Kroninger H., Meal D.V. and Smith M.A. "Lightning and thunderstorm parameters" IEE Conference Publication No. 236, "Lightning and Power Systems", London, June 1984</ref> " S143 Q328
	Q7452500 P2534 "\Pr(P_i\|X,{\mathbf r}) \propto \Pr({\mathbf r}\|P_i,X)\Pr(P_i\|X)" S143 Q328
	Q604008 P2534 "D = D_0 e^{-E_\text{A}/(kT)}," S143 Q328
	Q1593293 P2534 "P_{it}=c_{0t}+\sum_{j=1}^{k}c_{it}z_{jit}+\xi_{it} ," S143 Q328
	Q1340031 P2534 "\mathrm{St} = \frac{\mathrm{Nu}}{\mathrm{Re}\,\mathrm{Pr}}" S143 Q328
	Q7698905 P2534 " R \Delta(a) = \sigma \circ \Delta(a) R, a \in \mathcal{A}" S143 Q328
	Q900831 P2534 " \frac{\Pr(\overline{\Sigma}_{t}=A)}{\Pr(\overline{\Sigma}_{t}=-A)}=e^{At}." S143 Q328
	Q6934969 P2534 "\mathbf{m_1} = \begin{bmatrix} m_{1}(1) \\ m_{1}(2) \\ m_{1}(3) \\ \vdots \\m_{1}(L) \end{bmatrix} ." S143 Q328
	Q5249165 P2534 "(-1)^\text{signbit}\times 10^{\text{exponentbits}_2-398_{10}}\times \text{truesignificand}_{10}" S143 Q328
	Q75384 P2534 "T = \frac{\vec J_\mathrm{trans} \cdot \hat{n}}{\vec J_\mathrm{inc} \cdot \hat{n} }, " S143 Q328
	Q5033581 P2534 "\left(2\sqrt{\frac{2}{5}},\ 2\sqrt{\frac{2}{3}},\ \frac{1}{\sqrt{3}},\ \pm1\right)" S143 Q328
	Q7208504 P2534 "[sf,g] = s[f,g]" S143 Q328
	Q5163655 P2534 "k^2=\frac{Z}{Y}" S143 Q328
	Q7553155 P2534 "cs_1 = \sqrt{\gamma \frac{P_L}{\rho_L}}" S143 Q328
	Q494141 P2534 "\eta_2 = (\eta \otimes \eta) K \otimes K \equiv K \to (B \otimes B) " S143 Q328
	Q1080547 P2534 "\operatorname{trunc}(x,n) = \frac{\lfloor 10^n \cdot x \rfloor}{10^n}." S143 Q328
	Q5454741 P2534 "\mu \approx \frac{-2c}{b - \sqrt{b^2-4ac}} \, ," S143 Q328
	Q7834016 P2534 "x^3 + px = q, \," S143 Q328
	Q71574 P2534 " F_x - \mathrm{i}F_y = \frac{\mathrm{i}\rho}{2} \oint_{C} \left(\frac{\mathrm{d}w}{\mathrm{d}z}\right)^2 \, \mathrm{d}z" S143 Q328
	Q5157586 P2534 "d = \frac{k}{z} " S143 Q328
	Q16847058 P2534 "\Delta p = -\gamma \nabla \cdot \hat n =\gamma (\cfrac{1}{R_1} + \cfrac{1}{R_2})" S143 Q328
	Q193886 P2534 "M X_M = D X_C + W X_C = X_C (D + W)" S143 Q328
	Q5453087 P2534 "13=\eta (\eta +2)(2\eta-1)(3-2\eta)(\eta+3)," S143 Q328
	Q5761228 P2534 "\omega=\frac{d\theta(t)}{dt}.\," S143 Q328
	Q16259339 P2534 "y = \beta_{0} + \beta_{1} x_{1} + \beta_{2} x_{2} + \dots \beta_{k} x_{k} + u" S143 Q328
	Q5165759 P2534 "y^m = x^n + 1,\ " S143 Q328
	Q250624 P2534 "\varphi = \frac{q}{\hbar} \int_P \mathbf{A} \cdot d\mathbf{x}," S143 Q328
	Q1857574 P2534 "Ax^4+By^4+Cx^3y+Dx^2y^2+Exy^3+Fx^3+Gy^3+Hx^2y+Ixy^2+Jx^2+Ky^2+Lxy+Mx+Ny+P=0," S143 Q328
	Q756946 P2534 "p = a_0^2 + a_1^2 + a_2^2 + a_3^2\ " S143 Q328Q1638718 P2534 "\operatorname{E} \left [ \frac{R(n)}{S(n)} \right ]=C n^H \text{ as } n \to \infty \, ," S143 Q328
	Q1143328 P2534 "0 \longrightarrow A \overset{q}{\longrightarrow} B \overset{r}{\longrightarrow} C \longrightarrow 0" S143 Q328
	Q2164281 P2534 "n^3 - (n-1)^3 = 3n(n-1)+1.\," S143 Q328
	Q3459695 P2534 "X \cap \left (\bigcap_{n<\omega} W_n \right ) \neq \emptyset." S143 Q328
	Q176786 P2534 " MV = PQ" S143 Q328
	Q5469961 P2534 "O(\mathrm{smoke} \to \mathrm{ashtray})" S143 Q328
	Q4200714 P2534 " CLV = { (close - low) - (high - close) \over high - low } " S143 Q328
	Q1305350 P2534 "\lim_{h \to 0} \frac{ \\| f(x + h) - f(x) - Ah \\|_{W} }{ \\|h\\|_{V} } = 0." S143 Q328
	Q822938 P2534 "\nabla \times \vec{F} = \vec{0}. \," S143 Q328
	Q1296457 P2534 "t [\mathrm{ns}] = \cfrac{36}{1+12.8*p[\mathrm{bar}]}." S143 Q328
	Q4669888 P2534 "\ A +\ B \rightleftharpoons \ AB" S143 Q328
	Q212126 P2534 " \mathbf{x}_\mathrm{B} = \sum_{j=1}^3 x_j \mathbf{u}_j \ . " S143 Q328
	Q7980191 P2534 "w(P,Q) \in \mu_n" S143 Q328
	Q7268914 P2534 "\forall x \,,\exists y \,Rxy \vdash \exists y \,\forall x \,Rxy" S143 Q328
	Q4941580 P2534 "\sigma_{f} = \frac{MWT}{M_{f}}" S143 Q328
	Q11143305 P2534 "\{F,G\}=dG(X_F) = X_F(G)\,." S143 Q328
	Q3820974 P2534 "E_\mathrm{nt} = \frac{RT}{F} \ln \frac{a_2}{a_1}" S143 Q328
	Q1480581 P2534 " Q_{sensible} = m c \Delta T \, ." S143 Q328
	Q5319097 P2534 "2^{i}*n_{i} " S143 Q328
	Q1778924 P2534 "P = I^2R \," S143 Q328
	Q7783554 P2534 "(S_a f)(z) = f(z+a)= \exp (a \partial_z) ~ f(z) " S143 Q328
	Q8563539 P2534 "\ I(hkl) = (1-x)\|F(h k l)\|^{2} + x\|F(-h -k -l)\|^{2} <!--explain this formula! -->" S143 Q328
	Q3964631 P2534 "\hat{y}_i=\hat{a}+\hat{b_1}x_{1i} + \hat{b_2}x_{2i} + \cdots \, " S143 Q328
	Q3539824 P2534 "x = a\theta - b \sin(\theta) \," S143 Q328
	Q208356 P2534 " K(BG) \cong R(G)^{\wedge}." S143 Q328
	Q17028407 P2534 " \sum_{i=0}^{n} {n \choose i} = 2^{n} " S143 Q328
	Q1594413 P2534 " {n\choose k}_2." S143 Q328
	Q7607955 P2534 "\triangle\,\! is the difference in refractive indices of core and cladding." S143 Q328
	Q997433 P2534 "\Pi_{(xA)}B(x)" S143 Q328
	Q7524253 P2534 "(x-x_0)F'_x(x_0,y_0) + (y-y_0)F'_y(x_0,y_0)," S143 Q328
	Q1338843 P2534 "\varphi(\mathbf{r}, t) = \frac{1}{4 \pi \epsilon_0} \left(\frac{q}{(1 - \mathbf{n} \cdot \boldsymbol{\beta}_s)\|\mathbf{r} - \mathbf{r}_s\|} \right)_{t_r}" S143 Q328
	Q2247284 P2534 "F\, =\, \underbrace{\rho\, C_m\, V\, \dot{u}}_{F_I} + \underbrace{\frac12\, \rho\, C_d\, A\, u\, \|u\|}_{F_D}," S143 Q328
	Q1011785 P2534 "y(t)=a\mathrm{e}^{-b\mathrm{e}^{-ct}}," S143 Q328
	Q17101506 P2534 "\left.\varnothing\right. \overset{\mathrm{def.}}{=} \left\{x x \neq x\right\}" S143 Q328
	Q2623827 P2534 "C_k = 8 \cdot 10^{k - 1} + C_{k - 1} + 8" S143 Q328
	Q3566063 P2534 " K*P=(K-\neg P)+P" S143 Q328
	Q929043 P2534 " u_g = - {g \over f} {\partial Z \over \partial y}" S143 Q328
	Q5415970 P2534 "\chi_g= \frac{C L (R_s-R_0)}{10^9 m}" S143 Q328Q5282784 P2534 " f_i =\sum_{j \ne i}(F^C_{ij} + F^D_{ij} + F^R_{ij}) " S143 Q328
	Q6481628 P2534 "V_\theta(r,t) = \frac{\Gamma}{2\pi r} \left(1-\exp\left(-\frac{r^2}{r_c^2(t)}\right)\right), " S143 Q328
	Q5073783 P2534 " f(x + iy) = e^x(\cos(2y) + i\sin(2y)) = e^{x + 2iy} \, " S143 Q328
	Q7782361 P2534 " \nabla^2 \mathbf{E} \ - \ { 1 \over c^2 } {\partial^2 \mathbf{E} \over \partial t^2} \ \ = \ \ 0" S143 Q328
	Q17014987 P2534 " \mu(t) = \text{E}(X(t)) " S143 Q328
	Q5505101 P2534 "X*Y = A(X,Y). \, " S143 Q328
	Q1239595 P2534 "I_\mathrm{out} = (V_\mathrm{in+} - V_\mathrm{in-}) \cdot g_\mathrm{m}" S143 Q328
	Q17098409 P2534 " \int\limits_{\overline{\mathcal M}_{g, n}} \psi_1^{a_i} \cdot \dots \cdot \psi_n^{a_n}\lambda_g = \binom{2g + n - 3}{a_1, \dots, a_n} \int\limits_{\overline{\mathcal M}_{g, 1}} \psi_1^{2g - 2}\lambda_g." S143 Q328
	Q428971 P2534 "f(c x) = a(c x)^{-k} = c^{-k} f(x) \propto f(x).\!" S143 Q328
	Q72313 P2534 "\mathbf{F} = I \boldsymbol{\ell} \times \mathbf{B} \,\!" S143 Q328
	Q2983383 P2534 "N_k(n)={1\over n}\sum_{d\mid n}\varphi(d)k^{n/d}" S143 Q328
	Q879126 P2534 "f(x)=x^2-5x+6" S143 Q328
	Q486802 P2534 " \tfrac{\mbox{energy}}{\mbox{volume}} = \int_{0}^{\epsilon_f} \sigma\, d\epsilon " S143 Q328
	Q1462003 P2534 " y' = f(t,y), \quad y(t_0) = y_0. " S143 Q328
	Q1256787 P2534 "v = 2\pi r\omega_{cyc}" S143 Q328
	Q7140511 P2534 "\Gamma(n) = (n-1)!\qquad n \in \mathbb{N}_0," S143 Q328
	Q25111962 P2534 "G_B = (3/2)G_A." S143 Q328
	Q6128993 P2534 "\varphi (x) = k_0 n L(x)" S143 Q328
	Q503658 P2534 " \lim_{n\to 0} {Z^n-1\over n}=\ln Z." S143 Q328
	Q1464168 P2534 "\|\mathbf{Z}n\mathbf{Z}\| = n" S143 Q328
	Q6803634 P2534 "\bar{\alpha} = \operatorname{atan2}\left(\sum_{j=1}^n \sin\alpha_j, \sum_{j=1}^n \cos\alpha_j\right) " S143 Q328Q4674713 P2534 " \alpha(1) = \operatorname{Cor}(z_{t+1}, z_t)," S143 Q328
	Q8021980 P2534 "u(w_0 + WTA , 1) = u(w_0 , 0). <ref>Horowitz, John Keith and Mcconnell, Kenneth, (2003), [http//www.ag.unr.edu/moeltner/APEC%20464_664/Spring_07/pdf/Horowitz_McConnell_2003.pdf "Willingness to accept, willingness to pay and the income effect"], ''Journal of Economic Behavior & Organization'', Vol. 51, No. 4, p.&nbsp;537–545. {{wayback\|url=http//www.ag.unr.edu/moeltner/APEC%20464_664/Spring_07/pdf/Horowitz_McConnell_2003.pdf \|date=20110720095243 }}</ref>" S143 Q328
	Q2902888 P2534 "xy = -yx\ " S143 Q328
	Q25048680 P2534 " d_i(k) = [ [g_i]^T x], \quad (i=1,\ldots,N) " S143 Q328
	Q4928259 P2534 "G = \frac{4 \pi A}{\lambda^2}e_A = \left(\frac{\pi d}{\lambda}\right)^2 e_A" S143 Q328
	Q3395696 P2534 " p(x) = \sum_{i=0}^n a_i x^i \, " S143 Q328
	Q3980034 P2534 "(y-x^2)(y+x^2) = 0." S143 Q328
	Q1547975 P2534 "G(x) = \left\langle \varphi (x)\varphi (0) \right\rangle = \int \frac{d^2 k}{(2\pi)^2} \frac{e^{ik \cdot x}}{k^2 + m^2}." S143 Q328
	Q5358359 P2534 "H(s) = \frac{V_o}{V_i} = -\frac{1}{As^2+Bs+C} = \frac{K {\omega_0}^2}{s^{2}+\frac{\omega_{0}}{Q}s+{\omega_0}^2}." S143 Q328
	Q3711841 P2534 "\iint_\Omega \left (g (Dh) + (Dg) h \right ) \, dx \, dy = \lim_{n\to 0} \iint_\Omega \left (g (Dh_n) + (Dg) h_n \right ) \, dx \, dy =0." S143 Q328
	Q3150396 P2534 " T_{d_{850}} = [[dew point]] at 850 hPa" S143 Q328
	Q2905000 P2534 "\frac{dN_B}{dt} = \lambda_A N_A - \lambda_B N_B ," S143 Q328
	Q899124 P2534 " P(r) = \frac{4 \pi r^2}{(2/3\; \pi \langle r^2\rangle)^{3/2}} \;e^{-\,\frac{3r^2}{2\langle r^2\rangle}}" S143 Q328
	Q7975306 P2534 "\frac{i}{p^2 - m_0^2 + i \varepsilon} \rightarrow \frac{i Z}{p^2 - m^2 + i \varepsilon}" S143 Q328
	Q2122541 P2534 "P_L - P_G = -\frac{4 \sigma \cos \theta}{D_P}" S143 Q328
	Q7012 P2534 "N(>D) = 37 D^{-2.7}\ " S143 Q328
	Q629637 P2534 "\begin{smallmatrix}\left [ \frac{Fe}{H} \right ]\ =\ 0.33\end{smallmatrix}" S143 Q328
	Q2733663 P2534 "\rho(\mathbf{r}_a,\mathbf{r}_b) \sim \rho(\mathbf{r}_a)\rho(\mathbf{r}_b), \, " S143 Q328
	Q17098270 P2534 " j(e+x) + j(e+j(x)) = e " S143 Q328
	Q178733 P2534 " \boldsymbol{F} = m\boldsymbol{a}\ ," S143 Q328
	Q5566491 P2534 " \frac{1}{1^2} + \frac{1}{3^2} + \frac{1}{5^2} + \frac{1}{7^2} + \cdots = \frac\pi8, " S143 Q328
	Q5548482 P2534 "\frac{Y}{2}=\operatorname{diag}\left(-1/3, -1/3, -1/3, 1/2, 1/2\right)" S143 Q328
	Q3711002 P2534 "\Delta G=G_{\rm{products}}-G_{\rm{reactants}}<0.\," S143 Q328
	Q863789 P2534 "\frac {\partial u} {\partial y} = \left\{\begin{matrix} 0 &, \tau < \tau_0 \\ (\tau - \tau_0)/ {\mu_\infty} &, \tau \ge \tau_0 \end{matrix}\right." S143 Q328
	Q7828252 P2534 "U_{+}=\bigcap_{n\ge 0}\alpha^n(U)" S143 Q328
	Q4775348 P2534 "UH_1\to H_2\," S143 Q328
	Q6935407 P2534 " \left\| \sum_{i=1}^k x_{i\cdot d} \right\| > C " S143 Q328
	Q5275279 P2534 "p_n(z)=\frac{z}{n} {{z-\beta n -1} \choose {n-1}}" S143 Q328
	Q4093081 P2534 "D_{Bohm} = \frac{1}{16}\,\frac{k_BT}{eB}," S143 Q328
	Q5647772 P2534 "{ [S] \over v } = { [S] \over V_\max } + { K_m \over V_\max } " S143 Q328
	Q2778065 P2534 "(y,\ 1) = (\frac {x - 1}{x +1},\ 1) \sim (x - 1, \ x + 1) = (x,\ 1)\begin{pmatrix}1 & 1 \\ -1 & 1 \end{pmatrix} ." S143 Q328
	Q3360633 P2534 " A = U \Lambda_1 U^\dagger" S143 Q328
	Q626990 P2534 "x^3 - 2x^2 + 0x - 4." S143 Q328
	Q3509335 P2534 "\mathcal{L}=\,i\,\bar{\psi}\partial\!\!\!/\psi+\frac{\lambda}{4} \,\left [\left(\bar{\psi}\psi\right)\left(\bar{\psi}\psi\right)-\left(\bar{\psi}\gamma^5\psi\right)\left(\bar{\psi}\gamma^5 \psi\right)\right]=\, i\,\bar{\psi}_L\partial\!\!\!/\psi_L+\,i\,\bar{\psi}_R\partial\!\!\!/\psi_R+\lambda \,\left(\bar{\psi}_L \psi_R\right)\left(\bar{\psi}_R\psi_L \right)." S143 Q328
	Q7259685 P2534 "f(t) = \frac{\tau}{T} + \sum_{n=1}^{\infty} \frac{2}{n\pi} \sin\left(\frac{\pi n\tau}{T}\right) \cos\left(\frac{2\pi n}{T} t\right)" S143 Q328
	Q487112 P2534 "V_{\rm m} = {M\over\rho}." S143 Q328
	Q1067602 P2534 "\mathcal{L}_\mathrm{G}=\frac{1}{2\kappa}R \sqrt{\|g\|} " S143 Q328
	Q4087251 P2534 "\psi=\left(\begin{array}{c}\psi_L\\ \psi_R\end{array}\right)" S143 Q328
	Q1898473 P2534 "\sin\frac{\gamma_1}{2} = \frac{a_1}{2r_u} = \frac{1}{2\sin\frac{2\pi}{5}}." S143 Q328
	Q732374 P2534 "P_n^r= \frac{3n^2 + n^3(r-2) - n(r-5)}{6}," S143 Q328
	Q6031013 P2534 " \min_{p(t\|x)} \,\, I(X;T) - \beta I(T;Y)" S143 Q328Q1545619 P2534 "AR = {b\over c}" S143 Q328
	Q3527196 P2534 "IO_L\ " S143 Q328
	Q6268497 P2534 " O_{O}^{x} \leftrightarrow V_{O}^{\bullet\bullet} + 0.5O_{2} (g) + 2e'" S143 Q328
	Q271707 P2534 " \mathit{Re} = {\rho u_{s}^2/L \over \mu u_{s}/L^2} = {\rho u_{s} L\over \mu} = {u_{s} L\over \nu} " S143 Q328
	Q7919290 P2534 " m_{pq} = \sum_{x=1}^M \sum_{y=1}^N x^p y^q P_{xy} " S143 Q328
	Q176720 P2534 "\Pr(X(t+h) = j \| X(t) = i) = \delta_{ij} + q_{ij}h + o(h)" S143 Q328
	Q25052538 P2534 "V(x) = Var[\hat{\theta}^{\infty}(x)]" S143 Q328
	Q8063346 P2534 "w\left(r,r'\right)=\sum_{k=0}^{N-1}x_{k}^{\left(rr'\right)}\left(s_{r}s_{r'}^*\right)^k" S143 Q328
	Q7048932 P2534 "Pr[\pi \gets \mathrm{Prove}(\sigma, y, w) \mathrm{Verify}(\sigma, y, \pi) = \mathrm{accept}] = 1" S143 Q328
	Q7914952 P2534 "f(x)\to 0 as \\|x\\|\to \infty. " S143 Q328
	Q1653577 P2534 " n = \mathrm{JD} - 2451545.0 " S143 Q328
	Q191010 P2534 "\mathbf{C}_a=\frac{\mathbf{C}_{t}\mathbf{V}_{t}\mathbf{M}}{\mathbf{V}_a}" S143 Q328
	Q116076 P2534 "\text{(Cylinder Volume)} = \pi \cdot \left(\frac{\text{bore}}{2}\right)^2 \cdot \text{Stroke}" S143 Q328
	Q7196620 P2534 "f_{\pi^{\pm}} = 130.41 \pm 0.03 \pm 0.20~\mbox{MeV}" S143 Q328
	Q5164368 P2534 " C(r) = \frac{4}{\pi} \sum_{k=0}^\infty \frac{(-1)^{k(r+1)}}{(2k+1)^{r+1}}~." S143 Q328
	Q2351326 P2534 "Out = \overline{AB}" S143 Q328
	Q2559456 P2534 " (p_{01}p_{02}p_{03}p_{23}p_{31}p_{12}) \,\!" S143 Q328
	Q7316858 P2534 " F^{(n-1)}(s)=\frac{s^{\alpha+n-1}}{(\alpha+1)(\alpha+2) \cdots (\alpha+n-1)}." S143 Q328
	Q5023144 P2534 "h \approx \alpha G^{1/2} m^{3/2} [R(t)]^{1/2}." S143 Q328
	Q7254433 P2534 "f(x_1,x_2,x_3)=(x-x_1)(x-x_2)(x-x_3)" S143 Q328
	Q949597 P2534 "x'=\gamma(x-vt),\ y'=y,\ z'=z,\ t'=\gamma\left(t-\frac{vx}{c^{2}}\right)" S143 Q328
	Q1206311 P2534 " f(A) = \int_{\mathbb{R}} f(\lambda) \, d \operatorname{E}(\lambda)." S143 Q328
	Q2608380 P2534 "\mathbb T = \{ z \in \mathbb C \|z\| = 1 \}." S143 Q328
	Q961466 P2534 " \Delta h_{meters} = 0.067 D_{km} ^2 or \Delta h_{feet} = 0.021 \left(\frac {D_{ft}}{1000} \right)^2 " S143 Q328Q168620 P2534 "x = \sin t + 2 \sin 2t" S143 Q328
	Q7698401 P2534 "\text{TM-score}=\max\left[ \frac{1}{L_\text{target}}\sum_i^{L_\text{aligned}}\frac{1}{1+\left(\frac{d_i}{d_0(L_\text{target})}\right)^2} \right]" S143 Q328
	Q4642895 P2534 "\left(\sqrt{1/28},\ \sqrt{1/21},\ \sqrt{1/15},\ \sqrt{1/10},\ \sqrt{1/6},\ \sqrt{1/3},\ \pm1\right)" S143 Q328
	Q1383171 P2534 "\left\lfloor\frac{(m+1)26}{10}\right\rfloor \mod 7," S143 Q328
	Q834020 P2534 "\omega = {{2 \pi} \over T} = {2 \pi f} , " S143 Q328Q902601 P2534 " PSF(r,z)= I_0 e^{- 2 r^2/\omega_{xy}^2} e^{-2 z^2/\omega_{z}^2} " S143 Q328
	Q7858701 P2534 "k_i\frac{dx_i}{dt} = \frac{\partial H}{\partial y_i},\qquad k_i\frac{dy_i}{dt} = -\frac{\partial H}{\partial x_i}," S143 Q328
	Q7100793 P2534 "\Pr(y \le i \| \mathbf{x}) = \sigma(\theta_i - \mathbf{w} \cdot \mathbf{x})" S143 Q328
	Q11282513 P2534 "G^{\alpha \gamma} = \kappa \, T^{\alpha \gamma}~" S143 Q328
	Q4454676 P2534 "P=\frac{1}{n - 2} \left(Ric -\frac{ R}{2 (n-1)} g\right)\, \Leftrightarrow Ric=(n-2) P + J g \, ," S143 Q328
	Q5136698 P2534 "\lim_{\|a\|\rightarrow \infty}\langle\Omega\|A'_1\cdots A'_n\|\Omega\rangle-\langle\Omega\|\prod_{\mbox{unshifted i}}A_i\|\Omega\rangle \langle\Omega\|\prod_{\mbox{shifted i}}U(a)A_i U^{-1}(a)\|\Omega\rangle=0" S143 Q328
	Q4800952 P2534 "\lim_{h \to 0}\frac{2^h-1}{h}" S143 Q328
	Q238156 P2534 "K_f = \frac{[\text{Complex ion}]^Z}{[\text{Metal ion}]^X[\text{Lewis base}]^Y}" S143 Q328
	Q3509437 P2534 "T =\int_m\frac{1}{2}u^2\,dm" S143 Q328
	Q25303876 P2534 "C_0,C_1,\dots,C_n." S143 Q328
	Q903139 P2534 " P = \frac{R\,T}{V_m-b} - \frac{a}{\sqrt{T}\; V_m\, (V_m+b)}," S143 Q328
	Q7705272 P2534 "t(I) = \{r \in R \mbox{ }\|\mbox{ } \forall s \notin I, \mbox{ }\exists x \in (s)\mbox{ } x \notin I \text{ and } (x)(r) \subset I \}. \, " S143 Q328
	Q7783555 P2534 " \theta = z {d \over dz} " S143 Q328
	Q1395022 P2534 "y_i^j=\sum_{k=0}^{\infty} h^j_k x_{i-k}," S143 Q328
	Q103142 P2534 "\ J_v = K_f ( [P_c - P_i] - \sigma[\pi_c - \pi_i] )" S143 Q328
	Q901227 P2534 "\mathrm{NH_4OCN\ \xrightarrow {\ \ 60^{\circ}C \ \ }\ H_2NCONH_2}" S143 Q328
	Q651160 P2534 " P^{(n)}(\mathbf{r}_1,\ldots,\mathbf{r}_n) =\frac{1}{Z_N} \int \cdots \int \mathrm{e}^{-\beta U_N} \, \mathrm{d} \mathbf{r}_{n+1} \cdots \mathrm{d} \mathbf{r}_N \, ." S143 Q328
	Q17098493 P2534 "D = E + (f)\ " S143 Q328
	Q7606830 P2534 " [h,e] = 2e, \quad [h,f] = -2f, \quad [e,f] = h. " S143 Q328
	Q25111173 P2534 " q(r_i) = \int_{\lambda=0}^\infty \int_{\psi_i=0}^{2\pi} \int_{\theta_i=0}^\frac{\pi}{2} \varepsilon_{\lambda,i} (\lambda,\psi_i,\theta_i,r_i) I_{b\lambda,i}(\cos\theta_i\sin\theta_i)\,d\theta_i\,d\psi_i\,d\lambda - \sum_{j=1}^N \int_{\lambda=0}^\infty \rho_{\lambda,i}(\lambda,\psi_{r,j},\theta_{r,j},\psi_j,\theta_j,r_i) I_{\lambda,k}(\lambda,\psi_k,\theta_k,r_i) \frac{\cos\theta_j\cos\theta_k}{\|r_k-r_j\|^2} \, dA_k " S143 Q328
	Q7447524 P2534 "F(s)=\sum_{n=1}^\infty \frac{a_n}{n^s}" S143 Q328
	Q7069666 P2534 "Z = \int D \sigma \; \rho[\sigma]" S143 Q328
	Q6322840 P2534 " \Pr_{h \in H} \left[ h(x_1)=y_1 \land \cdots \land h(x_k)=y_k \right] = m^{-k}" S143 Q328
	Q2676720 P2534 "A(\mathbf{D}) = H^\infty(\mathbf{D})\cap C(\overline{\mathbf{D}})," S143 Q328
	Q17105201 P2534 "p = vi \,&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;and&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;r = v/i \," S143 Q328
	Q6277491 P2534 "r=\left(\Delta\tau\cdot e+\frac{10}{P}\cdot\Delta P\right)\cdot 3600\cdot 3 \frac{k_o}{P}" S143 Q328
	Q766722 P2534 "M = \frac{1}{1 - \int_0^L\alpha(x)\, dx}" S143 Q328
	Q7115965 P2534 " OI = \frac{FiO_2 \times M_\text{PAW}}{PaO_2}<ref>Ortiz RM, Cilley RE, Bartlett RH. Extracorporeal membrane oxygenation in pediatric respiratory failure. Pediatr Clin North Am. 1987 Feb;34(1)39-46.</ref>" S143 Q328
	Q16958142 P2534 "\cdots \rightarrow L_2 X \rightarrow L_1 X \rightarrow L_0 X" S143 Q328
	Q7049539 P2534 " S = \frac{ \mu - \nu } { \sigma } " S143 Q328
	Q4420916 P2534 "b = \frac{\tbinom nt}{\tbinom kt} = \frac{n(n-1)\cdots(n-t+1)}{k(k-1)\cdots(k-t+1)}," S143 Q328
	Q17093786 P2534 "J(S_w) = \frac{p_c(S_w) \sqrt{k/\phi}}{\gamma \cos \theta}" S143 Q328
	Q579269 P2534 " \int r \;dx = \frac{1}{2}\left(x r +a^2\,\ln\left(x+r\right)\right)<!-- (1.1) [Abramowitz & Stegun p13 3.3.41] + verified by differentiation -->" S143 Q328
	Q2253746 P2534 "\frac{p-q}{p+q}." S143 Q328
	Q25109848 P2534 "LSE(x_1, \dots, x_n) = \log\left( \exp(x_1)+ \cdots + \exp(x_n) \right)" S143 Q328
	Q1634717 P2534 "\left( \frac{1}{\sqrt{10}},\ \frac{1}{\sqrt{6}},\ \frac{1}{\sqrt{3}},\ \pm1\right)" S143 Q328
	Q6029886 P2534 "\sum_{x \text{ infinitely near }p}m_x(C)m_x(D)" S143 Q328
	Q302518 P2534 "G(x,t;x',t')=\frac{1}{i\hbar}\Theta(t-t')K(x,t;x',t')" S143 Q328
	Q7575193 P2534 "\bold{F}(\bold{x}, t;\nu) = \oint_\Omega\ I(\bold{x}, t;\bold{\hat{n}},\nu) \,\bold{\hat{n}} \,d\omega(\bold{\hat{n}})" S143 Q328
	Q32980 P2534 "\\|\boldsymbol{v}\\| = \sqrt{v_1^2+v_2^2+v_3^2} is the Euclidean norm of the vector, analogous to the calculation of the [[Euclidean distance]] between two points in [[Euclidean space]]." S143 Q328
	Q1122780 P2534 "\tau_N = \tau_0 \exp \left(\frac{K V}{k_B T}\right)," S143 Q328
	Q4138754 P2534 " \dot{x_i}=x_i \left(k_i+\sum_j k_{i,j} x_j - \frac{1}{x} \phi \right)" S143 Q328
	Q2155237 P2534 "\mbox{pH} = -\log_{10} \left[ \mbox{H}^+ \right]" S143 Q328
	Q25101540 P2534 "v = b - Ax^0." S143 Q328
	Q25340358 P2534 " \langle A \rangle = \frac{1}{M} \sum_{\mu=1}^M A_{\mu}. " S143 Q328
	Q7280485 P2534 "\mathrm {rad}(M) = \bigcap \{ N \mid N \mbox{ is a maximal submodule of M} \} \," S143 Q328
	Q680611 P2534 " f(x+y)=f(x)+f(y). \ " S143 Q328
	Q6042730 P2534 "F(\sigma) = \int_{C_{0}} F(p) \, \mathrm{d} \gamma (p) + \int_{0}^{T} \alpha^{F} (\sigma)_{t} \, \mathrm{d} \sigma_{t}" S143 Q328
	Q5518802 P2534 "x = \frac{R\lambda}{\sqrt 2}\, ; \quad y = R \left(1+\frac{\sqrt 2}{2}\right)\tan \frac{\varphi}{2}" S143 Q328
	Q1187196 P2534 "(a_1^2+a_2^2+a_3^2+a_4^2+a_5^2+a_6^2+a_7^2+a_8^2)(b_1^2+b_2^2+b_3^2+b_4^2+b_5^2+b_6^2+b_7^2+b_8^2)=\," S143 Q328
	Q83331 P2534 "\lambda = \frac{h}{p} = \frac {h}{{m}{v}} \sqrt{1 - \frac{v^2}{c^2}}" S143 Q328
	Q3746869 P2534 "\ \frac{dM^2}{M^2} = \frac{1 + \gamma M^2}{1 - M^2}\left(1 + \frac{\gamma - 1}{2}M^2\right)\frac{dT_0}{T_0} " S143 Q328
	Q17002928 P2534 " [n] = \{1, \ldots , n\}" S143 Q328
	Q1128608 P2534 "r = r_\circ A^{\frac{1}{3}}," S143 Q328
	Q1660440 P2534 "E = 0.9465\left( \frac{m f^2_f} {b} \right)\left( \frac{L^3} {t^3} \right)T " S143 Q328
	Q5249753 P2534 "M(n)=\sum_{k=1}^{2^{2^n}} \prod_{j=1}^{2^n-1} \prod_{i=0}^{j-1} \left(1-b_i^k b_j^k\prod_{m=0}^{\log_2 i} (1-b_m^i+b_m^i b_m^j)\right)," S143 Q328
	Q7265278 P2534 " P_{n}(x;a\mid q) = a^{-n} e^{in\phi} \frac{a^2;q_n}{(q;q)_n} {_3}\Phi_2(q^-n, ae^{i(\theta+2\phi)}, ae^{-i\theta}; a^2, 0 \mid q; q)" S143 Q328
	Q5108738 P2534 " \\|x\\|_T = \sqrt{ \\|x\\|^2 + \\|Tx\\|^2 }." S143 Q328
	Q3730861 P2534 "y'=f_3(x)y^3+f_2(x)y^2+f_1(x)y+f_0(x) \, " S143 Q328
	Q900576 P2534 "E_0 = 0.000 - 0.059\times\mathrm{pH}" S143 Q328
	Q1502997 P2534 "k = \frac Nn" S143 Q328
	Q5133085 P2534 "\lbrace e^{ar} \ 0 \le a < \pi \rbrace" S143 Q328
	Q18394057 P2534 "k[X] = \bigoplus_{\lambda} k[X]_{(\lambda)}" S143 Q328
	Q1053266 P2534 "C_{t} = C_{0} + cY_{t-1}" S143 Q328
	Q831092 P2534 "\beth_0=\aleph_0" S143 Q328
	Q7938022 P2534 " \gamma(G\,\Box\,H) \ge \gamma(G)\gamma(H). \, " S143 Q328
	Q4839710 P2534 " Q_{a}^{(c)}(t) - Q_b^{(c)}(t) " S143 Q328
	Q5042922 P2534 "R_F(x,y,z) = \tfrac{1}{2}\int_0^\infty \frac{dt}{\sqrt{(t+x)(t+y)(t+z)}}" S143 Q328
	Q1470300 P2534 "C \dot{\bigcup}_{\lambda\in\Lambda} M(\lambda)\times M(\lambda) \to A" S143 Q328
	Q3049014 P2534 " \displaystyle \exp(xf(t)) = \sum_nG_n(x;a,b)t^n/n!" S143 Q328
	Q842421 P2534 " \frac{\mathrm{Prerequisite Justification}_1, \dots , \mathrm{Justification}_n}{\mathrm{Conclusion}}" S143 Q328
	Q1838870 P2534 " \mathbf{S}_\mathrm{AB}=\int \Psi_\mathrm{A}^* \Psi_\mathrm{B} \, dV," S143 Q328
	Q1576235 P2534 "\lim_{n\to\infty}\frac{m}{n}=\frac{6\ln(2)\ln(10)}{\pi^2} \approx 0.97027014 {{OEIS\|id=A086819}}.<ref>{{MathWorld\|urlname=LochsTheorem\|title=Lochs' Theorem}}</ref>" S143 Q328
	Q16253127 P2534 "y=x\sin(0.5\pi)^2-2x^{-1}/9\sqrt{x-\tan(180/\pi)}" S143 Q328
	Q4780926 P2534 "r = \frac{1}{t_2-t_1} \log_e \left [ \frac{x_2 (1-x_1)}{x_1 (1-x_2)} \right ]" S143 Q328
	Q13200161 P2534 "L\left( \theta \mid X=3 \right) = \begin{pmatrix}12\\3\end{pmatrix}\;\theta^3(1-\theta)^9=220\;\theta^3(1-\theta)^9," S143 Q328
	Q7827199 P2534 " n a + m b = 0 \;" S143 Q328
	Q25109625 P2534 "D_T = \{\,w \in (T \cup \overline T)^* \mid w \text{ is a correctly nested sequence of parentheses} \,\} " S143 Q328
	Q4997012 P2534 "\rho(x)\ddot u(x,t)=\int_R f(u(x',t)-u(x,t),x'-x,x)dV_{x'} + b(x,t)" S143 Q328
	Q6415019 P2534 "U(\mathbf{r}) = \frac{1}{4\pi} \int_S \left[ U \frac{\partial}{\partial\hat{\mathbf{n}}} \left( \frac{e^{iks}}{s} \right) - \frac{e^{iks}}{s} \frac{\partial U}{\partial\hat{\mathbf{n}}} \right] dS," S143 Q328
	Q1044416 P2534 "\mathrm{Re}=\frac{Vd}{\nu}\ " S143 Q328
	Q1134776 P2534 "\mbox{width}(B_n) = {n \choose \lfloor{n/2}\rfloor}." S143 Q328
	Q605931 P2534 "\mathrm{horizon}_\mathrm{miles} \approx 1.23 \cdot \sqrt{\mathrm{height}_\mathrm{feet}}.<!--As per geometric distance shown below-->" S143 Q328
	Q251537 P2534 "G = E_{antenna} \cdot D." S143 Q328
	Q569057 P2534 "k=\frac {F} {\delta} " S143 Q328
	Q4647828 P2534 "a.a_1 a_2 \ldots ; \ldots a_{H-1} a_H a_{H+1} \ldots\,." S143 Q328
	Q17021083 P2534 " \sigma(x)=\\|X\\|" S143 Q328
	Q2257608 P2534 "\cos a = \cos b \cos c + \sin b \sin c \cos \alpha" S143 Q328
	Q7885107 P2534 "d_Y(f(x),f(y)) < \epsilon, \qquad\forall y \in U" S143 Q328
	Q3811882 P2534 "Fred(\mathcal H)," S143 Q328
	Q1960635 P2534 "(x,y)" S143 Q328
	Q5101826 P2534 "\partial^\mu J_\mu^B = \sum_j \partial^\mu(\bar q_j \gamma_\mu q_j) = 0. " S143 Q328
	Q208554 P2534 "\frac{dW}{dt} = \frac{DA(C_{s}-C)}{L}" S143 Q328
	Q3743176 P2534 "\ \text{rate} = k_{\text{obs}}[I]^{3/2} \," S143 Q328
	Q718621 P2534 "G_n(\omega) = \left \| H_n(j \omega) \right \| = \frac{1}{\sqrt{1+\varepsilon^2 T_n^2\left(\frac{\omega}{\omega_0}\right)}}" S143 Q328
	Q7489000 P2534 "\bar F(x) = \sum_{x_i < x}p(x_i) + \frac 12 p(x)" S143 Q328
	Q1784133 P2534 " \Pr(X_1 + \cdots + X_n > k) \leq \Pr(Y_1 + \cdots + Y_n > k)." S143 Q328
	Q5532425 P2534 "F_n = \frac{\varphi^n-(-\varphi)^{-n}}{\sqrt 5}." S143 Q328
	Q2159736 P2534 " f(x) = f(x_1) + \cfrac{x-x_1}{\rho(x_1,x_2) + \cfrac{x-x_2}{\rho_2(x_1,x_2,x_3) - f(x_1) + \cfrac{x-x_3}{\rho_3(x_1,x_2,x_3,x_4) - \rho(x_1,x_2) + \cdots}}} " S143 Q328
	Q1260749 P2534 "\eta=\frac{\Sigma\text{ energy out} }{\Sigma\text{ energy in} }=\frac{(Q_G-L)\times(P_G-HDP)+(Q_B+L)\times(P_B-LDP)}{Q_G\times P_G+Q_B\times P_B}\qquad\qquad(1)" S143 Q328
	Q528456 P2534 "Z_{\mathrm{eff}}= Z - s.\," S143 Q328
	Q4327971 P2534 " \epsilon = \frac{h\nu}{ e^{h\nu/kT}-1} ~," S143 Q328
	Q17104961 P2534 "S_n = \sum_{i=1}^n x_i" S143 Q328
	Q372193 P2534 "2^{H(p)}=2^{-\sum_x p(x)\log_2 p(x)}" S143 Q328
	Q17010181 P2534 "2 \pi r\over\lambda \scriptstyle\ll 1" S143 Q328
	Q7145078 P2534 " R(t) = K \int_0^t C_p(\tau) \, d\tau + V_0 C_p(t)" S143 Q328
	Q25303894 P2534 " \tilde{m}_{M,n}(\mathbf{x}, \Theta_1,\ldots,\Theta_M) = \frac{1}{\sum_{j=1}^M N_n(\mathbf{x}, \Theta_j)}\sum_{j=1}^M\sum_{i=1}^n Y_i\mathbf{1}_{\mathbf{X}_i\in A_n(\mathbf{x}, \Theta_j)}," S143 Q328
	Q7433295 P2534 "\sum_{m,n}\int d^dx_1 \cdots d^dx_m\, d^dy_1 \cdots d^dy_n S_{m+n}(x_1,\dots,x_m,y_1,\dots,y_n)f_m(\bar{x}_1,\dots,\bar{x}_m)^* f_n(y_1,\dots,y_n)\geq 0" S143 Q328
	Q284938 P2534 " Z \simeq 140 \left ( \frac{C}{\lambda} \right )" S143 Q328
	Q3077627 P2534 "d^* = d(d-1)\," S143 Q328
	Q3595339 P2534 "\text{Hypothesis }H_0\text{ No leak}" S143 Q328
	Q5884046 P2534 "R = \frac {\text{Isentropic enthalpy change in rotor}}{\text{Isentropic enthalpy change in stage}} .<ref>Peng, William W., Fundamentals of turbomachinery, John Wiley, 2008</ref>" S143 Q328
	Q7116916 P2534 "\exp(z)=\sum_{n=0}^\infty \frac{z^n}{n!}." S143 Q328
	Q34132 P2534 "A(x)=\pi r^2" S143 Q328
	Q7660854 P2534 "\binom{p}{2}=\binom{b}{2}\ell." S143 Q328
	Q1402041 P2534 " H=H_{0}+H_{\mathrm{kinetic}}+H_{\mathrm{so}}+H_{\mathrm{Darwinian}},\!" S143 Q328
	Q17021030 P2534 "\lim_{x\rightarrow\infty}f(x)" S143 Q328
	Q5282264 P2534 " A \vee B \equiv (\exists n) [ (n=0 \to A) \wedge (n \neq 0 \to B)]." S143 Q328
	Q7572639 P2534 "x(\tau) = \frac{c^2}{a} \left(\cosh \frac{a \ \tau}{c} -1 \right) ," S143 Q328
	Q6716783 P2534 " NH_K (M)= \sum_{i=1}^ \frac{\ell}{2} (k_{(2i-1)} +_w m_{(2i-1)})\times (k_{2i} +_w m_{2i} ) \mod 2^{2w} " S143 Q328
	Q4542150 P2534 "g_2^2=g_3^3= (g_2g_3)^7=1." S143 Q328
	Q954529 P2534 " \log (\operatorname{E}(Y\mid\mathbf{x}))=\alpha + \mathbf{\beta}' \mathbf{x}," S143 Q328
	Q1454165 P2534 "s_1 s_2 \cdots s_n," S143 Q328
	Q4724002 P2534 " \mathcal I (\mathcal V(I)) = \sqrt I ." S143 Q328
	Q1570472 P2534 "h (0, x_1, \ldots, x_k) = f (x_1, \ldots, x_k) \, and" S143 Q328
	Q4695203 P2534 "f_1(x)f_2(y)\le f_3(x\vee y)f_4(x\wedge y)" S143 Q328
	Q2137201 P2534 "i_{c_{0}} = asin \left( {V_{0} \over V_{1}} \right) " S143 Q328
	Q3699212 P2534 " P= 4\sup_f \frac{\left( \iint\limits_D f\, dx\, dy\right)^2}{\iint\limits_D {f_x}^2+{f_y}^2\, dx\, dy}." S143 Q328
	Q7582079 P2534 "x^{k+1}_i = \underset{y\in\mathbb R}{\operatorname{arg\,min}}\; f(x^{k+1}_1, \dots, x^{k+1}_{i-1}, y, x^k_{i+1}, \dots, x^k_n)." S143 Q328
	Q1283623 P2534 "\mathrm{cf}(\kappa) = \min \left\{ \mathrm{card}(I)\ \|\ \kappa = \sum_{i \in I} \lambda_i\ \mathrm{and}\ (\forall i)(\lambda_i < \kappa)\right\}" S143 Q328
	Q3772671 P2534 "\psi = \sum_{k=1}^{\infty} \frac{1}{F_k} = \frac{1}{1} + \frac{1}{1} + \frac{1}{2} + \frac{1}{3} + \frac{1}{5} + \frac{1}{8} + \frac{1}{13} + \frac{1}{21} + \cdots." S143 Q328
	Q267298 P2534 "t = \frac {Q_P} {I^k}" S143 Q328
	Q685437 P2534 "H(u)(t) = \operatorname{p.v.} \int_{-\infty}^\infty u(\tau) h(t-\tau)\, d\tau = \frac{1}{\pi} \ \operatorname{p.v.} \int_{-\infty}^\infty \frac{u(\tau)}{t-\tau}\, d\tau" S143 Q328
	Q8081891 P2534 " \cfrac{a_1}{b_1+\cfrac{a_2}{b_2+\cfrac{a_3}{b_3+ \ddots}}} " S143 Q328
	Q6377764 P2534 " Z_k = - \frac{a_o}{2n(\mathbf{r})} \frac{dn(\mathbf{r})}{dr} \|_{r \rightarrow \mathbf{R_k}} " S143 Q328
	Q4936423 P2534 "\int_0^\infty \ln \|S(i \omega)\| d \omega = \int_0^\infty \ln \left\| \frac{1}{1+L(i \omega)} \right\| d \omega = \pi \sum Re(p_k) - \frac{\pi}{2} \lim_{s\rightarrow\infty} s L(s)" S143 Q328
	Q8069736 P2534 "\{ s\in \mathbb{C} \mid 1/2 < \mbox{Re } s < 1 \}" S143 Q328
	Q7167895 P2534 "\rho = \sum_{ijkl} p^{ij}_{kl} \|i\rangle \langle j \| \otimes \|k\rangle \langle l\| " S143 Q328
	Q6666620 P2534 "\displaystyle{f(z)=g(\varphi(z))}" S143 Q328
	Q21073034 P2534 " p_i = \frac{k_i}{\sum_j k_j}," S143 Q328
	Q5358904 P2534 " Y = f(X_1, X_2, ... X_k)." S143 Q328
	Q2856048 P2534 " \Phi = \frac{\rm \#\ molecules \ decomposed} {\rm \#\ photons \ absorbed} " S143 Q328
	Q5204933 P2534 "\tilde v_i in {{mvar\|E}} and \tilde u_i in {{mvar\|F}}" S143 Q328
	Q25303681 P2534 " \frac{1}{2}\int_{\mathbb{R}^3}\int_{\mathbb{R}^3}\frac{\rho(x)\rho(y)}{\|x-y\|} \, \mathrm{d}^3 x \, \mathrm{d}^3 y." S143 Q328
	Q2449552 P2534 " O_{O}^{x} \leftrightarrow V_{O}^{\bullet\bullet} + 0.5O_{2} (g) + 2e'" S143 Q328
	Q7665168 P2534 "[\mathcal{T}_n(f)](x)=ne^{-nx}\sum_{k=0}^\infty{\frac{(nx)^k}{k!}\int_{k/n}^{(k+1)/n}f(t)\,dt}" S143 Q328
	Q4936247 P2534 "(\xi)_+ = \begin{cases} \xi, & \mbox{if } \xi > 0 \\ 0, & \mbox{otherwise}. \end{cases}" S143 Q328
	Q122518 P2534 "A\left({\vec x}, t\right)=f\left(\frac{\vec n}{c}\cdot{\vec x}-t\right)," S143 Q328
	Q4374882 P2534 "\lambda=\int_\, \mathcal{E}\, dt" S143 Q328
	Q24259845 P2534 " H_0 + A_1 \cos(\omega_1 t+\varphi_1)+A_2 \cos(\omega_2 t+\varphi_2)+A_3 \cos(\omega_3 t+\varphi_3)+\cdots " S143 Q328
	Q6549563 P2534 "{dx_1 \over dt} = r_1x_1\left({K_1-x_1-\alpha_{12}x_2 \over K_1}\right)" S143 Q328
	Q4863601 P2534 "b(K) = \left\{ \ell \in X^{\ast} \,\left\|\, \sup_{x \in K} \langle \ell, x \rangle < + \infty \right. \right\}." S143 Q328Q17104369 P2534 " \tau x=x^p \tau " S143 Q328
	Q17101691 P2534 " u(A^1; B^1) - u(A^2; B^1) \geq u(A^1; B^2) - u(A^2; B^2) " S143 Q328
	Q17098676 P2534 "P_\lambda=\sum_{\mu\le \lambda}u_{\lambda\mu}m_\mu where ''u''<sub>&lambda;&mu;</sub> is a rational function of ''q'' and ''t'' with ''u''<sub>&lambda;&lambda;</sub> = 1;" S143 Q328
	Q7623975 P2534 " \sin x \cos x = \frac{\sin(2x)}{2}?" S143 Q328
	Q5477875 P2534 " \mathbf{v} = \sum_k c_k \mathbf{e}_k " S143 Q328
	Q162455 P2534 "\varphi G \times X \to X (g,x)\mapsto \varphi(g,x)" S143 Q328
	Q20083923 P2534 " \Delta(p,q) = \arccos \operatorname{BC}(p,q) " S143 Q328
	Q2132698 P2534 "g.(aH) = (ga)H." S143 Q328
	Q245469 P2534 "\mathbf{x}\mathbb{R} \rightarrow \mathbb{R}^d, \mathbf{x}(t) = \begin{bmatrix}t,t^2,\ldots,t^d\end{bmatrix}^T.<ref name=BS119>{{ cite book \| last1=Miller \| first1=Ezra \| last2=Sturmfels \| first2=Bernd \| author2-link=Bernd Sturmfels \| title=Combinatorial commutative algebra \| series=Graduate Texts in Mathematics \| volume=227 \| location=New York, NY \| publisher=[[Springer-Verlag]] \| isbn=0-387-23707-0 \| year=2005 \| zbl=1090.13001 \| page=119 }}</ref>" S143 Q328
	Q170431 P2534 "V \propto n\," S143 Q328
	Q17027640 P2534 "{{N}\over{N_0}} = {{e^{-E/k_BT}}}" S143 Q328
	Q7575207 P2534 "\Delta f = \operatorname{div}\; \operatorname{grad} f." S143 Q328
	Q2522409 P2534 "q = \exp(a\mathbf{r}) = \cos a + \mathbf{r} \sin a, \quad \mathbf{r}^2 = -1, \quad a \in [0,\pi]," S143 Q328
	Q1036426 P2534 " N_t^t = (1+n)^t " S143 Q328
	Q369865 P2534 "f_r=\sqrt{\frac{1-\dfrac{2GM}{(R+h)c^2}}{1-\dfrac{2GM}{Rc^2}}}f_e." S143 Q328
	Q3062593 P2534 "\mathrm{2\,ZnS + 3\,O_2 \rarr 2\,ZnO + 2\,SO_2}" S143 Q328
	Q428083 P2534 "T_s = {1 \over f_s}" S143 Q328
	Q4138728 P2534 "x^2 + y^2 + z^2 - w^2 = 0." S143 Q328
	Q6884747 P2534 " c^*=\arg \max_c p(c\|\mathbf{w}) = \arg \max_c p(c)p(\mathbf{w}\|c)=\arg \max_c p(c)\prod_{n=1}^Np(w_n\|c)" S143 Q328
	Q4229947 P2534 " ([A_1,A_2], [A_3,A_4], [A_5,A_6]) =0 ," S143 Q328
	Q1674514 P2534 "g = f^{*} g', \, " S143 Q328
	Q2724617 P2534 " \int\!\!\!\!\int_S dA = 4 \pi r^2 " S143 Q328
	Q45284 P2534 "\mathcal{L}(\theta \|x) = P(x \| \theta)." S143 Q328
	Q749467 P2534 "V_\text{Yukawa}(r)= -g^2\frac{e^{-\mu r}}{r}," S143 Q328
	Q6522488 P2534 " \lambda \ = \ \sqrt{\frac {r_{m}} {r_{i}+ r_{o}}} " S143 Q328
	Q15215668 P2534 " \omega = \frac{\Omega_c}{2} \pm\sqrt{{\Omega_c}^2/4-q E_r/{m r}} ," S143 Q328
	Q3349825 P2534 "x^\alpha = (ct,\bold{x}) = (ct, x, y, z) \,." S143 Q328
	Q509021 P2534 " \left\| \nu_\alpha \right\rangle = \sum_{i} U^{*}_{\alpha i} \left\| \nu_i \right\rangle\," S143 Q328
	Q16334729 P2534 " \sum_{d\mid n,\ d\leq m}d=n. <ref>" S143 Q328
	Q4047713 P2534 "[x,y,z] = (xy)z - x(yz).\," S143 Q328
	Q2406056 P2534 "\Delta v = v_e \ln \frac {m_0} {m_1}" S143 Q328Q7254426 P2534 "sC\rightarrow kar(C)" S143 Q328
	Q7295776 P2534 "F(t) = S(t)\times (1+r)^{(T-t)}\," S143 Q328
	Q3457198 P2534 "\vec F = m \mathrm{d}\vec v_s/\mathrm{d}t." S143 Q328
	Q7959630 P2534 "\mathbf{\sigma}(t) = -p \mathbf{I} + \int_{-\infty}^{t} M(t-t')h(I_1,I_2)\mathbf{B}(t')\, dt'" S143 Q328
	Q14866890 P2534 "i=0,1,2..." S143 Q328
	Q7369895 P2534 "(x^3-6x+2)^6(x+2)^4(x-1)^4(x-4).\ " S143 Q328
	Q254515 P2534 "\tilde v_i in {{mvar\|E}} and \tilde u_i in {{mvar\|F}}" S143 Q328
	Q1724049 P2534 "{2p-1 \choose p-1} \equiv 1 \pmod{p^3}" S143 Q328
	Q2898393 P2534 " {c\over v} = {P\over{2\pi\tau}}" S143 Q328
	Q7102110 P2534 "\rm \ 2C_6F_5XeF + Cd(C_6F_5)_2 \rightarrow Xe(C_6F_5)_2 + CdF_2\downarrow " S143 Q328
	Q11587832 P2534 " H = \int {\mathbf A}\cdot{\mathbf B}\,d^3{\mathbf r} " S143 Q328
	Q17117203 P2534 "\alpha = j \frac{h_{15}}{2G}," S143 Q328
	Q4406885 P2534 " X_{\sigma(1)}, X_{\sigma(2)}, X_{\sigma(3)}, \dots" S143 Q328
	Q7314223 P2534 " [H,X]=2X, \quad [H,Y]=-2Y, \quad [X,Y]=H. " S143 Q328
	Q911284 P2534 "S_{\text{BH}} = \frac{kA}{4\ell_{\mathrm{P}}^2}" S143 Q328
	Q3739929 P2534 "L(\lambda) = \sum_{i=0}^l \lambda^i A_i. " S143 Q328
	Q17003931 P2534 "\operatorname{MI}(c_i, c_j) = \Pr(\langle c_i, c_j\rangle) \log_2 \frac{\Pr(\langle c_i, c_j\rangle)}{\Pr(\langle c_i, \rangle) \Pr(\langle , c_j\rangle)}" S143 Q328
	Q353442 P2534 " \left\|\,{x\over a}\,\right\|^n + \left\|\,{y\over b}\,\right\|^n =1 " S143 Q328
	Q7449104 P2534 "\forall T_A^1,T_A^2,\dots,T_A^n, [op_A(T_A^1,T_A^2,\cdots,T_A^n)] = op_B([T_A^1],[T_A^2],\cdots,[T_A^n])" S143 Q328
	Q4435527 P2534 "L\mathcal{F}\to\mathcal{G}" S143 Q328
	Q17082128 P2534 " 8 + 8 + 8 = 24," S143 Q328
	Q389273 P2534 " a^d\equiv 1\mod n" S143 Q328
	Q5761207 P2534 "C=\{ \lambda_1 a_1 + \ldots + \lambda_n a_n \mid \lambda_1,\ldots,\lambda_n \geq 0, \lambda_1,\ldots,\lambda_n \in\mathbb{R}\}" S143 Q328
	Q969335 P2534 "\mathfrak{P}<sup>110</sup> has several unique readings in Matt 1014." S143 Q328
	Q7098844 P2534 "\tau \equiv \int_0^z \alpha dz = \sigma N. <ref>http//scienceworld.wolfram.com/physics/OpticalDepth.html</ref>" S143 Q328Q7168088 P2534 "\mathrm{Pr}(Y=k)=\mathrm{Pr}(k \le X < k+1) = \int_{k}^{k+1}\lambda e^{-\lambda x}\ dx = e^{-k\lambda}(1-e^{-\lambda})." S143 Q328
	Q83163 P2534 " \sqrt{1+2\sqrt{1+3 \sqrt{1+\cdots}}}." S143 Q328
	Q1435839 P2534 " N_{s} = 120F/p " S143 Q328
	Q7302465 P2534 " G(y) = \Pr(Y \leq y) = \Pr\left(X \geq \frac{1}{y}\right) = 1-\Pr\left(X<\frac{1}{y}\right) = 1 - F\left( \frac{ 1 }{ y } \right)." S143 Q328
	Q4469374 P2534 "H = U + pV,\," S143 Q328
	Q4262191 P2534 "(Tf)(x)=\int_{\mathbb{R}^n} e^{2\pi i \Phi(x,\xi)}a(x,\xi)\hat{f}(\xi) \, d\xi " S143 Q328
	Q2601751 P2534 "\ln\frac{P_v}{P_{sat}}=-\frac{2H\gamma V_l}{RT}\ " S143 Q328
	Q173091 P2534 "\sum_{k=1}^\infty 10^{-k!} = 0.1100010000000000000000010000\ldots" S143 Q328
	Q11795042 P2534 " \| \psi(t) \rangle = U(t,t_0) \| \psi(t_0) \rangle." S143 Q328
	Q901840 P2534 "\mathrm{Le} = \frac{\alpha}{D} = \frac{\lambda}{\rho D_{im} c_p} " S143 Q328
	Q376309 P2534 " H(S) = - \sum_{x \in X} p(x) \log_{2} p(x) " S143 Q328
	Q1327735 P2534 " D_H = \frac {4A}{P}, " S143 Q328
	Q5183679 P2534 "\underline{E}[f]=\min_{P(X)\in K(X)} \sum_x f(x) P(x)." S143 Q328
	Q906377 P2534 "C=(P,L,I).\," S143 Q328
	Q5503152 P2534 "\frac{x^2}{b^2} + \frac{(y-c)^2}{a^2} = 1" S143 Q328
	Q7370329 P2534 " x = a \cos(\omega t) (1)" S143 Q328
	Q59090 P2534 "\langle\phi\mid\psi\rangle," S143 Q328
	Q2651003 P2534 "\mathrm{SCL} R_{i,t} - R_{f} = \alpha_i + \beta_i\, ( R_{M,t} - R_{f} ) + \epsilon_{i,t} \frac{}{}" S143 Q328
	Q7204333 P2534 "S_{ab}=R_{ab}-\frac{1}{4}Rg_{ab}." S143 Q328
	Q1569795 P2534 " \frac{1}{2} A_j^2 = S(\omega_j)\, \Delta \omega" S143 Q328
	Q16864023 P2534 " \gamma(G) = \max_{H \subseteq G} \left({{\|E(H)}\|\over{\|V(H)\| - \omega(H)}}\right)," S143 Q328
	Q4049983 P2534 "\aleph_0 < \aleph_1 < \aleph_2 < \ldots . " S143 Q328
	Q634781 P2534 "\pi_3(S^3)=\mathbb{Z}" S143 Q328
	Q11376 P2534 "\mathbf{\bar{a}} = \frac{\Delta \mathbf{v}}{\Delta t}." S143 Q328
	Q3654641 P2534 "[n]_q = \frac{q^n-1}{q-1}=1+q+q^2+\dots+q^{n-1}." S143 Q328
	Q4109953 P2534 "Z_{n+1} = \sum_{i=1}^{Z_n} X_{n,i}" S143 Q328
	Q5216157 P2534 "V\left(\phi\right)=-a \phi^\alpha + b\phi^\beta" S143 Q328
	Q6410802 P2534 " T = \frac{1}{2}\dot x^2 = \frac{1}{2}\left( \frac{\partial x}{\partial t}\right)^2 ." S143 Q328
	Q994752 P2534 "\mathrm{EOT} = t_\text{high-k} \left( \frac{k_{\text{SiO}_2}}{k_\text{high-k}}\right)" S143 Q328
	Q323477 P2534 "\omega_0 = 2 \pi f_0 \," S143 Q328
	Q3226683 P2534 "\bold{r}=\overrightarrow{OP}." S143 Q328
	Q191785 P2534 "PV = nRT," S143 Q328
	Q1027878 P2534 "f \mathbf{v}_T = \mathbf{k} \times \nabla ( \phi_1 - \phi_0 )," S143 Q328
	Q191076 P2534 "\frac{N}{V} \ge n_q~, " S143 Q328
	Q823290 P2534 "\operatorname{Cl}_2(\varphi)=-\int_0^\varphi \log\left\|2\sin\frac{x}{2} \right\|\, dx" S143 Q328
	Q4902347 P2534 "D = \varepsilon E + \xi H\," S143 Q328
	Q25303695 P2534 " T(r)= \sum_{i} t(e_i), " S143 Q328
	Q4851284 P2534 " G=F_m/\langle r_1,\,r_2,\,\ldots,\,r_k \rangle." S143 Q328
	Q28161 P2534 "\text{maximize} \quad U(wL + \pi, A) \quad \text{subject to} \quad L + A \le k." S143 Q328
	Q2981748 P2534 " \mathcal{K}^{-2} = \frac{1}{\mbox{ energy converted per input energy}} " S143 Q328
	Q2558939 P2534 "\frac{a}{0} = \infty" S143 Q328
	Q17090669 P2534 " \tilde{\mu}(t) = \underset{\tilde{\mu}}{\operatorname{arg\,min}} \{F(\tilde{{s}}(t),\tilde{{\mu }})\} " S143 Q328
	Q2286025 P2534 "\log\cos(x)=-\frac{x^2}{2}+o(x^2), as x\to0." S143 Q328
	Q2269045 P2534 "[f,g]\ne \overline{[g,f]}" S143 Q328
	Q324669 P2534 "L = T - V " S143 Q328
	Q1019202 P2534 "\psi(t) = {2 \over {\sqrt {3\sigma}\pi^{1 \over 4}}} \left( 1 - {t^2 \over \sigma^2} \right) e^{-t^2 \over 2\sigma^2}" S143 Q328
	Q4579943 P2534 "I_D=1.353\text{ kW/m}^2\times 0.7^{AM^{0.678}}" S143 Q328
	Q17103272 P2534 " \frac{x_3 - x_1}{x_2 - x_1} + \frac{x_2 - x_3}{x_2 - x_1} = 1 . " S143 Q328
	Q588975 P2534 " A \land B" S143 Q328
	Q1469444 P2534 " m = \frac {\sqrt{E^2 - (pc)^2}}{c^2}" S143 Q328
	Q7574878 P2534 "1 \,-\, \frac{1}{3} \,+\, \frac{1}{5} \,-\, \frac{1}{7} \,+\, \frac{1}{9} \,-\, \cdots \;=\; \frac{\pi}{4},\!" S143 Q328
	Q7795631 P2534 "k_0^2 = 4\pi e^2 \frac{\partial n}{\partial \mu}" S143 Q328
	Q189452 P2534 " \mathrm{Re} = {{\rho {\mathbf v} D_\mathrm{H}} \over {\mu}} = {{{\mathbf v} D_\mathrm{H}} \over {\nu}} = {{{\mathbf Q} D_\mathrm{H}} \over {\nu}A} " S143 Q328
	Q184743 P2534 "f(x+P) = f(x) \,\!" S143 Q328
	Q6667308 P2534 "\Omega^p_X(\log D)." S143 Q328
	Q25303703 P2534 "\left\\|\sum_{j=1}^n \gamma(A_j)^* \gamma(A_j) + \gamma(A_j) \gamma(A_j)^\right\\| \le 4 \\|\gamma \\|^2 \left\\| \sum_{j=1}^n A_j^A_j + A_j A_j^* \right\\|" S143 Q328
	Q5513562 P2534 "L_k E[k-n/2] \to E[-k-n/2]." S143 Q328
	Q7366574 P2534 "(X^\ast, \Phi, X_\ast, \Phi^\vee)," S143 Q328
	Q186868 P2534 "W_1(x)\;R_2(x)\;W_2(y)\;C_2\;R_1(z)\;C_1" S143 Q328
	Q619388 P2534 "\sqrt{2} = \frac{p}{q}" S143 Q328
	Q909847 P2534 " V=\sqrt{\frac{(l^2+m^2-n^2)(l^2-m^2+n^2)(-l^2+m^2+n^2)}{72}}. " S143 Q328
	Q1781829 P2534 "X_\alpha = \frac{c-b}{a-b}" S143 Q328
	Q44528 P2534 "\mathbf{a} = (2,3)." S143 Q328
	Q1045736 P2534 "E_A(x)=\sup_{x \to T \geq 0} \int_0^T -\langle v(t),i(t)\rangle \, \mathord{\operatorname{d}}t " S143 Q328
	Q133900 P2534 "d\,\sin\theta_\text{min} = \lambda" S143 Q328
	Q7573787 P2534 "\sum_{n=0}^{\infty}B_n(x) t^n = \frac{a+bt^2}{1-2tx+t^2}. \,\!" S143 Q328
	Q913759 P2534 " \mathbf{P}_{muscle} + \mathbf{P}_{thrust} = \mathbf{P}_{drag} + \mathbf{P}_{deformation} " S143 Q328
	Q5474919 P2534 "\mathbf{F} = {d\mathbf{P} \over d\tau}." S143 Q328
	Q8037599 P2534 "\psi_{\bold{k}}(\bold{r}) = \frac{1}{\sqrt{\Omega}} e^{i \bold{k} \cdot \bold{r}}" S143 Q328
	Q2992415 P2534 "\mathbf{A} = \frac{\mathbf{J} + i \mathbf{K}}{2}\,,\quad \mathbf{B} = \frac{\mathbf{J} - i \mathbf{K}}{2}\,.<ref>{{harvnb\|Weinberg\|2003}} Equation 5.6.7-8</ref>" S143 Q328
	Q725417 P2534 "\Psi = c_a \psi_a + c_b \psi_b" S143 Q328
	Q7653981 P2534 "\epsilon b = \frac{4 \pi ^2Hb}{2gT^2tan^2 \beta}," S143 Q328
	Q4533263 P2534 " P = \frac{I_\perp - I_\\|}{I_\perp + I_\\|}\ ," S143 Q328
	Q7454819 P2534 "F_b = -k_{eq} (x_1+x_2) .\," S143 Q328
	Q5760134 P2534 "a^{-1}ba=b^2,\quad b^{-1}cb=c^2,\quad c^{-1}dc=d^2,\quad d^{-1}ad=a^2." S143 Q328
	Q116301 P2534 "f X \to X" S143 Q328
	Q6605799 P2534 "v_e = \sqrt{\frac{2GM}{r}}," S143 Q328
	Q189124 P2534 "\frac{du_1}{dt}=\gamma(T_2-T_1)" S143 Q328
	Q137649 P2534 " Q = \Delta U - W\, " S143 Q328
	Q7254425 P2534 "\omega+dd'\phi" S143 Q328
	Q902126 P2534 "\mathrm{HHV} = \mathrm{LHV} + H_\mathrm{v}\left(\frac{n_\mathrm{H_2O,out}}{n_\mathrm{fuel,in}}\right)" S143 Q328
	Q1148367 P2534 " T = \left\{ \left( x, \sin \tfrac{1}{x} \right ) x \in (0,1] \right\} \cup \{(0,0)\}. " S143 Q328
	Q17098779 P2534 " \frac{\operatorname{d}^2y}{\operatorname{d}\!x^2} +\left(\prod_{i=1}^n (x-p_i)^{-1}\right)\frac{\operatorname{d}\!y}{\operatorname{d}\!x} + y = 0 \, ? <span style="white-spacenowrap;">— [[UserFly by Night\|<span style="font-familySegoe print">'''''Fly by Night'''''</span>]] <font color="#000000">([[User talkFly by Night\|<span style="font-familySegoe print">talk</span>]])</font></span> 2145, 31 March 2012 (UTC)" S143 Q328
	Q838024 P2534 " {\text{engine}}\;\overset{\textstyle\tau}{\underset{\textstyle\omega}{-\!\!\!-\!\!\!-\!\!\!-\!\!\!-}}\;\text{wheel}" S143 Q328Q1535522 P2534 "{ a \over b} = \varphi = {1 + \sqrt{5} \over 2}." S143 Q328
	Q5131020 P2534 "\displaystyle x_0+x_1+x_2+x_3+x_4 = 0" S143 Q328
	Q4914219 P2534 "m_1 \neq m_2 \in \left (\mathbb{F}_{q^k} \right )^K, " S143 Q328
	Q5597086 P2534 "C_n=2^{n\choose 2} - \frac{1}{n}\sum_{k=1}^{n-1} k{n\choose k} 2^{n-k\choose 2} C_k." S143 Q328
	Q6503510 P2534 "u^+ = \frac{1}{\kappa} \ln\, y^+ + C^+, {{pad\|5em}} with {{pad\|1em}} y^+ = \frac{y\, u_\tau}{\nu}, {{pad\|2em}} u_\tau=\sqrt{\frac{\tau_w}{\rho}} {{pad\|1em}} and {{pad\|1em}} u^+ = \frac{u}{u_\tau}" S143 Q328
	Q201898 P2534 "f = \frac{1.875^2}{2\pi l^2} \sqrt\frac{EI}{\rho A}" S143 Q328
	Q932483 P2534 "\Delta J = L-1, L, L+1; \Delta \pi = (-1)^L, " S143 Q328
	Q6795896 P2534 "S_I = - \sum p_i \ln p_i" S143 Q328
	Q647332 P2534 "K = \frac{\log_{10}P - 6} {10}," S143 Q328
	Q6543306 P2534 "D^2\psi = \nabla^*\nabla\psi + \frac{1}{4}\operatorname{Sc}\psi" S143 Q328
	Q6553237 P2534 "l_1x+m_1y+1=0\," S143 Q328
	Q17300011 P2534 " [T_i , T_j] = i f^{ijk} T^k" S143 Q328
	Q25303813 P2534 "TRevPAR = TotalRevenue /RoomsAvailable \," S143 Q328Q2435125 P2534 "V(\mathbf{r}_1,\mathbf{r}_2)=\left\{ \begin{matrix}0 & \mbox{if}\quad \|\mathbf{r}_1-\mathbf{r}_2\| \geq \sigma \\ \infty & \mbox{if}\quad\|\mathbf{r}_1-\mathbf{r}_2\| < \sigma \end{matrix} \right. " S143 Q328
	Q670036 P2534 "L(f)=\lim_{N\to\infty}\sum_{i=1}^N \bigg\|f(t_i)-f(t_{i-1})\bigg\|" S143 Q328
	Q5121662 P2534 " U^R = \left( \begin{array}{ccccccc} 0 & -1 & & & & & \\ 1 & 0 & & & & & \\ & & 0 & -1 & & & \\ & & 1 & 0 & & & \\ & & & & \ddots & & \\ & & & & & 0& -1\\ & & & & & 1 & 0 \end{array} \right) U^T \left( \begin{array}{ccccccc} 0 & 1 & & & & & \\ -1 & 0 & & & & & \\ & & 0 & 1 & & & \\ & & -1 & 0 & & & \\ & & & & \ddots & & \\ & & & & & 0& 1\\ & & & & & -1 & 0 \end{array} \right)~. " S143 Q328
	Q7857350 P2534 "(d + 1)(r - 1) + 1\ " S143 Q328
	Q916906 P2534 "f_{n} =\frac{c}{2 \pi a}\sqrt{n(n+1)}" S143 Q328
	Q7265266 P2534 " f(x) = {\sqrt{\beta} \over C_q} e_q(-\beta x^2) " S143 Q328
	Q2370925 P2534 "\mathrm{N}S = \coprod_{p \in S} \mathrm{N}_p S." S143 Q328
	Q7191884 P2534 "\displaystyle s_\mu h_r=\sum_\lambda s_\lambda" S143 Q328
	Q2377385 P2534 "(-\infty, p_1), [p_1,p_1], (p_1, p_2), [p_2, p_2], ..., (p_{m-1}, p_m), [p_m, p_m], (p_m, +\infty)" S143 Q328
	Q5455808 P2534 "0 \to H^0(A) \to E_1^{0,0} \to E_1^{0,1}." S143 Q328
	Q750432 P2534 "dy = f'(x)\,dx," S143 Q328
	Q2738224 P2534 "\frac{\text{FC}}{\text{TC}}=\frac{\text{FC}}{\text{FC}+\text{VC}}" S143 Q328
	Q418643 P2534 "<math chem>[\ce{R}{-}{\color{Blue}\ce{Cu}}\ce{-R}]^-\ce{Li+}\ \xrightarrow{\color{Red}\ce{R'-X}}\ \left[\ce R{-}\overset{{\displaystyle \color{Red} \ce R'} \atop \|}\underset{\| \atop {\displaystyle \color{Red} \ce X}}{\color{Blue}\ce{Cu}}\ce{-R} \right]^-\ce{Li+} \ce{-> R}{-}{\color{Blue}\ce{Cu}} + \ce{R}{-}{\color{Red}\ce{R'}} + \ce{Li}{-}{\color{Red}\ce{X}}" S143 Q328
	Q2725924 P2534 "\begin{bmatrix}\alpha & \beta \\ \gamma & \delta\end{bmatrix}" S143 Q328
	Q240553 P2534 " \text{Standard error} \approx \sqrt{\frac{p(1-p)}{n}}" S143 Q328
	Q7617407 P2534 "\Phi A \to B(H), " S143 Q328
	Q1147161 P2534 "S = \mbox{tr}_g\,\operatorname{Ric}." S143 Q328
	Q1130194 P2534 "\left\\| x \right\\| = \left\| x \right\|" S143 Q328
	Q5957795 P2534 "q = \begin{pmatrix} a & b \\ b^* & a^* \end{pmatrix}" S143 Q328
	Q6030341 P2534 " f_i = \frac{n_i}{N} = \frac{n_i}{\sum_j n_j}. " S143 Q328
	Q2613728 P2534 " QS = \frac{2 \|X \cap Y\|}{\|X\|+ \|Y\|}" S143 Q328
	Q7036771 P2534 " A = \alpha_{0} \alpha_{1} \dots \alpha_k \dots \alpha_{n}." S143 Q328
	Q15402047 P2534 "P(n)=\sum_{k=1}^n\gcd(k,n)" S143 Q328
	Q3075191 P2534 " h_A(x)=\sup\{ x\cdot a a\in A\}," S143 Q328
	Q663365 P2534 "L \rightarrow { L \over 2 }" S143 Q328
	Q4763355 P2534 " e^{j2\pi}+\textbf{G}(s)=0 " S143 Q328
	Q1149766 P2534 " m_1 \frac{d^2 {\mathbf r}_1 }{ dt^2} = -\frac{m_1 m_2 g ({\mathbf r}_1 - {\mathbf r}_2)}{ \|{\mathbf r}_1 - {\mathbf r}_2\|^3};\; m_2 \frac{d^2 {\mathbf r}_2 }{dt^2} = -\frac{m_1 m_2 g ({\mathbf r}_2 - {\mathbf r}_1) }{ \|{\mathbf r}_2 - {\mathbf r}_1\|^3}, " S143 Q328
	Q17148807 P2534 "\mathcal{H} = \{(x_0, x_1, x_2)\colon x_0^{q+1} + x_1^{q+1} + x_2^{q+1} = 0 \}." S143 Q328
	Q1671136 P2534 "MD\rightarrow C " S143 Q328
	Q6483803 P2534 "\Delta m_{body}=(-\dot m_{out}+ \dot m_{in} +\dot m_{gen.})\Delta t \qquad (2)" S143 Q328
	Q6749523 P2534 "F_{ab} \, = \, \partial_a A_b \, - \, \partial_b A_a \," S143 Q328
	Q7100050 P2534 " r(\nu) = \frac{a(1-e^2)}{1+e\cos(\nu)} " S143 Q328
	Q10332684 P2534 "n_s={120\times{f}\over{p}} (RPM)," S143 Q328
	Q7806644 P2534 " \mathbf{STFT} \left \{ x(t) \right \} \equiv X(t, f) = \int_{-\infty}^{\infty} x(\tau) w(t-\tau) e^{-j 2 \pi f \tau} \, d \tau " S143 Q328
	Q6934994 P2534 "f'(x) = \lim_{h \to 0}{f(x+h) - f(x)\over{h}}" S143 Q328
	Q2584366 P2534 "\rm 2XeOF_4 + 4 H_2O \longrightarrow 2Xe + 8HF + 3O_2" S143 Q328
	Q131191 P2534 "(1 + x)^r \geq 1 + rx\!" S143 Q328
	Q48378 P2534 "n T -W = 0." S143 Q328
	Q5348634 P2534 "\\| x \\|_{Y} \leq \varepsilon \\| x \\|_{X} + C(\varepsilon) \\| x \\|_{Z}" S143 Q328
	Q19879087 P2534 "D_T = \{\,w \in (T \cup \overline T)^* \mid w \text{ is a correctly nested sequence of parentheses} \,\} " S143 Q328
	Q4439341 P2534 "\,\mathrm{st}(x)=x_0." S143 Q328
	Q17009318 P2534 "\frac { dU(r,w)}{ dr} - ikU(r,w)=0 \quad (1.1)" S143 Q328
	Q250279 P2534 " \mbox{hyp} f = \{ (x, \mu) \, \, x \in \mathbb{R}^n,\, \mu \in \mathbb{R},\, \mu \le f(x) \} \subseteq \mathbb{R}^{n+1}" S143 Q328
	Q4241323 P2534 "v^{*}= \max_{d\in D}\min_{s\in S(d)}f(d,s)" S143 Q328
	Q2523995 P2534 " d =\frac{v \cos \theta}{g} \left( v \sin \theta + \sqrt{(v \sin \theta)^2 + 2gy_0} \right) " S143 Q328
	Q6714643 P2534 "M=\log_2(R/G)=\log_2(R)-\log_2(G)" S143 Q328
	Q5244342 P2534 "L = L(y^{a},\partial_i y^{a},x^{i})" S143 Q328
	Q81182 P2534 " \lim_{T \to 0} \Delta S = 0 " S143 Q328
	Q17140092 P2534 "z =\frac{T - \frac{2n-4}{3}}{\sqrt{\frac{16n-29}{90}}}" S143 Q328
	Q7190517 P2534 "w_i(\gamma) = \gamma+(-1)^{(k+1)(k+2)/2}\langle \gamma,\delta_i\rangle \delta_i" S143 Q328
	Q6664665 P2534 "w(n)=w(n-i_1)w(n-i_2)\ldots w(n-i_k) \text{ for } n \ge \max\{i_1, \ldots, i_k\} \, ." S143 Q328
	Q7882501 P2534 "\mathcal{M}\left\{\bigcup_{i=1}^\infty\Lambda_i\right\}\le\sum_{i=1}^\infty\mathcal{M}\{\Lambda_i\}." S143 Q328
	Q2851437 P2534 "\{0\} = J_0 \subset \cdots \subset J_n \subset A" S143 Q328
	Q7577165 P2534 " \mathrm{STA} = \tfrac{1}{n_{sp}}\sum_{i=1}^T y_i \mathbf{x_i}," S143 Q328
	Q3492021 P2534 "\left(\sqrt{1/21},\ \sqrt{1/15},\ \sqrt{1/10},\ \sqrt{1/6},\ \sqrt{1/3},\ \pm1\right)" S143 Q328
	Q1812503 P2534 "\left\lfloor \frac{1}{2} \left( \frac{(n+1)^2}{2\log(n+1)} - \frac{n^2}{2\log(n)} \right) - \frac{\log(n)^2}{\log(\log(n))} \right\rfloor \le \pi\left((n+1)^2\right) - \pi\left(n^2\right)," S143 Q328
	Q15096882 P2534 "RSS = \sum_{i=1}^n (y_i - f(x_i))^2, " S143 Q328
	Q6664444 P2534 " (RA^* \cap A^S) \setminus A^FA^* \ . " S143 Q328
	Q16249478 P2534 "\sum a_n x^n \to s, " S143 Q328
	Q7268888 P2534 "x(\bigvee_{i\in I}{y_i})=\bigvee_{i\in I}(xy_i)" S143 Q328
	Q3997712 P2534 " v^2 = \mu \left( \frac{2}{r} - \frac{1}{a} \right) " S143 Q328
	Q3527219 P2534 "f = uF." S143 Q328
	Q4927109 P2534 " H = - \frac{d^2}{dx^2} + U_\alpha," S143 Q328
	Q2612539 P2534 "x^{1/2}\log^{-A}x\leq Q\leq x^{1/2}. " S143 Q328
	Q25304679 P2534 " GED(g_{1},g_{2}) = \min_{(e_{1},...,e_{k}) \in \mathcal{P}(g_{1},g_{2})} \sum_{i=1}^{k} c(e_{i})" S143 Q328
	Q7069567 P2534 "5 + 2 = 7\;" S143 Q328
	Q174733 P2534 "\sum_{v \in V} \deg(v) = \sum_{u \in U} \deg(u) = \|E\|\, ." S143 Q328
	Q376660 P2534 " H = - \sum_i p_i \ln p_i \!\," S143 Q328
	Q1752667 P2534 "\min_{c \in C,\ c \neq c_0}d(c,c_0)=\min_{c \in C, c \neq c_0}d(c-c_0, 0)=\min_{c \in C, c \neq 0}d(c, 0)=d." S143 Q328
	Q3984069 P2534 "(\operatorname{row } M)^\bot = \ker M." S143 Q328
	Q7235829 P2534 "{\rm PGI} = \frac{1}{N} \sum_{j=1}^{q} \left( \frac{z-y_j}{z} \right)" S143 Q328
	Q215920 P2534 "T(x',z,t) = T_1 \cdot \operatorname{erf} \left(\frac{z}{2\sqrt{\kappa t}}\right)." S143 Q328
	Q4944086 P2534 "100 = {2.25 \over (1 + 4\% / 2)^1} + {2.25 \over (1 + 4.3\% / 2)^2} + {102.25 \over (1 + Z_3 / 2)^3} " S143 Q328
	Q21618809 P2534 " P = \frac{F}{D \times L} = \frac{\mathrm{radial\ load}}{\mathrm{projected\ area}}." S143 Q328
	Q1344778 P2534 " d_C(z) = d_H \int_0^z \frac{dz'}{E(z')}" S143 Q328
	Q5436274 P2534 "\displaystyle{\\|g_n\\|^2_{\Omega_n} =\\|g\\|_\Omega^2.}" S143 Q328
	Q795065 P2534 "S=\{\,2\cdot x\mid x \in \mathbb{N},\ x^2>3\,\}" S143 Q328
	Q54505 P2534 "\frac{\partial}{\partial x^\mu} \left[\frac{\partial\mathcal{L}}{\partial(\partial\varphi/\partial x^\mu)}\right] - \frac{\partial\mathcal{L}}{\partial\varphi} = 0," S143 Q328
	Q33481 P2534 " F \mathrm{L(A)}^N \to \mathrm{L(A)} " S143 Q328
	Q1437170 P2534 "\Iota = \frac{\nabla T_{m}}{\nabla T_{crit}} " S143 Q328
	Q833565 P2534 "\frac{\mathbf{V}_{\mathrm{d}}}{\mathbf{V}_{\mathrm{t}}} = \frac{{\mathrm{P}_{\mathrm{a}}{\mathrm{CO}}_{\mathrm{2}}} - {\mathrm{P}_{\mathrm{e}}{\mathrm{CO}}_{\mathrm{2}}}}{\mathrm{P}_{\mathrm{a}}{\mathrm{CO}}_{\mathrm{2}}}" S143 Q328
	Q1071734 P2534 "f(x)=+x^3 + x^2 - x - 1 \," S143 Q328
	Q17103254 P2534 " (x_0,x_1,x_2,x_3,x_4)\cdot (y_0,y_1,y_2,y_3,y_4) = - x_0 y_0 + x_1 y_1 + x_2 y_2 + x_3 y_4 + x_4 y_3." S143 Q328
	Q587500 P2534 "f = {1 \over 2 \pi \sqrt {LC}} \," S143 Q328
	Q2875956 P2534 "T \sin \theta = \frac {mv^2}{r} \," S143 Q328
	Q1141095 P2534 "\mathbf j = \mathbf s + \boldsymbol {\ell} ~." S143 Q328
	Q6103843 P2534 " M([\Gamma(1)]) = \mathrm{Spec}(R[j]) " S143 Q328
	Q3630601 P2534 "T_\text{new}=\frac{A \times T_\text{old}}{A+T_\text{old}}" S143 Q328
	Q6771329 P2534 "\left \|\xi-\frac{m}{n}\right \|<\frac{1}{\sqrt{5}\, n^2}," S143 Q328
	Q1784754 P2534 "w_m = (1C1)^{-1} C1" S143 Q328
	Q955475 P2534 "\begin{smallmatrix}2\pi\left(c^2+b\sqrt{a^2-c^2}E(\alpha,m)+\frac{bc^2}{\sqrt{a^2-c^2}}F(\alpha,m)\right),\,\!\end{smallmatrix} where \begin{smallmatrix}\alpha=\arccos\left(\frac{c}{a}\right)\,\,\!\end{smallmatrix} is the modular angle, or '''[[angular eccentricity]]'''; \begin{smallmatrix}m=\frac{b^2-c^2}{b^2\sin(\alpha)^2}\,\!\end{smallmatrix} and \begin{smallmatrix}F(\alpha,m)\,\!\end{smallmatrix}, \begin{smallmatrix}E(\alpha,m)\,\!\end{smallmatrix} are the incomplete [[elliptic integral]]s of the first and second kind, respectively. The values 980&nbsp;km, 759&nbsp;km, and 498&nbsp;km were used for a, b, and c respectively." S143 Q328
	Q7435355 P2534 " Points = 101 + 1000 log A - 1000 log N" S143 Q328
	Q1754066 P2534 " {\kappa}^{\sigma} = \frac{4F^2Cz^2D(1+3m/z^2)}{RT\kappa}\left(\cosh\frac{zF\zeta}{2RT}-1\right)" S143 Q328
	Q3062594 P2534 "\|arg(u_i)\| < \pi - \frac{\pi}{n}, i = 1,...,n" S143 Q328
	Q7856108 P2534 "\vdash A " S143 Q328
	Q5638576 P2534 "\lim_{T\rightarrow T_H^-} Tr[e^{-\beta H}]=\infty" S143 Q328
	Q197536 P2534 " w_{ij}(t + 1) = w_{ij}(t) + \eta\frac{\partial C}{\partial w_{ij}} +\xi(t) " S143 Q328
	Q5283898 P2534 "Clock = tick \rightarrow Clock" S143 Q328
	Q15223255 P2534 "L= \frac{\Phi}{i}" S143 Q328
	Q1516604 P2534 "\\|f\\|_{K,n} = \sup_{\|\alpha\|\le n}\sup_{x\in K}\left\|\partial^\alpha f(x)\right\|" S143 Q328
	Q104493 P2534 " \text{R} = (\text{probability of the accident occurring}) \times (\text{expected loss in case of the accident})" S143 Q328
	Q7858596 P2534 " y^2 = x^3 + a_2 x^2 +a_4 x + a_6. \, " S143 Q328
	Q6000597 P2534 " \sigma(A) = \{x \cup \{y\} \mid x \in A \wedge y \notin x\}." S143 Q328
	Q26905515 P2534 "\langle x_1, x_2, x_3, \dots \mid R\rangle" S143 Q328
	Q150758 P2534 "E = PRMLUL^{-1}M^{-1}R^{-1}P^{-1}." S143 Q328
	Q301128 P2534 "\left\{\,k 2^n - 1 n \in\mathbb{N}\,\right\}." S143 Q328
	Q1229549 P2534 "{dC_m\over dC_L} =0 where C_L is the aircraft [[lift coefficient]]." S143 Q328
	Q1089578 P2534 "X_k = \sum_{i=1}^S g_k^i\cdot M_i" S143 Q328
	Q6528762 P2534 "\sum_{n=- \infin}^\infin\frac{(-1)^n J_{\alpha - \gamma n}(z)J_{\beta + \gamma n}(z)}{n+\mu}=\frac{\pi}{\sin \mu \pi}J_{\alpha + \gamma \mu}(z)J_{\beta - \gamma \mu}(z)." S143 Q328
	Q7269446 P2534 "\lim_{t\to 0^+}\frac{f(g(t))-f(x_0)}{t} = u(g'(0))." S143 Q328
	Q994399 P2534 "F_\Delta(x-1)=h_0x^{d+1}+h_1x^d+h_2x^{d-1}+\cdots+h_dx+h_{d+1}" S143 Q328
	Q5156596 P2534 " (s_i)^{p_i} = 1 for {{math\|''i'' {{=}} 1, …, ''n''}}," S143 Q328
	Q7322967 P2534 "\mathbb E(D_u) = \int_{-\infty}^\infty \|x'\|p(u,x') \, \mathrm{d}x'" S143 Q328
	Q634314 P2534 "\delta Q\ =C^{(V)}_T(V,T)\, \delta V\,+\,C^{(T)}_V(V,T)\,\delta T" S143 Q328
	Q2995268 P2534 "(L_{i+1}',R_{i+1}') = \mathrm H(L_i' + T_i,R_i' + T_i)" S143 Q328
	Q3799162 P2534 " A \subset \bigcup_{k} I_k " S143 Q328
	Q19598250 P2534 "\phi_U \pi^{-1}(U) \to U \times \mathbf{R}^n" S143 Q328
	Q25105219 P2534 "\mathrm{C}^*_G(x) = \{ g \in G\mid x^g = x \or x^g = x^{-1} \}," S143 Q328
	Q5165791 P2534 "e^{i\varphi} = \cos \varphi + i\sin \varphi. \," S143 Q328
	Q7447973 P2534 "P(n \mid N) = \frac{P(b \mid N)}{N} Where ''n'' > 0" S143 Q328
	Q7309617 P2534 "\cdots\rightarrow A\rightarrow A\rightarrow A\rightarrow\cdots" S143 Q328
	Q2882168 P2534 "\dot\sigma=\mathbb{C}\dot\varepsilon,\qquad {(1)}" S143 Q328
	Q2739186 P2534 "e^\gamma\cdot\log \log(x)/\log(2),<ref name=heur>[http//primes.utm.edu/mersenne/heuristic.html Heuristics Deriving the Wagstaff Mersenne Conjecture]. Primes.utm.edu. Retrieved on 2014-05-11.</ref>" S143 Q328
	Q192788 P2534 " {}^\mathrm{N}\!\boldsymbol{\omega}^\mathrm{B} = {}^\mathrm{N}\!\boldsymbol{\omega}^\mathrm{D} + {}^\mathrm{D}\!\boldsymbol{\omega}^\mathrm{B}." S143 Q328
	Q5554938 P2534 "\|D^\alpha g(x)\| \le CR^kk^{\sigma k}" S143 Q328
	Q3077636 P2534 "\lambda (\partial A) = \liminf_{\delta \to 0} \frac{\mu \left( A + \overline{B_{\delta}} \right) - \mu (A)}{\delta}," S143 Q328
	Q513687 P2534 "E_{K_1}(E_{K_2}(M))=M" S143 Q328
	Q2993471 P2534 "\tilde{\gamma}(0) = e, and \pi(\tilde{\gamma}(t)) = \gamma(t)." S143 Q328
	Q182098 P2534 " x(t) = \cos(t),\," S143 Q328
	Q1128004 P2534 "F_f = {d_r \over L}mg" S143 Q328
	Q339495 P2534 "h_c=\sqrt{pq} &nbsp; ([[Geometric mean theorem]])" S143 Q328
	Q6420102 P2534 "\frac{A\cdot B}{\left\Vert A \right\Vert^{2} + \left\Vert B \right\Vert^{2} -A\cdot B}." S143 Q328
	Q764323 P2534 "d = l \frac { \alpha }{360^\circ} \," S143 Q328
	Q1149185 P2534 "m = a_k n^k + a_{k-1} n^{k-1} + \cdots + a_0," S143 Q328
	Q1990975 P2534 "\frac{n(n+1)(4n-1)}{6}." S143 Q328
	Q1452104 P2534 "\eta_{th} \equiv \frac{\text{benefit}}{\text{cost}}." S143 Q328
	Q1154654 P2534 "OBP = \frac{H+BB+HBP}{AB+BB+HBP+SF}" S143 Q328
	Q7820726 P2534 " d(n) = \sum_{m<n \ odd} \phi(m)." S143 Q328
	Q191290 P2534 "(a_1, b_1) = (a_2, b_2)\quad\text{if and only if}\quad a_1 = a_2\text{ and }b_1 = b_2.\!" S143 Q328
	Q1456308 P2534 "\Gamma= \oint_{C} V \cdot d\mathbf{s}=\oint_{C} V\cos\theta\; ds\," S143 Q328
	Q959336 P2534 "\alpha \approx A^\sqrt{h\nu - E_{\text{g}}}, with A^=\frac{q^2 x_{vc}^2 (2m_{\text{r}})^{3/2}}{\lambda_0 \epsilon_0 \hbar^3 n}" S143 Q328
	Q5277083 P2534 "f(u)=F(z)+e" S143 Q328
	Q1017238 P2534 "\{(x, y) \ \ x > 0,\ y > 0\ \} = Q\ \!." S143 Q328
	Q7828108 P2534 " P_\mathrm{net}=1-\prod^N_{k=1}(1-P^{(B,k)}) " S143 Q328
	Q3411771 P2534 " \min f(\bold x) " S143 Q328
	Q988780 P2534 " \Phi_\mathrm{B} = \int\limits_{\Sigma} \mathbf{B} \cdot d \mathbf{A}\ , " S143 Q328
	Q2718188 P2534 "x = a_0+\cfrac{1}{a_1+\cfrac{1}{a_2+\cfrac{1}{a_3+\cfrac{1}{\ddots}}}}\;" S143 Q328
	Q4880990 P2534 " T_2 \cos\theta - T_1\sin\theta \, " S143 Q328
	Q58978 P2534 " p q - q p = { h \over 2 \pi i } I " S143 Q328
	Q21948731 P2534 "\mathbf{\hat{Y}} = \mathbf{W}_2 \sigma(\mathbf{W}_1 x)" S143 Q328
	Q7140649 P2534 "\mathrm{TSS} = \mathrm{ESS} + \mathrm{RSS}," S143 Q328
	Q1072174 P2534 "x_1(t) \," S143 Q328
	Q1198376 P2534 " \cdots \to C_{i+1}\stackrel{\partial_{i+1}}{\to} C_i \stackrel{ \partial_i}{\to}\ C_{i-1} \to \cdots " S143 Q328
	Q7298492 P2534 "\frac{P_B(t)-P_\infty(t)}{\rho_L} = R\frac{d^2R}{dt^2} + \frac{3}{2}\left(\frac{dR}{dt}\right)^2 + \frac{4\nu_L}{R}\frac{dR}{dt} + \frac{2S}{\rho_LR}" S143 Q328
	Q5572389 P2534 "{\mathcal F}(U)\rightarrow\prod_i{\mathcal F}(U_i){{{} \atop \longrightarrow}\atop{\longrightarrow \atop {}}}\prod_{i,j}{\mathcal F}(U_i\cap U_j)" S143 Q328
	Q349600 P2534 " E = \frac {F \cdot 360^\circ}{S}, for ''E'' in reciprocal seconds" S143 Q328
	Q7698344 P2534 "(1+\sigma)^rg/\Xi" S143 Q328
	Q13422953 P2534 " \forall \gamma \in \pi_1(M), p\in \tilde M \phi(\gamma\cdot p) = h(\gamma)\cdot \phi(p)." S143 Q328
	Q6535568 P2534 "\exp(\mathrm{ad}(z))\ " S143 Q328
	Q7254793 P2534 "n \sum_{k=1}^n \frac{(-1)^{k-1}}{k} \sum_{n_1+\cdots+n_k=n} \frac{n!}{n_1! \cdots n_k!} \binom{\binom{n_1}{2}+\cdots +\binom{n_k}{2}}{n}." S143 Q328
	Q4896670 P2534 " \eta = 16 - \frac{34}{\sqrt{5}} \approx 0.7947377530014315 ." S143 Q328
	Q7834601 P2534 "TR = \frac{f_{max}}{P_0} = R_d\sqrt{1+(2\zeta\beta)^2}" S143 Q328
	Q902488 P2534 "t = \frac{3 \times 10^{-4} \, \mathrm{Pa} \times \mathrm{s}}{P}" S143 Q328
	Q25110710 P2534 " SD = \int_{T0}^{T1} v(t)\;dt ." S143 Q328
	Q2092313 P2534 "\mathrm{moser} < 3\rightarrow 3\rightarrow 4\rightarrow 2," S143 Q328
	Q25304301 P2534 "\operatorname{per}A \leq \prod_{i=1}^n (r_i!)^{1/r_i}." S143 Q328
	Q491401 P2534 " \frac{S}{L} = \frac{1}{\cos \varphi} = \sec \varphi. " S143 Q328
	Q151517 P2534 "f(x) = 1+2x+4x^2+8x^3+\cdots+2^n{}x^n+\cdots = \frac{1}{1-2x}" S143 Q328
	Q3277876 P2534 "\|\Psi\rangle_\nu=\|\phi_1,\phi_2,\cdots,\phi_n\rangle_\nu" S143 Q328
	Q5280366 P2534 "\inf\{J(u)\|u\in V\} > -\infty.\," S143 Q328
	Q7295771 P2534 "\boldsymbol{x}_{k} = f(\boldsymbol{x}_{k-1}, \boldsymbol{u}_{k}) + \boldsymbol{w}_{k}" S143 Q328
	Q170008 P2534 "\ a_n = a_1 + (n - 1)d," S143 Q328
	Q3503244 P2534 "\lambda_s(n)=n\cdot 2^{\frac{1}{t!}\alpha(n)^t(1+o(1))}, where ''t''&nbsp;=&nbsp;(''s''&nbsp;&minus;&nbsp;2)/2." S143 Q328
	Q622741 P2534 "{E} = \begin{matrix} \frac{1}{2} \end{matrix} \hbar \omega \ ." S143 Q328
	Q3879425 P2534 "m^2 = n (2n^2 - 1)" S143 Q328
	Q2101 P2534 "e = \frac{F}{N_{\mathrm{A}}} " S143 Q328
	Q784548 P2534 "\Delta\mu_1 = -v_s\Pi" S143 Q328
	Q193540 P2534 "\frac{1}{f} =\frac{1}{u}+\frac{1}{v}\ ." S143 Q328
	Q4699429 P2534 "\sum\limits_{l'm'} {{M_{lm,l'm'}}\left( {E,{\bf{k}}} \right){c_{l'm'}}\left(E, {\bf{k}} \right) = 0} , " S143 Q328
	Q3406269 P2534 "M_n = 2 \cdot n! \sum_{k=0}^n (-1)^k \frac{2n}{2n-k} {2n-k\choose k} (n-k)!." S143 Q328
	Q1530275 P2534 "E(X) = \int_\Omega X dP" S143 Q328
	Q743364 P2534 "A \to B \quad C" S143 Q328
	Q909339 P2534 "\Delta\lambda = \lambda^{\mathrm{state 2}}_{\mathrm{observed}} - \lambda^{\mathrm{state 1}}_{\mathrm{observed}} where \lambda is the wavelength of the spectral peak of interest and \lambda^{\mathrm{state 2}}_{\mathrm{observed}} > \lambda^{\mathrm{state 1}}_{\mathrm{observed}}" S143 Q328
	Q1501882 P2534 " \operatorname{E}(\mathbf{Y}) = \boldsymbol{\mu} = g^{-1}(\mathbf{X}\boldsymbol{\beta}) " S143 Q328
	Q25112238 P2534 "x' = x \cos \theta - y \sin \theta" S143 Q328
	Q5842354 P2534 "P_L = \frac{\sum (p_{n}\cdot q_{0})}{\sum (p_{0}\cdot q_{0})}." S143 Q328
	Q2122184 P2534 "\|\psi\rangle = \int \psi(\mathbf{x},t) \|\mathbf{x},t\rangle \mathrm{d}^3\mathbf{x} " S143 Q328
	Q6517880 P2534 "F(\phi,k) = \int_0^\phi \frac{1}{\sqrt{1 - k^2 \sin^2(t)}} dt," S143 Q328
	Q1938362 P2534 "NNP = GNP - Depreciation" S143 Q328
	Q44451 P2534 " ds^2= \frac{1}{2\omega^2} [ -(dt + e^x dz)^2 + dx^2 + dy^2 + \tfrac{1}{2} e^{2x} dz^2], \qquad\qquad -\infty < t,x,y,z < \infty," S143 Q328
	Q18386534 P2534 "k_{SET}=({{1}/{\tau _{D}})({d}/{d_{0}})^{4}}" S143 Q328
	Q219708 P2534 "F_{\alpha \beta} = \partial_{\alpha} A_{\beta} - \partial_{\beta} A_{\alpha} \," S143 Q328
	Q7575186 P2534 "\\|u-u_N\\|_{H^1(\Omega)} \leqq C_s N^{-s} \\| u \\|_{H^{s+1}(\Omega)}" S143 Q328
	Q1544877 P2534 "C_{M}=C (1+A_v)\," S143 Q328
	Q4889648 P2534 " S = \frac{ Q P_a - 1 } { Q - 1 } " S143 Q328
	Q7848253 P2534 " A \leq_1 B \Rightarrow A \leq_m B \Rightarrow A \leq_{tt} B \Rightarrow A \leq_{wtt} B \Rightarrow A \leq_T B," S143 Q328
	Q7576719 P2534 "B_1\supseteq B_2\supseteq \cdots \Rightarrow\bigcap_{n\in {\mathbf N}} B_n\neq \empty." S143 Q328
	Q5452195 P2534 "\int_0^1 \sqrt{1+\cos(nt\pi)^2}~dt=\frac{2 \sqrt{2} \text{EllipticE}\left[\frac{1}{2}\right]}{\pi }" S143 Q328
	Q17099657 P2534 " x_1=0,\dots,x_\rho=0," S143 Q328
	Q899196 P2534 "\hat H = -J \sum_{j =1}^{N} \sigma_j \sigma_{j+1} - h \sum_{j =1}^{N} \sigma_j " S143 Q328
	Q1930577 P2534 "(\exists y_1,\ldots,y_n)F(y_1,\ldots,y_n)" S143 Q328
	Q46221 P2534 "\kappa = \frac{v_p}{c}=\frac{1}{\sqrt{\epsilon_\text{r}}}." S143 Q328
	Q559573 P2534 "J = {TMP \over \mu R_t}" S143 Q328
	Q651916 P2534 " (x-10)(x-2)^{35}(x+4)^{20}. \, " S143 Q328
	Q25304571 P2534 " v_i X \longrightarrow R_+" S143 Q328
	Q856634 P2534 "J = -D \frac{\partial \varphi}{\partial x} " S143 Q328Q5419259 P2534 "v = \sum_{i \in I} a_i(v) e_i." S143 Q328
	Q1193095 P2534 "\alpha = \frac{e^2}{4\pi\varepsilon_0\hbar c}" S143 Q328
	Q7540858 P2534 "S = \frac {u_G} {u_L} = \frac {U_G(1-\epsilon_G)} {U_L \epsilon_G} = \frac {\rho_L x (1-\epsilon_G)} {\rho_G(1-x) \epsilon_G}" S143 Q328
	Q169973 P2534 " \boldsymbol{ a}_C = -2 \, \boldsymbol{ \Omega \times v}" S143 Q328
	Q2054937 P2534 " p_1 = \frac{m_1 \omega_1}{m_1 \omega_1 + m_2 \omega_2}." S143 Q328
	Q7546417 P2534 "\int_{x\in M}\varphi(x)\,dM = \int_{y\in N}\int_{x\in F^{-1}(y)}\varphi(x)\frac{1}{N\!J\;F(x)}\,dF^{-1}(y)\,dN" S143 Q328
	Q369377 P2534 " a \leq b [[logical disjunction\|or]] b \leq a ([[total relation\|totality]])." S143 Q328
	Q1760728 P2534 "T\colon X \to \mathbf{R}^2 \times I" S143 Q328
	Q1411409 P2534 "\langle x_{1 1}, x_{2 2}, x_{1 2}\rangle." S143 Q328
	Q249092 P2534 " d_Y(f(y), f(x)) < \epsilon \," S143 Q328
	Q573509 P2534 "d_1(\mathbf{p}, \mathbf{q}) = \\|\mathbf{p} - \mathbf{q}\\|_1 = \sum_{i=1}^n \|p_i-q_i\|," S143 Q328
	Q382874 P2534 " M \simeq F\oplus T(M), " S143 Q328
	Q4688241 P2534 " (1-M_\infty^2) \phi_{xx} + \phi_{yy} + \phi_{zz} = 0 (subsonic)" S143 Q328
	Q7068185 P2534 "dN/dt = \alpha N/\tau" S143 Q328
	Q581168 P2534 "x=\log_2 n \quad\Longleftrightarrow\quad 2^x=n." S143 Q328
	Q11091747 P2534 "\mathrm{MSE} = \mathrm{tr} \left\{ \mathrm{E}\{(\hat{x} - x)(\hat{x} - x)^T \}\right\}=\mathrm{E}\{(\hat{x} - x)^T(\hat{x} - x)\}," S143 Q328
	Q178932 P2534 " \qquad z_{n+1} = z_n^2 " S143 Q328
	Q7455410 P2534 " E_2^{p,q} = H^p(B, H^q(F)) \Rightarrow H^{p+q}(X)." S143 Q328
	Q5376394 P2534 "\eta = 1 - \sqrt{\frac{T_L}{T_H}}" S143 Q328
	Q1472677 P2534 " (u_1, u_2, \ldots, u_n)" S143 Q328
	Q4724025 P2534 "x^2=1\ " S143 Q328
	Q1361106 P2534 " EROEI = \frac{\hbox{Energy Delivered}}{\hbox{Energy Required to Deliver that Energy}} <ref>Hall CA, Lambert JG, Balogh SB. 2013. EROI of different fuels and the implications for society. Energy Policy. 141–52 & Atlason R, Unnthorsson R. 2014. Ideal EROI (energy return on investment) deepens the understanding of energy systems. Energy. 241–45</ref>" S143 Q328
	Q565198 P2534 "f\colon S^2\to \R^3" S143 Q328
	Q302806 P2534 "T_G(x,y)=\sum\nolimits_{A\subseteq E} (x-1)^{k(A)-k(E)}(y-1)^{k(A)+\|A\|-\|V\|}," S143 Q328
	Q909519 P2534 " f = \frac{\gamma} {2 \pi} \sqrt{B (B + \mu_0 M)}" S143 Q328
	Q2294553 P2534 "E(R_i) = R_f + \beta_{i}(E(R_m) - R_f)" S143 Q328
	Q331350 P2534 " C = \left\{\theta_0 u_0 + \dots +\theta_k u_k ~\bigg\|~ \theta_i \ge 0, 0 \le i \le k, \sum_{i=0}^{k} \theta_i=1 \right\} ." S143 Q328
	Q5282783 P2534 "\psi = \sum_{k=1}^{\infty} \frac{1}{F_k} = \frac{1}{1} + \frac{1}{1} + \frac{1}{2} + \frac{1}{3} + \frac{1}{5} + \frac{1}{8} + \frac{1}{13} + \frac{1}{21} + \cdots." S143 Q328
	Q49974 P2534 "(x)_{n}=x^{\underline{n}}=x(x-1)(x-2)\cdots(x-n+1)" S143 Q328
	Q2074239 P2534 "f(x)=f(a)+\sum_{i=1}^n (x_i-a_i) g_i(x)," S143 Q328
	Q7646061 P2534 "\Delta G_{\text{em}}=\gamma{3V\ \over R}" S143 Q328Q290117 P2534 "\text{Minimize} \quad \tfrac{1}{2} \mathbf{x}^\mathrm{T} Q\mathbf{x} + \mathbf{c}^\mathrm{T} \mathbf{x}" S143 Q328
	Q7227679 P2534 "\frac{7 \times 24}{5 \times 8} = 4.2" S143 Q328
	Q25303805 P2534 " FCFE = FCFF + Net\ Borrowing - Interest*(1-t) " S143 Q328
	Q7623693 P2534 "\beta = \frac{\mu_1 - \mu_2}{\sqrt{\sigma_1^2 + \sigma_2^2 - 2\sigma_{12} }}." S143 Q328
	Q1264442 P2534 "\theta=2\tan^{-1}\left(\frac{h}{2D}\right)" S143 Q328Q6439289 P2534 "A/{\mathfrak{p}_i} \subset B/{I_i} \subset K_i." S143 Q328
	Q1153833 P2534 "V_\text{Yukawa}(r)= -g^2\frac{e^{-kmr}}{r}," S143 Q328
	Q17105043 P2534 "\beta^+=\frac{\operatorname{Cov}(r_i,r_m \mid r_m>u_m)}{\operatorname{Var}(r_m \mid r_m>u_m)}" S143 Q328
	Q7835331 P2534 "(P \to Q) \vdash (\neg Q \to \neg P)" S143 Q328
	Q1751494 P2534 "\!A = 4\pi r^2" S143 Q328
	Q900672 P2534 " \Psi = \sum_{I=0} c_{I} \Phi_{I}^{SO} = c_0\Phi_0^{SO} + c_1\Phi_1^{SO} + {...} " S143 Q328
	Q1349282 P2534 "\delta( \sigma \otimes \tau) = \delta_X \sigma \otimes \tau + (-1)^p \sigma \otimes \delta_Y \tau" S143 Q328
	Q8040666 P2534 " y(n)=ax(n)+bx(n-1)+cx(n-2)" S143 Q328
	Q18205891 P2534 "R\ddot{R} +\frac{3}{2}\dot{R}^2 =\frac{p(R)-p_\infty}{\rho_L}" S143 Q328
	Q25305497 P2534 "Z^\alpha = \begin{bmatrix}\omega^A\\\pi_{A'}\end{bmatrix}." S143 Q328
	Q6543812 P2534 "A x= b.\," S143 Q328
	Q5165521 P2534 "\mathbf{P} \left( \left\{ \omega \in \Omega \left\| \lim_{s \to t} \big\| X_{s} (\omega) - X_{t} (\omega) \big\| = 0 \right. \right\} \right) = 1." S143 Q328
	Q3822160 P2534 "\theta = \frac{TL}{JG}" S143 Q328
	Q139380 P2534 "\int\cos\left(\frac{x}{a}\right)dx." S143 Q328
	Q7394939 P2534 "S_1 = \emptyset" S143 Q328
	Q5283071 P2534 "\mathcal{F}_{T}=\mathcal{F}_{0}+\mathcal{F}_{d} ," S143 Q328
	Q17082609 P2534 "X_t = x + ct - \sum_{i=1}^{N_t} \xi_i \quad \text{ for t} \geq 0." S143 Q328
	Q4835588 P2534 "\beta_{k+1}=\beta_{k}-\lambda_{k}A_{k}\frac{\partial Q}{\partial \beta}(\beta_{k}),," S143 Q328
	Q3527189 P2534 "\mathcal{G} is the set of all subgroups ''A'' of ''G'' such that N\subseteq A\subseteq G, and " S143 Q328
	Q272737 P2534 " \mathrm{NDVI}={\mathrm{NIR}-\mathrm{red} \over \mathrm{NIR}+\mathrm{red}}" S143 Q328
	Q583461 P2534 " \lim_{n \to \infty} \sum_{i \mathop = 1}^{n}\frac{i}{2^i} = 2" S143 Q328
	Q8037487 P2534 "H_q(x) = x\log_q(q-1)-x\log_qx-(1-x)\log_q(1-x)." S143 Q328
	Q6381062 P2534 " \forall g \in K \ \ \left \\|\pi(g) \xi - \xi \right \\| < \varepsilon." S143 Q328
	Q7812935 P2534 "T_g = P M_g \vert_{H^2}," S143 Q328
	Q3505260 P2534 " X^3 + Y^3 + Z^3 + W^3 = 0" S143 Q328
	Q5159443 P2534 "C_x(t, f)=\int_{-\infty}^{\infty}\int_{-\infty}^{\infty}A_x(\eta,\tau)\Phi(\eta,\tau)\exp (j2\pi(\eta t-\tau f))\, d\eta\, d\tau," S143 Q328
	Q19514367 P2534 "<math >\frac{N_h}{N_g}=e^{-\frac{\hbar \omega_h}{k_bT_h}} " S143 Q328
	Q14294397 P2534 "R = \frac{V}{I}" S143 Q328
	Q3055058 P2534 "\theta_e = \theta_{L} \exp \left[ \left( \frac{3036}{T_L} - 1.78 \right) r \left(1 + 0.448 r\right)\right]" S143 Q328
	Q1518047 P2534 "\\|A\\|^2_{HS}={\rm Tr} (A^{{}^*}A) = \sum_{i \in I} \\|Ae_i\\|^2 " S143 Q328
	Q5657840 P2534 "x\cdot v=\chi_\lambda(x)v" S143 Q328
	Q15831681 P2534 "w(x, y) = exp(u(x, y))" S143 Q328
	Q7249438 P2534 "F_1 P_1=S_1 F_2\," S143 Q328
	Q5165567 P2534 "K_{ijk}= \frac{1}{2} (T_{ijk} - T_{jki} + T_{kij} )," S143 Q328
	Q901009 P2534 " \rho_e is the local electric charge density in C/m^3" S143 Q328
	Q3823926 P2534 "P(X_{n+1}=1 \mid X_1+\cdots+X_n=s)={s+1 \over n+2}." S143 Q328
	Q7812121 P2534 "\begin{align} x_n^2 + y_n^2 = r^2 \end{align}" S143 Q328
	Q4976526 P2534 "M\ddot{X} = - \nabla U(X) - \gamma \dot{X} + \sqrt{2 \gamma k_B T} R(t)" S143 Q328
	Q764115 P2534 "[x_1 x_2]" S143 Q328
	Q7281315 P2534 "J_\mathrm{e} = \frac{\partial \Phi_\mathrm{e}}{\partial A} = J_\mathrm{e,em} + J_\mathrm{e,r} + J_\mathrm{e,tr}," S143 Q328
	Q7905858 P2534 "W=\sum_{j=1}^Jn_jV_j \, ," S143 Q328
	Q4682344 P2534 "\beta(\alpha) = (\pi_Y)_{*}(\beta \cdot (\alpha \times Y))" S143 Q328
	Q886077 P2534 "z_k = A\cdot W^{-k}, k=0,1,\dots,M-1" S143 Q328
	Q4491920 P2534 "\Delta E\, =\, \xi\, {\scriptstyle \frac12}\, \rho\, \left( v_1\, -\, v_2 \right)^2," S143 Q328
	Q1755148 P2534 "\frac{648,000\ \mbox{MW·h}}{(30\ \mbox{days}) \times (24\ \mbox{hours/day}) \times (1000\ \mbox{MW})}=0.9={90\%}" S143 Q328
	Q264647 P2534 " \bar{E}\,=\,\frac{3}{2}k_B T_k" S143 Q328
	Q68551 P2534 "q = a + bi + cj + dk \!" S143 Q328
	Q3748375 P2534 " \frac{d}{dt} \det A(t) = \mathrm{tr} \left (\mathrm{adj}(A(t)) \, \frac{dA(t)}{dt}\right )~" S143 Q328
	Q5172849 P2534 "\vec x(i)=[x_1(i),x_2(i),\ldots,x_m(i)], \qquad i=1,2,\ldots N" S143 Q328
	Q911951 P2534 "\hat H \|\Psi\rangle=E_{\Psi} \|\Psi\rangle," S143 Q328
	Q4667181 P2534 "p(x)=p_n\cdot(x-z^_1)\cdot(x-z^_2)\cdots(x-z^*_n)." S143 Q328
	Q17098505 P2534 "N_k = \frac{1}{k}\sum_{d\|m}\phi(d)\left(m^{k/d}\right)," S143 Q328
	Q5423646 P2534 " p^2(1-F) + pF\text{ for }\mathbf{AA};\ 2pq(1-F)\text{ for }\mathbf{Aa};\text{ and }q^2(1-F) + qF\text{ for }\mathbf{aa}. " S143 Q328
	Q5454260 P2534 "\frac{d}{dt}\, dA = H \,dA," S143 Q328
	Q17142196 P2534 " G(x,x') = \langle s(x),s(x') \rangle. \, " S143 Q328
	Q17100595 P2534 "\mathbb{D}^q\mathbb{D}^{-q} = \mathbb{I}" S143 Q328
	Q5638321 P2534 "\mathbb{E} [d(X_t, X_s)^\alpha] \leq K \| t - s \|^{1 + \beta}" S143 Q328
	Q2755024 P2534 " v = \frac{V_\max\ [\mbox{S}]}{K_m + [\mbox{S}]} " S143 Q328
	Q1298683 P2534 " p_k (x_1, x_2, \dots,x_n) = \sum_{i=1}^n x_i^k \, ." S143 Q328
	Q5532465 P2534 "X=(z+a)^\mathrm T A(z+a)+c^\mathrm T z= (x+b)^\mathrm T D(x+b)+d^\mathrm T x+e ," S143 Q328
	Q658654 P2534 "\mathbf{T}(s) = \gamma'(s)" S143 Q328
	Q584909 P2534 " e_s(T)= 6.1094 \exp \left( \frac{17.625T}{T+243.04} \right)" S143 Q328
	Q557567 P2534 " u = \frac{\dot{v}}{A_t} = \frac{4 \dot{v}}{\pi D^2} and F_i = A_t u C_i \, " S143 Q328
	Q242125 P2534 "x^2+4y^2-1=0\ \hbox{two intersections of multiplicity 2}" S143 Q328
	Q5419508 P2534 "f X \rightarrow Y" S143 Q328
	Q25100522 P2534 "f p^{-1}(b) \to q^{-1}(b)" S143 Q328
	Q1058314 P2534 "\frac{P \to Q, R \to Q, P \or R}{\therefore Q}" S143 Q328
	Q25272 P2534 "\rm 1\ A=1\tfrac C s." S143 Q328
	Q11452 P2534 "R=g^{\mu\nu}R_{\mu\nu}\," S143 Q328
	Q5426859 P2534 "\displaystyle E_A=K_1\sin^2\theta+K_2\sin^4\theta+K_3\sin^6\theta" S143 Q328
	Q5511705 P2534 "\mathcal{E}(u) = \int_{\mathbb{R}^n} \|\nabla u\|^2\;dx" S143 Q328
	Q877784 P2534 "A = 12\left(2+\sqrt{2}+\sqrt{3}\right) a^2 \approx 61.7551724a^2" S143 Q328
	Q11091745 P2534 " J(A,B) = {{\|A \cap B\|}\over{\|A \cup B\|}}." S143 Q328
	Q5532439 P2534 "\mathbf{p}=(p_1,p_2,...,p_s)," S143 Q328
	Q6436867 P2534 " K = R_{abcd} \, R^{abcd}" S143 Q328
	Q4336079 P2534 "u(A)=9, u(B)=8, u(C)=1" S143 Q328
	Q427 P2534 " \frac{d N}{d D} \propto D^{-q} where the current measures<ref name="Bernstein et al. 2004">{{cite journal \|last=Bernstein \|first=G. M. \|last2=Trilling \|first2=D. E. \|last3=Allen \|first3=R. L. \|last4=Brown \|first4=K. E. \|last5=Holman \|first5=M. \|last6=Malhotra \|first6=R. \|title=The size distribution of transneptunian bodies \|journal=[[The Astronomical Journal]] \|volume=128 \|issue=3 \|pages=1364–1390 \|doi=10.1086/422919 \|arxiv=astro-ph/0308467 \|bibcode=2004AJ....128.1364B \|date=2004}}</ref> give q = 4 ±0.5." S143 Q328
	Q506680 P2534 " \operatorname{F}_{t, s} X \rightarrow X \quad \forall t,s \in \mathbb{R} " S143 Q328
	Q28352 P2534 "\mathbf{B}=\mu \mathbf{H}," S143 Q328
	Q620595 P2534 "\sum_{n=1}^{\infty} \frac{a_n}{n^s}," S143 Q328
	Q845060 P2534 "f(x,y)= x^2+y^2(1-x)^3,\qquad x,y\in\mathbb{R}," S143 Q328
	Q3424291 P2534 "R_{ix}(t)=M_{i}A_{ix}(t)\frac{}{}" S143 Q328
	Q5128319 P2534 "K_\mathrm{sat}^{(1)} = \rho \left ((V_\mathrm{P}^{(1)})^{2}-\frac{4}{3}(V_\mathrm{S}^{(1)})^{2} \right) " S143 Q328
	Q846354 P2534 "\mbox{L} \subseteq \mbox{AL} = \mbox{P} \subseteq \mbox{NP} \subseteq \mbox{PSPACE} \subseteq \mbox{EXPTIME}." S143 Q328
	Q5747218 P2534 "\sum_j\int_0^\infty \psi_{ij}(t)=1 ." S143 Q328Q248929 P2534 "h_f = f_D \frac{L}{D} \frac{V^2}{2\,g};" S143 Q328Q153243 P2534 "G_{(p,T)} = H - TS " S143 Q328
	Q169893 P2534 " G = \frac{1}R = \frac{I}V " S143 Q328
	Q3984039 P2534 " i = E_v q v " S143 Q328
	Q1048488 P2534 " \cos(20^\circ) \cdot \cos(40^\circ) \cdot \cos(80^\circ)=\frac{1}{8}." S143 Q328
	Q3305038 P2534 " \mathbf{P} = (x_P,y_P,z_P) = x_P\hat{i} + y_P\hat{j} + z_P\hat{k}," S143 Q328
	Q52343 P2534 "\text {emittance} = \frac{6\pi \left( \text{width}^2 - D^2 \left(\frac{\mathrm{d}p}{p} \right)^2 \right)}{B}" S143 Q328
	Q4828270 P2534 "AFC=\frac{FC}{Q}." S143 Q328
	Q5165504 P2534 "s(t) = A_c \cos\left(2 \pi f_c t + D_f \int_{-\infty}^{t} m(\alpha) d \alpha\right)\," S143 Q328
	Q851014 P2534 " \alpha \approx {\frac{2 \lambda}{W}} " S143 Q328
	Q583546 P2534 "F_{0j} = d*j" S143 Q328
	Q254329 P2534 "\left(p + \frac{a'}{v^2}\right)\left(v-b'\right) = kT<ref name=vdW1910nobel/>" S143 Q328
	Q902575 P2534 " \| \psi^{(\pm)} \rangle = \| \phi \rangle + \frac{1}{E - H_0 \pm i \epsilon} V \|\psi^{(\pm)} \rangle. \," S143 Q328
	Q7187309 P2534 "T \approx {1 \over 5} \theta_\mathrm{D}" S143 Q328
	Q864134 P2534 " q(x,y)=ax^2+bxy+cy^2, \, " S143 Q328
	Q7631990 P2534 "\tau = \tau \to \tau \mid T \quad \mathrm{where} \quad T \in B." S143 Q328
	Q17104781 P2534 " \frac{\Delta y}{\Delta x} = \frac{(x + \Delta x)^2 - x^2}{\Delta x} = 2 x + \Delta x \approx 2 x" S143 Q328
	Q786012 P2534 " I_\text{C} = I_\text{S} \left( e^{\frac{V_\text{BE}}{V_\text{T}}} - 1 \right) \left(1 + \frac{V_\text{CE}}{V_\text{A}}\right)," S143 Q328
	Q8023503 P2534 "x^6+y^6+z^6 + (x^2+y^2+z^2)(x^4+y^4+z^4)=12 x^2y^2z^2" S143 Q328
	Q7235385 P2534 "\theta_n = \frac{2\pi n}{q}," S143 Q328
	Q1163287 P2534 "\Delta m_{body}=(-\dot m_{out}+ \dot m_{in} +\dot m_{gen.})\Delta t \qquad (2)" S143 Q328
	Q6744165 P2534 "\left\| \int_{\mathbf{R}^{n}} \mathrm{D} \varphi (y) (x) \, \mathrm{d} \mu(y) \right\| \leq C(x) \\| \varphi \\|_{\infty}" S143 Q328
	Q837924 P2534 "B(\mathbf{v}, \mathbf{w}) = x^\mathrm T Ay = \sum_{i,j=1}^n a_{ij} x_i y_j. " S143 Q328
	Q17104492 P2534 "\text{Hom}_Y(Y', X) \to \text{Hom}_Y(\text{Spec} K, X)" S143 Q328
	Q5610721 P2534 "\sum_{i}(U_i\cap V) = \left(\sum_{i}U_i\right) \cap V." S143 Q328
	Q1379344 P2534 "f(x)=+x^3 + x^2 - x - 1 \," S143 Q328
	Q7433034 P2534 "\left \langle \alpha, \beta\right \rangle = \frac{1}{ \left \| G \right \| }\sum_{g \in G} \alpha(g) \overline{\beta(g)}" S143 Q328
	Q2294018 P2534 "x = \frac{X}{X + Y + Z} and y = \frac{Y}{X + Y + Z}" S143 Q328
	Q2997917 P2534 "\sum_{\lambda\in\mathcal{P}_n} (t_\lambda)^2= n!" S143 Q328
	Q616608 P2534 "(a+bi)\left(\frac{a}{a^2+b^2}-\frac{b}{a^2+b^2}i\right)=\frac{(a+bi)(a-bi)}{a^2+b^2}=1." S143 Q328
	Q6895684 P2534 "<math chem>-\frac{N_{\ce{A}_x\ce{B}_y(\Delta)}}{1} = \frac{N_\ce{A(\Delta)}}{x} = \frac{N_\ce{B(\Delta)}}{y}\," S143 Q328
	Q6966311 P2534 " dX_t=\sqrt{2D} \, dB_t+\frac{1}{\gamma}F(x)dt" S143 Q328
	Q7100567 P2534 " E(h) = Ch^n " S143 Q328
	Q813908 P2534 "E_\mathrm{heat} = V_\mathrm{eff} I_\mathrm{eff} \; t " S143 Q328
	Q1780921 P2534 "W^\bot=\left\{x\in V B( x, y ) = 0 \mbox{ for all } y\in W \right\}\,. " S143 Q328
	Q14255 P2534 "\begin{smallmatrix} {\delta} = \frac{d_S}{D_S}\end{smallmatrix}" S143 Q328
	Q19596423 P2534 "\Omega^{SO}_* = \oplus_0^\infty \Omega^{SO}_n" S143 Q328
	Q115565 P2534 " z_{n+1} = A + B z_n e^{i (\|z_n\|^2 + C)} " S143 Q328
	Q7858531 P2534 "H^* (M; \mathbb R^w) or H^* (M; o(M))." S143 Q328
	Q7574054 P2534 "\mathbf{y} = \mathbf{H}\mathbf{x} + \mathbf{n}" S143 Q328
	Q754258 P2534 "a.a_1 a_2 \ldots ; \ldots a_{H-1} a_H a_{H+1} \ldots\,." S143 Q328
	Q220609 P2534 "m \ = \ \left({ Q \over F }\right)\left({ M \over z }\right) " S143 Q328
	Q909065 P2534 "3\times 1 + 2\times 2 + 1\times 3 = 10." S143 Q328
	Q7256544 P2534 " \gamma =\frac{ \left( c_p \right)_{air} * P }{ \lambda_v * MW_{ratio} } " S143 Q328
	Q17098064 P2534 " \frac{\partial u(x,t)}{\partial t}+\frac{\partial f(u(x,t))}{\partial x}=0\," S143 Q328
	Q1924839 P2534 "\Phi_{\rm B}^{(n)} + \Phi_{\rm B}^{(p)} = E_{\rm g}" S143 Q328
	Q5438320 P2534 "\int(t)dt = \tfrac{1}{2} t^2 + C " S143 Q328
	Q2488092 P2534 "F_{drag} = q A_s C_D " S143 Q328
	Q8034369 P2534 " u(x,t) = F(x - v \ t) (waveform F traveling to the right)" S143 Q328
	Q3589404 P2534 "F = P \times \frac{G}{P} \times \frac{E}{G} \times \frac{F}{E}" S143 Q328
	Q3406706 P2534 " \mathbf A_{1\square 2} = \mathbf A_1 \otimes \mathbf I_{n_2} + \mathbf I_{n_1} \otimes \mathbf A_2," S143 Q328
	Q1130571 P2534 "n = p = n_i.\ " S143 Q328
	Q6038852 P2534 "\phi(t) = \arg[s(t)]," S143 Q328
	Q1784941 P2534 "P_n = W + X \cos\theta_n + Y \sin\theta_n" S143 Q328
	Q18208123 P2534 " \big( F(x) \big)^i_j = - \overline{\psi_i(x)} \psi_j(x) " S143 Q328
	Q5511943 P2534 " \begin{align}dY_t &= g(t,Y_t,Z_t) \, dt - Z_t \, dW_t\\ Y_T &= X\end{align}" S143 Q328
	Q6889087 P2534 " \Phi_{C} = (a(1)b(2) + b(1)a(2)) (α(1)β(2) - β(1)α(2))" S143 Q328
	Q4764025 P2534 "\mathbf{J} = \epsilon_0 \int \mathbf{r}\times\left(\mathbf{E}\times\mathbf{B}\right) d^{3}\mathbf{r} ," S143 Q328
	Q6958656 P2534 "(x,y,z)\mapsto(x-2(xz+y^2)y-(xz+y^2)^2z,y+(xz+y^2)z,z)." S143 Q328
	Q1391875 P2534 " d =\frac{v \cos \theta}{g} \left( v \sin \theta + \sqrt{(v \sin \theta)^2 + 2gy_0} \right) " S143 Q328
	Q4927103 P2534 "\phi(x) = \sum_{n=1}^\infty p_n x^n" S143 Q328
	Q179467 P2534 "s_N(x) = \frac{A_0}{2} + \sum_{n=1}^N A_n\cdot \sin(\tfrac{2\pi nx}{P}+\phi_n), \quad \scriptstyle \text{for integer}\ N\ \ge\ 1." S143 Q328
	Q7370585 P2534 "-vMv^{-1}" S143 Q328
	Q1143386 P2534 "(\boldsymbol{A}^*)_{ij} = \overline{\boldsymbol{A}_{ji}}" S143 Q328
	Q4774357 P2534 " \begin{bmatrix} 0 & 0 & 0 & 0 & 1 \\ 0 & 0 & 0 & 2 & 0 \\ 0 & 0 & 5 & 0 & 0 \\ 0 & 7 & 0 & 0 & 0 \\ -1 & 0 & 0 & 0 & 0 \end{bmatrix}. " S143 Q328
	Q5282618 P2534 "\mathit{DLR} = \frac{\mathit{displacement}(\mathrm{lb}) ~/~ 2240} {(0.01 \times \mathit{LWL}(\mathrm{ft}))^3}." S143 Q328
	Q17003273 P2534 "\Pr(X_n=x_n\|X_{n-1}=x_{n-1}, X_{n-2}=x_{n-2}, \dots, X_{n-m}=x_{n-m}) = \sum_{r=1}^{m} f(x_n,x_{n-r},r)." S143 Q328
	Q3045336 P2534 " (I+T)^{-1} - I = - T(I+T)^{-1}," S143 Q328
	Q7917831 P2534 " \bar{u} = \sum_{i=1}^N cos(\theta_i) + \sum_{j=1}^M sin(\theta_j) " S143 Q328
	Q2115578 P2534 " H^1(k,G)\rightarrow\prod_s H^1(k_s,G)" S143 Q328
	Q909999 P2534 "R_{\mathrm{g}}^{2} = \frac{I}{A}" S143 Q328
	Q17010857 P2534 "\operatorname{str}(g\mid\ker D) = \operatorname{tr}(g\mid\ker D^+) - \operatorname{tr}(g\mid\ker D^-)." S143 Q328
	Q7209160 P2534 "F({\bold u}^{(1)},\dots,{\bold u}^{(d)})=\frac{1}{d!}\frac{\partial}{\partial\lambda_1}\dots\frac{\partial}{\partial\lambda_d}f(\lambda_1{\bold u}^{(1)}+\dots+\lambda_d{\bold u}^{(d)})\|_{\lambda=0}." S143 Q328
	Q17097792 P2534 "m = \int\int_{}{}\rho\ (x,y)\,dx\,dy, over the [[closed set]]." S143 Q328
	Q830654 P2534 "E_\mathrm{e} = \frac{\partial \Phi_\mathrm{e}}{\partial A}," S143 Q328
	Q241015 P2534 "\Bigg(\frac{a}{n}\Bigg) = \left(\frac{a}{p_1}\right)^{\alpha_1}\left(\frac{a}{p_2}\right)^{\alpha_2}\cdots \left(\frac{a}{p_k}\right)^{\alpha_k}\mbox{ where } n=p_1^{\alpha_1}p_2^{\alpha_2}\cdots p_k^{\alpha_k}." S143 Q328
	Q1376787 P2534 " 1 \mathrm{SLPM} = 1 \frac{\mathrm{standard\,litre}}{\mathrm{minute}} = 1.68875 \frac{\mathrm{Pa \cdot m^{3}}}{\mathrm s}," S143 Q328
	Q806352 P2534 "E_g(T)=E_g(0)-\frac{\alpha T^2}{T+\beta}, where ''E<sub>g</sub>''(0), α and β are material constants.<ref>[http//ece-www.colorado.edu/~bart/book/eband5.htm Temperature dependence of the energy bandgap]. Ece-www.colorado.edu. Retrieved on 2013-04-03.</ref>" S143 Q328
	Q1701125 P2534 " p = \sum_k p_k X^k, \quad p_k\in \mathbb{F}" S143 Q328
	Q337361 P2534 "s=\frac{k_R}{k_S}=e^{\Delta\Delta G^\ddagger/RT}" S143 Q328
	Q22907338 P2534 " \phi = 2 \arcsin \sqrt{p}" S143 Q328
	Q1057416 P2534 " Q(x)=a_nx^n+a_{n-1}x^{n-1}+\cdots+a_1x+a_0" S143 Q328
	Q1419761 P2534 "P_1A_2 \cdot P_2A_3 \cdot P_3A_1=P_1A_3 \cdot P_2A_1 \cdot P_3A_2." S143 Q328
	Q6378571 P2534 "C_{\mathrm{Katz}}(i) = \sum_{k=1}^{\infin}\sum_{j=1}^n \alpha^k (A^k)_{ji}" S143 Q328
	Q3406746 P2534 "(A \circ B)_{i,j} = (A)_{i,j} (B)_{i,j}." S143 Q328
	Q2709660 P2534 " \lambda = {\frac{x^TAx}{x^Tx}}={\frac{x^TB^TBx}{x^Tx}}={\frac{\\|Bx\\|^2}{\\|x\\|^2}} \ge 0." S143 Q328
	Q7990330 P2534 " \Delta_i = \underset{x , y \in C_i}{\text{max}} d(x,y) , which calculates the maximum distance." S143 Q328
	Q9289849 P2534 "\frac{P \land Q}{\therefore P}" S143 Q328
	Q655275 P2534 " -\frac{\hbar^2}{2 m} \frac{d^2 R(r)}{dr^2} + [E-V_\textrm{eff}(r)] R(r) = 0 " S143 Q328
	Q24964164 P2534 "g(S) = \sum_{i\in S} g(i)" S143 Q328
	Q2496713 P2534 "\Delta(p)=\int_0^\infty d\mu^2\rho(\mu^2)\frac{1}{p^2-\mu^2+i\epsilon}," S143 Q328
	Q17163363 P2534 " E(m) = 0\ \ \ \ \text{ if } m\leq b" S143 Q328
	Q818544 P2534 " x(k+1) = A x(k) + B u(k)" S143 Q328
	Q7069004 P2534 " \begin{bmatrix} A & B \\ C & D \end{bmatrix}^{-1} = \begin{bmatrix} E & F \\ G & H \end{bmatrix}. " S143 Q328
	Q4379157 P2534 "\operatorname{ad}_x \mathfrak{g}\to \mathfrak{g} \qquad \text{with} \qquad \operatorname{ad}_x (y) = [x,y]" S143 Q328Q2185349 P2534 "\partial_X \langle Y,Z \rangle = \langle \nabla_X Y,Z \rangle + \langle Y,\nabla_X Z \rangle, " S143 Q328
	Q6364428 P2534 "Lu(X) = f(X),\quad X\in \Omega,\qquad (1)" S143 Q328
	Q2226764 P2534 "u_{n} \rightharpoonup u_{0} \mbox{ as } n \to \infty." S143 Q328
	Q560348 P2534 "s(t) = \tfrac{1}{2}\underbrace{(s(t) + j \cdot \widehat s(t))}_{s_a(t)} + \tfrac{1}{2}\underbrace{(s(t) - j\cdot \widehat s(t))}_{s_a^*(t)}," S143 Q328
	Q5179253 P2534 "Z(H) \cong Z(G)/K." S143 Q328
	Q1366892 P2534 "P_i=\frac{\partial L}{\partial \dot{Q}_i}." S143 Q328
	Q7849339 P2534 "\frac{D_F X}{d s}=\frac{DX}{d s} - (X,\frac{DV}{d s}) V + (X,V)\frac{DV}{d s}," S143 Q328
	Q3575778 P2534 " PL\;=P_{Tx_{dBm}}-P_{Rx_{dBm}}\;=\;PL_0\;+\;10\gamma\;\log_{10} \frac{d}{d_0}\;+\;X_g," S143 Q328
	Q1405695 P2534 "T\mathcal{H} \to \mathcal{H}" S143 Q328
	Q4950096 P2534 " f X \to X " S143 Q328
	Q603296 P2534 "\operatorname{sig}(m_1 \ldots m_k) = (y_{1,m_1}, \ldots, y_{k,m_k}) = (s_1, \ldots, s_k)." S143 Q328
	Q1937853 P2534 "a^{K(p-1)} \equiv 1\pmod{p}" S143 Q328
	Q17008126 P2534 " A = S B \bar{S}^{-1} \, " S143 Q328
	Q7575016 P2534 " K_{M} = \frac{k_{r}+k_{cat}}{k_{f}}" S143 Q328
	Q1896 P2534 "f = \frac{1 cycle}{T}." S143 Q328
	Q3709922 P2534 "\sqrt{a_1 + \sqrt{a_2 + \sqrt{a_3 + \sqrt{a_4 + \cdots}}}}" S143 Q328
	Q2915997 P2534 "P_G = P_3 \cdot P_2 \cdot P_1 \cdot P_0" S143 Q328
	Q1071416 P2534 "Y_0 = \frac{1}{Z_0}\," S143 Q328
	Q7643177 P2534 " Q_o = \frac{\omega U} {P_d} ," S143 Q328
	Q645813 P2534 "\epsilon = 1 + \frac{1}{B^2}c^2 \mu_0 \rho" S143 Q328
	Q4455098 P2534 "g(x)=\int_a^b K(x,y) f(y)\,dy." S143 Q328
	Q467606 P2534 "{\varphi \;=\; \forall u\forall v(\exists w (x\times w=u\times v)\rightarrow(\exists w(x\times w=u)\lor\exists w(x\times w=v)))\land x\ne 0\land x\ne1,}" S143 Q328
	Q2221414 P2534 "(x_1,x_2,x_3)\cdot (y_1,y_2,y_3) = x_1y_1+x_2y_2+x_3y_3." S143 Q328
	Q5090573 P2534 "\Psi\,\! = sticking efficiency" S143 Q328
	Q6217304 P2534 " u(x,y) = \int\limits_{-\infty}^{\infty} f( x + t(y-x) ) dt. " S143 Q328
	Q40139 P2534 "R(u,v)w=\nabla_u\nabla_v w - \nabla_v \nabla_u w -\nabla_{[u,v]} w ." S143 Q328
	Q1588205 P2534 " \mathbf{v}=\nabla\varphi. " S143 Q328
	Q3855711 P2534 "g_{ab} = \partial_a X^\mu \partial_b X^\nu g_{\mu\nu}\ " S143 Q328
	Q190629 P2534 "\mathrm{C}_G(S)=\{g\in G\mid gs=sg \text{ for all } s\in S\}" S143 Q328
	Q382444 P2534 " \text{Marginal Cost }(MC) = \frac{\ dC}{\ dQ}" S143 Q328
	Q4890350 P2534 " \hat{f}(a) = \frac {1}{\sqrt{2^n}}\sum_{\scriptstyle{x \in \Z_2^n}} (-1)^{f(x) + a \cdot x} " S143 Q328
	Q3754514 P2534 "\theta = \frac {2 \pi}{\lambda} \left(x - vt \right) \ . " S143 Q328
	Q380576 P2534 "ds^2 = \Omega(z)^2\left\| \, dz + \mu(z) \, d\bar{z}\right\|^2," S143 Q328
	Q246506 P2534 "\mbox{Int}(S) = \{x \in X there exists a y \in S with y \leq x \} and" S143 Q328
	Q18206489 P2534 " V_{e} = wT + e^{ -rT } [ bTV_{u} + (1-bT) V_{e} ] \; , " S143 Q328
	Q549860 P2534 "\frac{y - y_0}{y_1-y_0} = \frac{x-x_0}{x_1-x_0}." S143 Q328
	Q3002819 P2534 "n^2=\frac{\rho}{\beta} " S143 Q328
	Q4291882 P2534 " S = \sum_{i=1}^n \|y_i - f(x_i)\|. " S143 Q328Q184876 P2534 "\mathbf{r} =[x^1,\ x^2,\ \dots\ , x^n] \ ." S143 Q328Q777017 P2534 "H(s) = \frac {1}{1+\alpha s}," S143 Q328
	Q903758 P2534 "\text{atom economy} = \frac{\text{molecular mass of desired product}}{\text{molecular mass of all reactants}} \times 100\%" S143 Q328
	Q17028025 P2534 "X_n=o_p(a_n) \," S143 Q328
	Q1635267 P2534 "CX = (X \times I)/(X \times \{0\})\," S143 Q328
	Q731686 P2534 " (x-3)x^{28}(x+3)(x^2-6)^{21}(x^2-2)^{27}.\ " S143 Q328
	Q5348622 P2534 "L(P,t) = \#(tP \cap L)\," S143 Q328
	Q5275338 P2534 "y_i=y_{i-1} \oplus x_i, \qquad (1)" S143 Q328
	Q2630528 P2534 " {1\over 2} < \left\lfloor \mathrm{mod}\left(\left\lfloor {y \over 17} \right\rfloor 2^{-17 \lfloor x \rfloor - \mathrm{mod}(\lfloor y\rfloor, 17)},2\right)\right\rfloor" S143 Q328
	Q11500795 P2534 " H = \int_0^t \exp\left(43.2-16115/T\right)\,dt\," S143 Q328
	Q541014 P2534 "m=\frac1R" S143 Q328
	Q401319 P2534 "\sum_{i=k}^{\infty} a_iT^{i/n}," S143 Q328
	Q381301 P2534 "\bar{\partial}" S143 Q328
	Q1751970 P2534 "sgn is the [[sign function]], \text{abs} is the [[absolute value]], and R_i is the [[Ranking\|rank]]. Notice that pairs 3 and 9 are tied in absolute value. They would be ranked 1 and 2, so each gets the average of those ranks, 1.5." S143 Q328
	Q5953995 P2534 " Wage=\frac{Capital}{Population}" S143 Q328
	Q1719529 P2534 " \text{EU} {{=}} 50.356 + 0.4W + (8.814\times10^{-4} \times W^2) - (1.116\times10^{-7} \times W^3)" S143 Q328
	Q7371615 P2534 "I = O + \frac{\Delta S}{\Delta t}, where" S143 Q328
	Q6549573 P2534 " \int_a^b f(x) \, dx " S143 Q328
	Q7269091 P2534 "\; - \log q_j." S143 Q328
	Q17105503 P2534 " \psi(\vec{r}) = e^{i(\vec{k}\cdot\vec{r})} " S143 Q328
	Q1522355 P2534 "i = \max\left\{\left\lfloor\frac{\left\lfloor\log_b m\right\rfloor}{k}\right\rfloor, \left\lfloor\frac{\left\lfloor\log_b n\right\rfloor}{k}\right\rfloor\right\} + 1." S143 Q328
	Q268493 P2534 "y^2 = x^3 + ax + b" S143 Q328
	Q3091478 P2534 "{M} = \frac{250}{f}." S143 Q328
	Q1543908 P2534 " C_{\Delta x, \Delta y}(i,j)=\sum_{p=1}^n\sum_{q=1}^m\begin{cases} 1, & \text{if }I(p,q)=i\text{ and }I(p+\Delta x,q+\Delta y)=j \\ 0, & \text{otherwise}\end{cases}" S143 Q328
	Q7227460 P2534 "g(x)=\sum_{j=0}^\infty \,a_j \sqrt[3]{x-q_j}." S143 Q328
	Q2748415 P2534 "K^2 \times S^1" S143 Q328
	Q331273 P2534 " \frac 1 \varphi = \varphi - 1;\; \varphi = \frac{1 + \sqrt{5}}{2} \approx 1.618 " S143 Q328
	Q952222 P2534 "\|a_{ii}\| \geq \sum_{j\neq i} \|a_{ij}\| \quad\text{for all } i, \," S143 Q328
	Q1349651 P2534 "\frac4n = \frac1x + \frac1y + \frac1z." S143 Q328
	Q1625040 P2534 "0 \to A \to B \to C \to 0" S143 Q328
	Q5239054 P2534 "E = \sum_T W_T \cdot H_T = \sum_T W_T \sum_R W_R \cdot \bar{D}_{T,R}." S143 Q328
	Q1536431 P2534 "S(\boldsymbol \beta) = \sum_{i=1}^m [y_i - f(x_i, \ \boldsymbol \beta) ]^2" S143 Q328
	Q918306 P2534 "{r_{critical}} = {k \over h}" S143 Q328
	Q1783502 P2534 " \lim_{k\to \infty} \frac{\|x_{k+1}-L\|}{\|x_k-L\|} = \mu." S143 Q328
	Q19597580 P2534 " (a_1,a_2,\ldots,a_n) " S143 Q328
	Q4183840 P2534 "1 + \frac{1}{2} + \frac{1}{3} + \cdots + \frac{1}{n} = \sum_{k=1}^n \frac{1}{k}" S143 Q328
	Q3007384 P2534 "\left(\exists n^1_1\exists n^1_2\cdots\exists n^1_{j_1}\right)\left(\forall n^2_1 \cdots \forall n^2_{j_2}\right)\left(\exists n^3_1\cdots\right)\cdots\left(Q_1 n^m_1 \cdots \right)\rho(n^1_1,\ldots n^m_{j_m},x_1,\ldots,x_k)" S143 Q328
	Q2894292 P2534 "\displaystyle\Delta_{\alpha<\delta} X_\alpha," S143 Q328
	Q3077416 P2534 "0\rightarrow H^2(E/F)\cap H^2(E/E\cap G_\infty) \rightarrow H^2(E/E\cap G_\infty)\rightarrow H^2(F/F\cap G_\infty)" S143 Q328
	Q1274918 P2534 "R_\mathrm{KW} = \frac{A}{\gamma^2}" S143 Q328
	Q4860585 P2534 "\hat{P}_\mu = i\hbar \partial_\mu" S143 Q328
	Q1988242 P2534 " \mathrm{BIC} = {-2 \cdot \ln{\hat L} + k \cdot \ln(n)}. \ " S143 Q328
	Q1274157 P2534 "\frac{P}{MC}=\frac{PED}{1+PED}." S143 Q328
	Q6253969 P2534 " I = S \sqrt{t}\ + A t " S143 Q328
	Q170924 P2534 "\frac {r \cdot B \cdot m}{n} " S143 Q328
	Q3782368 P2534 "r=\tfrac{1}{\sqrt{2}}\cos(2\varphi), \ 0\le \varphi <2\pi, (s. [[#Orthoptic of an astroid\|below]]). " S143 Q328
	Q206175 P2534 "\boldsymbol{\sigma}(\alpha u + \beta v) = \alpha\boldsymbol{\sigma}(u) + \beta\boldsymbol{\sigma}(v)" S143 Q328
	Q18158471 P2534 "2 d\sin\theta = n\lambda \,," S143 Q328
	Q7686758 P2534 "\operatorname{Th}(\R)\models\varphi." S143 Q328
	Q6507061 P2534 "A+B \rightleftharpoons AB\log K_{I} =\log \left(\frac{[AB]}{[A][B]} \right)=pK_I " S143 Q328
	Q646477 P2534 " R_N = 2B \, " S143 Q328
	Q7388452 P2534 "dF_t=\sigma_t F^\beta_t\, dW_t," S143 Q328
	Q16979202 P2534 " f(\zeta_1,\ldots,\zeta_n) = f(\zeta,\ldots,\zeta). \, " S143 Q328
	Q5758413 P2534 " S^1 = \{ ( \cos{\theta}, \sin{\theta} ) \, \| \, 0 \leq \theta < 2\pi \}." S143 Q328
	Q5659248 P2534 "F C \leftrightarrows D G" S143 Q328
	Q7241680 P2534 " \left( \frac{1}{2} \right)^x + \left( \frac{1}{4}\right)^x = 1" S143 Q328
	Q6517045 P2534 "m \leq H_\infty(X) - 2 \log\left(\frac{1}{\varepsilon}\right)" S143 Q328
	Q840922 P2534 "p_p = 1 - (1 - p_e)^N," S143 Q328
	Q7179155 P2534 " a(x)\dfrac{\mathrm{d}u}{\mathrm{d}x} + b(x)\dfrac{\mathrm{d}^2u}{\mathrm{d}x^2} = f(x),\quad x\in (0,L) \quad\&\quad u(0)=u_o, \left.\dfrac{\mathrm{d}u}{\mathrm{d}x}\right\|_{x=L}=u_L'" S143 Q328
	Q12725 P2534 "P = \text{work done per unit time} = \frac {QV}{t} = IV \," S143 Q328
	Q612143 P2534 "R = \Delta P / Q " S143 Q328
	Q2037595 P2534 "FM \times [0,1] \rightarrow M " S143 Q328
	Q5467490 P2534 "P_{x}(\Delta x)=P(x<X<x+\Delta\;x\mid\;X>x)=\frac{F_X(x+\Delta\;x)-F_X(x)}{(1-F_X(x))}" S143 Q328
	Q16949404 P2534 "\operatorname{C}(\rho) =\langle\rho^2\rangle / \langle\rho\rangle^2 " S143 Q328
	Q7496253 P2534 "(\sigma(\mathbf x))(n)=x_{n+1} for all ''n''." S143 Q328
	Q1069818 P2534 "c_1(L \otimes L') = c_1(L) + c_1(L');" S143 Q328
	Q5473289 P2534 " S_{FSA} = \begin{bmatrix} 1 & 0 \\ 0 & -1 \end{bmatrix} S_{BSA}" S143 Q328
	Q4955657 P2534 "\tau\; V\otimes V\longrightarrow V\otimes V \," S143 Q328
	Q961691 P2534 "\sup_{x_1,\ldots, x_n} \, \sup_{x \in \{x_1,\ldots, x_n\}} \, \sup_{y \in \{0,1\}^d} \mathbb E[T_{xy}] \le (1+o(1)) \frac{\log n}{H_k} , " S143 Q328
	Q5277271 P2534 "dP(E)\rightarrow P(E)\," S143 Q328
	Q1474119 P2534 " \mathbf{x}'^{\top} \mathbf{F x} = 0. " S143 Q328
	Q6060434 P2534 "\mathrm{Hom}_C(F(i),G(j))." S143 Q328
	Q10965882 P2534 " \forall t \exists ! s (\bigvee_{q\in Q} H_q (s,t))\land \neg\exists s \exists t (\bigvee_{q,q'\in Q, q\neq q} H_q(s,t)\land H_{q'} (s,t))" S143 Q328
	Q1747683 P2534 " p \overset{\alpha}{\rightarrow} p' " S143 Q328
	Q3417792 P2534 "S(-f) = S(f)^*, &nbsp; which is the [[complex conjugate]] of S(f)." S143 Q328
	Q2146125 P2534 "\frac{\rm d}{{\rm d}t}x(t)=f(t,x(t),x_t)," S143 Q328
	Q6956294 P2534 "\displaystyle{[L_m,L_n]=(m-n)L_{m+n} +{c\over 12} (m^3-m) \delta_{m+n,0}}" S143 Q328
	Q111983 P2534 "\int\limits_a^{a+1}\log\Gamma(t)\,\mathrm dt = \tfrac12\log2\pi + a\log a - a,\quad a\ge0." S143 Q328
	Q3775923 P2534 "O\left( 2^{n_1} \sum_{i>1} n_i\right)." S143 Q328Q2126650 P2534 "M(B) = \inf\{ m(V) \mid V \text{ is an open set with } B \subseteq V \subseteq X \} ." S143 Q328
	Q987226 P2534 "A(X) = k[x,y,z]/(xy - z) \cong k[x,y]" S143 Q328
	Q4713383 P2534 " \frac{x^3}{(1-x^2)(1-x^3)(1-x^4)} = x^3 + x^5 + x^6 + 2x^7 + x^8 + 3x^9 + \cdots. " S143 Q328
	Q7797291 P2534 "\Delta(t) = 2t-3+2t^{-1}, \," S143 Q328
	Q1528291 P2534 "X(L) = (-A^3)^{-w(L)}\langle L \rangle ," S143 Q328
	Q357300 P2534 "\lbrace \exp(j t) = \cosh(t) + j \sinh(t) t \in R \rbrace," S143 Q328
	Q5656525 P2534 " \| e^{-} \rangle \to \frac{\|v^{-}\rangle + i \|w^{-}\rangle}{\sqrt{2}} \to i \|c^{-} \rangle. " S143 Q328
	Q17104332 P2534 "a=(z_1,\dots,z_n) = (x_1+iy_1, \dots, x_n+iy_n) = (x_1,\dots,x_n) + i(y_1,\dots,y_n)=x+iy." S143 Q328
	Q7624555 P2534 " B = (\beta_1, \beta_2, \ldots, \beta_r) " S143 Q328
	Q249417 P2534 "\sigma \propto d^2\," S143 Q328
	Q5002457 P2534 "\displaystyle \alpha(t)= {\|t\|!\over t! \|S_t\|}," S143 Q328
	Q6002519 P2534 "\;K[C]=K[x,y]/(y^2+h(x)y-f(x))." S143 Q328
	Q15995090 P2534 " X{_i^?} = 1 iff y_i^{\prime\prime} = ?," S143 Q328
	Q581601 P2534 "\sum_{i=1}^n B \cdot 2^{i-1} = B (2^n - 1)" S143 Q328
	Q7675229 P2534 "\text{return}\colon A \to \left( A + E \right) = a \mapsto \text{value} \, a" S143 Q328
	Q4938867 P2534 "a(b(ac))=(a(ba))c, for every ''a'',''b'',''c'' in ''L''," S143 Q328
	Q847941 P2534 "A = \left(6+2\sqrt{3}\right)a^2 \approx 9.4641016a^2" S143 Q328
	Q583040 P2534 "R = \left( \frac{n_0 - n_S}{n_0 + n_S} \right)^2," S143 Q328
	Q83804 P2534 "E=\frac{1}{2}L\cdot I_L^2" S143 Q328
	Q898241 P2534 "E_{xc}^{\mathrm{LDA}}[\rho] = \int \rho(\mathbf{r})\epsilon_{xc}(\rho)\ \mathrm{d}\mathbf{r}\ ," S143 Q328
	Q1054106 P2534 "f(f(x))=x,\," S143 Q328
	Q5074299 P2534 "E^M_{\rm{(abs)}} = E^M_{\rm{(SHE)}}+(4.44 \pm 0.02)\ {\mathrm V}" S143 Q328
	Q1700613 P2534 "P=NM\bar{v^2}." S143 Q328
	Q5456319 P2534 "y\left( m \right) = a_0 + a_1 m + a_2 m^2" S143 Q328
	Q925922 P2534 "\dot{\underline{x}}=\mathbf{A}\underline{x}+\mathbf{B}\underline{u}; " S143 Q328
	Q17018341 P2534 "\sigma_\text{a} = \sigma_\text{fat}\times\left(1-\frac{\sigma_\text{m}}{\sigma_\text{ts}}\right)." S143 Q328
	Q5454716 P2534 " P(x<y)P(x<z) \leqslant P((x<y) \wedge (x<z))\," S143 Q328
	Q5446381 P2534 "\pi \colon E \to B\," S143 Q328
	Q2226962 P2534 " f(z)=e^{1/z}.\," S143 Q328
	Q656574 P2534 "\mathrm{4 \ P_2O_3 \rightleftharpoons 2 \ P + 3 \ P_2O_4}" S143 Q328
	Q1108687 P2534 " x^3 + 7x^2 + 8x + 2." S143 Q328
	Q6864698 P2534 "(p_i(t) x_i^\prime)^\prime + q_i(t) x_i = 0, \,\,\,\,\,\,\,\,\,\, x_i(a)=1,\,\, x_i^\prime(a)=R_i\, where i=1,2, \ldots, n. " S143 Q328
	Q3569038 P2534 " (\mathbf{a \times b})\mathbf {\cdot}(\mathbf{c}\times \mathbf{d}) \ ," S143 Q328
	Q5310264 P2534 "\inf_{x \in X} f(x). \," S143 Q328
	Q6489123 P2534 "\sum_{k=0}^n (-1)^k {n \choose k} (x - k)^n = n! <!-- feel free to unmathify this, if possible -->" S143 Q328
	Q4915794 P2534 "\#K_2 = \|N\zeta_F(-1)\|." S143 Q328
	Q7265302 P2534 "{ (2-q) \lambda e_q(-\lambda x)} " S143 Q328
	Q7574786 P2534 "\mathbf{x}\mapsto A\mathbf{x}+\mathbf{b}" S143 Q328
	Q7443745 P2534 "H(x,y) = \begin{pmatrix}f_{xx}(x,y) &f_{xy}(x,y)\\f_{yx}(x,y) &f_{yy}(x,y)\end{pmatrix}." S143 Q328
	Q22906475 P2534 " \dot{x} = A \sin z + C \cos y," S143 Q328
	Q907651 P2534 "\bigg. J = - D \frac{\partial \phi}{\partial x} \bigg. " S143 Q328
	Q7243579 P2534 "T = 2\pi\sqrt{I/\kappa}\," S143 Q328
	Q6394184 P2534 " \Delta P = - \rho g \Delta h , where" S143 Q328
	Q7622697 P2534 "R=1/2 DpAv^2 " S143 Q328
	Q6667873 P2534 "Z = \frac {\sum_{j=1}^J (O_{1j} - E_{1j})} {\sqrt {\sum_{j=1}^J V_j}}." S143 Q328
	Q210793 P2534 " I_D \approx I_{D0}e^{\begin{matrix}\frac{V_{GS}-V_{th}}{nV_{T}} \end{matrix}}, " S143 Q328
	Q16983946 P2534 "\psi(t) = {2 \over {\sqrt {3\sigma}\pi^{1 \over 4}}} \left( 1 - {t^2 \over \sigma^2} \right) e^{-t^2 \over 2\sigma^2}" S143 Q328
	Q2167111 P2534 "{Q_f} = {Q_{water}}\sqrt \frac{1}{Sg}" S143 Q328
	Q2995540 P2534 " n = N/V " S143 Q328
	Q4712316 P2534 " A\otimes_K K_v \simeq M_d(K_v). " S143 Q328
	Q17097337 P2534 "\mathbb{E}(W_i) = \frac{1+\rho_i}{2} \mathbb{E}(C) + \frac{(1+\rho_i) \text{Var}(C_i)}{2 \mathbb{E}(C)}" S143 Q328
	Q5323100 P2534 "S^n(2)\rightarrow \Omega S^{n+1}(2)\rightarrow \Omega S^{2n+1}(2)" S143 Q328
	Q1307251 P2534 " x = a \cos(\omega t) (1)" S143 Q328
	Q4129100 P2534 "x, y, z \in X where y \succeq x and z \succeq x ," S143 Q328
	Q1138045 P2534 "\mathbf{n} \cdot (\mathbf{r}-\mathbf{r}_0)=0." S143 Q328
	Q2383779 P2534 "\mbox{TC} = \bigcup_{i \geq 0} \mbox{TC}^i." S143 Q328
	Q1428736 P2534 "a_1 \geq a_2 \geq \cdots \geq a_n" S143 Q328
	Q1056661 P2534 "\Delta P =\; C\, a\; h\; \bigg(\frac {1}{T_o} - \frac {1}{T_i}\bigg)" S143 Q328
	Q1933581 P2534 "\mbox{NP} = \bigcup_{k\in\mathbb{N}} \mbox{NTIME}(n^k)" S143 Q328
	Q17105575 P2534 "J\, is the conduction-current density," S143 Q328
	Q7314220 P2534 "\Psi^k \chi (g) = \chi(g^k) \ . " S143 Q328
	Q842479 P2534 " {}^3_2\mathrm{He} + {}^2_1\mathrm H \to {}^4_2\mathrm{He} + \mathrm p (energy released 18.35 [[Electron volt\|MeV]])" S143 Q328
	Q861176 P2534 " \ x_d = (x - x_0)/(x_1 - x_0)" S143 Q328
	Q5156509 P2534 "\sum_{i=k}^{\infty} a_iT^{i/n}," S143 Q328
	Q4929982 P2534 "T^{\mu\nu} = \frac{1}{\mu_0} \left[ F^{\mu \alpha}F^\nu{}_{\alpha} - \frac{1}{4} \eta^{\mu\nu}F_{\alpha\beta} F^{\alpha\beta}\right] \,." S143 Q328
	Q17016081 P2534 "n(n+33)(n+46)(n+92)(n+74) \equiv n(n+3)(n+1)(n+2)(n+4) \mod 5," S143 Q328
	Q4695186 P2534 " \ell(\gamma)=\int_\gamma \rho(z) \, \|dz\|,\quad A(D)=\int_D\rho^2(x+iy) \, dx \, dy, \quad z=x+iy. " S143 Q328
	Q2478662 P2534 "\sin \alpha = \left( \frac{w}{l} \right)" S143 Q328
	Q157002 P2534 "4(p^2+q^2+r^2) \geq x^2+y^2+z^2." S143 Q328
	Q13846433 P2534 "\binom{p+q}{p}." S143 Q328
	Q645415 P2534 " \frac{S(t)}{M(t)} = E_Q\left[\left.\frac{S(T)}{M(T)} \right\| \mathcal{F}(t)\right]\qquad \forall\, t \leq T." S143 Q328
	Q4027001 P2534 " f(P)=(f_0,f_1,\ldots,f_{d-1}) " S143 Q328
	Q7433187 P2534 " \cos(x) + \cos(y) + \cos(z) = 0 \ .<ref>http//archive.msri.org/about/sgp/jim/geom/level/library/triper/index.html</ref>" S143 Q328
	Q7490358 P2534 "X^\flat = i_X g = g(X,.)" S143 Q328
	Q188347 P2534 "H = \frac{n}{\frac1{x_1} + \frac1{x_2} + \cdots + \frac1{x_n}} = \frac{n}{\sum\limits_{i=1}^n \frac1{x_i}} = \left(\frac{\sum\limits_{i=1}^n x_i^{-1}}{n}\right)^{-1}." S143 Q328
	Q5073753 P2534 "\mathfrak{R}=\operatorname{Hom}(\pi,G)." S143 Q328
	Q746825 P2534 "F = \frac{\mathrm{SNR}_\mathrm{in}}{\mathrm{SNR}_\mathrm{out}}" S143 Q328
	Q192047 P2534 "{R}_{MR} = vfd\,\!" S143 Q328
	Q3046593 P2534 "\sigma_\mathrm{Total}=\sigma_D = \sigma_S" S143 Q328
	Q4677542 P2534 " ev_G(x) = \{\chi \mapsto \chi(x) \} \ \text{ i.e. } \ ev_G(x)(\chi)=\chi(x) \in\mathbb{T}." S143 Q328
	Q25304456 P2534 "\\|P_{A_j} T P_{A_j}\\| \le \epsilon \\|T\\| \ \ \text{for all } j=1,\ldots,k." S143 Q328
	Q7619431 P2534 " c = G = k_\text{e} = e = 1 ." S143 Q328
	Q464118 P2534 "\lim_{b\to\infty} \int_a^bf(x)\, \mathrm{d}x, \qquad \lim_{a\to -\infty} \int_a^bf(x)\, \mathrm{d}x," S143 Q328
	Q3099784 P2534 "\,x^2 = Ny^2 + 1," S143 Q328
	Q7098850 P2534 "f_{\bar{\Omega}}(\alpha,\alpha^) = \frac{1}{\pi} \int \rho_{\bar{\Omega}}(\alpha,\alpha^) \|\alpha\rangle\langle\alpha\| \, d^2\alpha." S143 Q328
	Q647040 P2534 "J = \int_D \|\nabla u\|^2 \mathrm{d}x" S143 Q328
	Q2767837 P2534 " \mathrm{RMSD}=\sqrt{\frac{1}{N}\sum_{i=1}^N\delta_i^2}" S143 Q328
	Q4162366 P2534 "F = \frac{1}{2} \sum_{i=1}^N ( k_x v_{i,x}^2 + k_y v_{i,y}^2 + k_z v_{i,z}^2 )." S143 Q328
	Q908207 P2534 "\operatorname{DTIME}\big(f(n) \big) \subsetneq \operatorname{DTIME} \big(f(n) \sdot \log^{2}(f(n)) \big)." S143 Q328
	Q211981 P2534 "dy/dt=-3y+yz\quad\text{and}\quad dz/dt=z+y^2." S143 Q328
	Q17015385 P2534 " \frac{2}{n} = \frac{1}{3} \frac{1}{n} +\frac{5}{3} \frac{1}{n} (n divisible by 5)" S143 Q328
	Q7879841 P2534 "\hat F[\{\phi_j\}](1) = \hat H^{\text{core}}(1)+\sum_{j=1}^{N/2}[2\hat J_j(1)-\hat K_j(1)]" S143 Q328
	Q803847 P2534 "a^{\varphi (n)} \equiv 1 \pmod{n}" S143 Q328
	Q6961432 P2534 "\mathcal{L}=\,i\,\bar{\psi}\partial\!\!\!/\psi+\frac{\lambda}{4} \,\left [\left(\bar{\psi}\psi\right)\left(\bar{\psi}\psi\right)-\left(\bar{\psi}\gamma^5\psi\right)\left(\bar{\psi}\gamma^5 \psi\right)\right]=\, i\,\bar{\psi}_L\partial\!\!\!/\psi_L+\,i\,\bar{\psi}_R\partial\!\!\!/\psi_R+\lambda \,\left(\bar{\psi}_L \psi_R\right)\left(\bar{\psi}_R\psi_L \right)." S143 Q328
	Q2821580 P2534 "\cos \theta_o=\frac{\cos \theta_s-\frac{v}{c}}{1-\frac{v}{c} \cos \theta_s} \," S143 Q328
	Q4456437 P2534 "Y_t = \alpha_0+ \alpha_1 X_{t,1} + \alpha_2 X_{t,2} + u_t \," S143 Q328
	Q136980 P2534 " \Delta \varphi = \frac {2 \pi d} {\lambda} = \frac {2 \pi x \sin \theta} {\lambda}" S143 Q328
	Q5887297 P2534 "\left[-\ -\right] C^{op} \times C \to C" S143 Q328
	Q5370161 P2534 "-\frac{\hbar^2}{2 m} \frac{d^2 \psi}{d x^2} + V(x) \psi = E \psi \quad (1)" S143 Q328
	Q52389 P2534 " (A+B+C+D)-(C+E)-A = B+D-E" S143 Q328
	Q3604864 P2534 "\frac{\partial y}{\partial t'} + u \frac{\partial y}{\partial x} = d \frac{\partial^2 y}{\partial x^2}." S143 Q328
	Q7446189 P2534 "\varprojlim \pi_S^0(BG^{(k)}_+) \to \hat{A}(G)." S143 Q328
	Q5441614 P2534 "f_p(t)=\sum_{a=0}^{p-1} \left (\frac{a}{p}\right )t^a\," S143 Q328
	Q539558 P2534 " \frac {\mathrm{DOF}_2} {\mathrm{DOF}_1} \approx \frac {d_1} {d_2}" S143 Q328
	Q1136043 P2534 "f_n(z) = z-1+\frac{1}{n}, \qquad z \in \mathbb C " S143 Q328
	Q1075846 P2534 " {81\over64} \cdot {80\over81} = {{1\cdot5}\over{4\cdot1}} = {5\over4}" S143 Q328
	Q902696 P2534 "\mathbf{u} = \left(U(z)+u'(x,z,t), 0 ,w'(x,z,t)\right)," S143 Q328
	Q693104 P2534 "F=\frac{\pi^2 EI}{(KL)^2}" S143 Q328
	Q1340324 P2534 "W= \mu F n " S143 Q328
	Q1309313 P2534 "\mathrm{Ric} = kg" S143 Q328
	Q225987 P2534 "\left(\frac{p}{5}\right) = \begin{cases} 1 &\textrm{if}\;p \equiv \pm1 \pmod 5\\ -1 &\textrm{if}\;p \equiv \pm2 \pmod 5. \end{cases}" S143 Q328
	Q3878705 P2534 "T_{zz}(z) \sim \sum_a j^a_z (z) j^a_z(z)" S143 Q328
	Q4866358 P2534 "B = [\beta_1,\beta_2,...,\beta_k] " S143 Q328
	Q3072260 P2534 "\ H(s)=\frac{Y(s)}{X(s)}" S143 Q328
	Q898254 P2534 "I=I_\mathrm{S} \left( e^\frac{V_\text{D}}{n V_\text{T}} - 1 \right)" S143 Q328
	Q17015268 P2534 "\Psi(H) = \|A\| (1 + \min\{\log \|B\| \log \log \|B\|, \log \|B\| \log \|A\|\}/f(H))" S143 Q328
	Q25303972 P2534 "S=-k_B\times\sum_i n_i p_i \ln p_i" S143 Q328
	Q5178900 P2534 "\mathrm{Cov}(x, y) = \int_{H} \langle x, z \rangle \langle y, z \rangle \, \mathrm{d} \mathbf{P} (z)" S143 Q328
	Q5449227 P2534 " \sigma^{2}_{r} = \sigma^{2}_{s} + \sigma^{2}_{f}" S143 Q328
	Q834884 P2534 "L(A) = L \cup \{c_a a \in A\}." S143 Q328
	Q484298 P2534 "\chi(M \mathbin{\#} N) = \chi(M) + \chi(N) - 2.\," S143 Q328
	Q7366728 P2534 "L(C)=\Omega(\operatorname{Cr}(C)^{3/4})\," S143 Q328
	Q2615625 P2534 "\mathbf{S} = \mathbf{\hat{n}}S" S143 Q328
	Q777924 P2534 "y^m = x^n + 1,\ " S143 Q328
	Q15300737 P2534 "\mathbf u(\mathbf X,t)=u_i\mathbf e_i\,\!" S143 Q328
	Q7998248 P2534 "\langle X_1,\dots,X_k \rangle\," S143 Q328
	Q5166872 P2534 "\underset{n \times 1}{\mathbf{y}} = \underset{n \times p}{\mathbf{X}} \quad \underset{p \times 1}{\boldsymbol{\beta}} \quad + \quad \underset{n \times 1}{\boldsymbol{\epsilon}}" S143 Q328
	Q5418752 P2534 " P\left(k\right)\sim k^{-\gamma}" S143 Q328
	Q925040 P2534 "\frac{dN_B}{dt} = \lambda_A N_A - \lambda_B N_B ," S143 Q328
	Q3532262 P2534 "M_f =\frac{(I \times X)}{(1,x)\sim (0,f(x))}" S143 Q328
	Q1144564 P2534 "\mathbf{M} = C \cdot \frac{\mathbf{B}}{T}," S143 Q328Q5178094 P2534 "[\phi, [\chi, \psi]] = [[\phi, \chi], \psi] + [\chi, [\phi, \psi]]" S143 Q328
	Q360886 P2534 " X_T=C+\mu RX \, " S143 Q328
	Q979223 P2534 "TCR = \left(\frac{l_{\mathrm{sum~of~pieces}}}{l_\mathrm{tot~core~run}}\right)\times 100 % " S143 Q328
	Q1786419 P2534 " T t \mapsto -t." S143 Q328
	Q164296 P2534 "\sum_{\lambda_1,\,\lambda_2\in\mathrm{Spec}(H)}\lang\psi_{\lambda_1}\mid \psi_{\lambda_2}\rang=\delta_{\lambda_1\lambda_2}" S143 Q328
	Q6094393 P2534 "\sum,\ \prod,\ \bigcup, and \bigcap, respectively." S143 Q328
	Q596579 P2534 " Q\ = \frac{{{V}_O}_2}{{C}_A - {C}_V} " S143 Q328
	Q7520806 P2534 "S = \frac{m(m^3+1)}{2}." S143 Q328
	Q515895 P2534 "\operatorname{logit}(p)=\log\left( \frac{p}{1-p} \right) =\log(p)-\log(1-p)=-\log\left( \frac{1}{p} - 1\right). \!\," S143 Q328
	Q4438527 P2534 "\mu_i-\mu_j \, " S143 Q328
	Q594666 P2534 "k_O Segregation coefficient" S143 Q328
	Q17076647 P2534 "\mu_\mathrm{N} = {{e \hbar} \over {2 m_\mathrm{p}}}" S143 Q328
	Q1055058 P2534 " H[A] = \int_{- \infty}^\infty S(\operatorname{Cr} \lbrace A \geq t \rbrace )\,dt" S143 Q328
	Q5308785 P2534 "E^{(2)} = \sum_{l=1}^{\infty} E_l^{(2)} = \sum_{l=1}^{\infty} - \frac{Q^2 \alpha_l}{2 R^{2l + 2}}" S143 Q328
	Q2394548 P2534 "h_{\ast}\colon\, \pi_k(X) \to H_k(X) \,\!" S143 Q328
	Q5447238 P2534 " (m_L, m_{U}) = \frac{1}{(1-g)} \left[\frac{a}{b} - \frac{g\nu_{12}}{\nu_{22}} \mp \frac{t_{r,\alpha}s}{b} \sqrt{\nu_{11} - 2\frac{a}{b}\nu_{12} + \frac{a^2}{b^2} \nu_{22} - g\left(\nu_{11} - \frac{\nu_{12}^2}{\nu_{22}}\right)} \right]" S143 Q328
	Q841032 P2534 "R(q)=P(q)\cdot q . " S143 Q328
	Q13563306 P2534 " \frac{dI}{dx}=-QI \,\!" S143 Q328
	Q9250577 P2534 "\Pr(\text{exact})=\sum_{\mathbf{y}\,\,T(\mathbf{y})\ge T(\mathbf{x)}} \Pr(\mathbf{y})" S143 Q328
	Q900590 P2534 "\left( \frac{\partial ( \Delta G^\ominus/T ) } {\partial T} \right)_p = - \frac {\Delta H} {T^2}" S143 Q328
	Q1162633 P2534 " y=p^{-1} H = \int_0^t H(u) du= t H(t) ." S143 Q328
	Q7576711 P2534 " \sum_{j=1}^N \sigma_j^2 = N " S143 Q328
	Q7115644 P2534 "\text{OCR}_\text{DATE} = \frac{\text{OCR} \times \text{Depth} \times \text{Mean temperature} \times \text{Mean rainfall}}{\text{Mean texture} \times \sqrt{pH}\times\sqrt{\%C}\times 14.4888}" S143 Q328
	Q1573178 P2534 "v(p,w)=u(x(p,w))." S143 Q328
	Q4405347 P2534 " A_\text{drag} = \frac{1}{2m}\rho_\text{air} v^2 \cdot 0.47 \cdot \pi \left(\frac{D}{2}\right)^2" S143 Q328
	Q4839668 P2534 " P(x)=1+\sum_{k=1}^\infty p_k x^k=1+2x+3x^2+5x^3+7x^4+\cdots" S143 Q328
	Q284028 P2534 "z=f(x,y)" S143 Q328
	Q7576724 P2534 "\hat{H} = - \frac{\nabla_1^2}{2} - \frac{\nabla_2^2}{2} + \frac{1}{u}" S143 Q328
	Q5988007 P2534 "N_{B/A}\colon \mathcal{I}_B \to \mathcal{I}_A" S143 Q328
	Q3683307 P2534 "\sum_{t=1}^{\infty}\delta^t 35=\frac{\delta}{1-\delta}35." S143 Q328
	Q125728 P2534 " \int \mathcal{D}\phi F[\phi(x)]F[\phi(\bar{x})]^* e^{-S[\phi]}=\int \mathcal{D}\phi_0 \int_{\phi_+(\tau=0)=\phi_0} \mathcal{D}\phi_+ F[\phi_+]e^{-S_+[\phi_+]}\int_{\phi_-(\tau=0)=\phi_0} \mathcal{D}\phi_- F[\bar{\phi}_-]^* e^{-S_-[\phi_-]}. " S143 Q328
	Q1257456 P2534 "x(t) = t - \lfloor t \rfloor = t - \operatorname{floor}(t)" S143 Q328
	Q17103844 P2534 "\chi_{\text{1}}(\omega)=\frac{Nq^2}{m\varepsilon_0} \frac{1}{\omega_\mathrm{0}^2-\omega^2-\tfrac{i\omega}{\tau}} " S143 Q328
	Q284347 P2534 "U_A = \bigcap_{x \in A} G_x. " S143 Q328
	Q5310181 P2534 " f E \rightarrow E' " S143 Q328
	Q25346368 P2534 "\left[ { - \frac{{{\hbar ^2}}}{{2m}}{\nabla ^2} + V\left( {\bf{r}} \right)} \right]\psi \left( {\bf{r}} \right) = i\hbar \frac{{\partial \psi \left( {\bf{r}} \right)}}{{\partial t}}" S143 Q328
	Q916953 P2534 "r= \frac{K}{K-1} \left[ 1 - \frac{\sum_{i=1}^K p_i q_i}{\sigma^2_X} \right] " S143 Q328
	Q177604 P2534 "\mathrm{R{-}OH\ +\ R'{-}X\ \longrightarrow\ R{-}O{-}R'\ +\ H{-}X}" S143 Q328
	Q7306326 P2534 "\rho_S (t) = \mathrm{Tr}_E [U_t \rho_{SE} (0) U_t^\dagger] " S143 Q328
	Q7316304 P2534 " {\prod_i}' G_i\, " S143 Q328
	Q1056595 P2534 "\sum_{n=0}^\infty (-1)^n\,a_n or \sum_{n=1}^\infty (-1)^{n-1}\,a_n" S143 Q328
	Q1289366 P2534 "F(x;s,\theta) = F(x/s;1,\theta), \!" S143 Q328
	Q1425605 P2534 "\tau=-E'\frac{v^{2}}{c^{2}}\sin2\alpha'" S143 Q328
	Q430954 P2534 "\frac{P \or Q, \neg P}{\therefore Q}" S143 Q328
	Q2024397 P2534 "3x + 5y = 8." S143 Q328
	Q3497142 P2534 " PA+PB+PC\geq 2(PU+PV+PW),\," S143 Q328
	Q1469423 P2534 "L_qN\to\mathbf R,\qquad L_q(x) = \operatorname{dist}(x,q)^2\," S143 Q328
	Q954404 P2534 "L_p(x) = \frac{\sum_{k=1}^n x_k^p}{\sum_{k=1}^n x_k^{p-1}}." S143 Q328
	Q1640479 P2534 "A \Rightarrow B \to \lnot A \lor B" S143 Q328
	Q1413102 P2534 "\boldsymbol{\mu}_\text{I} = g_\text{I}\mu_\text{N}\mathbf{I}," S143 Q328
	Q4874469 P2534 "p(\theta \| y, \xi) = \frac{p(y \| \theta, \xi) p(\theta)}{p(y \| \xi)} \, ," S143 Q328
	Q7331156 P2534 " p(n;H) \approx 1 - e^{-n(n-1)/(2H)} \approx 1-e^{-n^2/(2H)}, \," S143 Q328
	Q1555242 P2534 "\lambda(g)h\mapsto gh,\text{ for all }h\in G." S143 Q328
	Q7268996 P2534 "E\mathcal{B}\otimes\mathcal{B}\to\mathcal{B}" S143 Q328Q5450391 P2534 " \mathbf{V}_{grid} = \mathbf{I}_f \times \mathbf{Z}_{grid}" S143 Q328
	Q2184037 P2534 "\Delta_0\log f = -K f^2," S143 Q328
	Q4811558 P2534 "-\frac{d M_{biomass}}{d t} E_{yield, biomass} = P_{biomass} M_{biomass} (4)" S143 Q328
	Q1269645 P2534 "p(x)=x^n+p_{n-1}x^{n-1}+\cdots+p_0=(x-z_1)\cdots(x-z_n)" S143 Q328
	Q1911970 P2534 "d = \sum_{i=0}^{N-1}f(x_i)." S143 Q328
	Q961202 P2534 "z_0=a_0 e^{i k_0 t}," S143 Q328
	Q7783058 P2534 "Thermal \ lag (s) = {\sqrt {1 \over {2 * \alpha * \Omega}} * L}" S143 Q328
	Q4633426 P2534 " q =\begin{pmatrix}a & b \\ c & d \end{pmatrix}, " S143 Q328
	Q1304927 P2534 "V = \frac {2 \pi r^2 h}{3} \;." S143 Q328
	Q1778987 P2534 "\Gamma = \frac{V_{rev}}{V_{fwd}}" S143 Q328
	Q6901642 P2534 "\phi_{A,B}FA\bullet FB\to F(A\otimes B)" S143 Q328
	Q19655060 P2534 "\liminf_{n\to\infty}\left(p_{n+1}-p_n\right)\leq 600," S143 Q328
	Q7359788 P2534 "E = Emergency = f(S,T,D)." S143 Q328
	Q4688947 P2534 "\displaystyle P_n(x;a,b,c;q)={}_3\phi_2(q^{-n},abq^{n+1},x;aq,cq;q,q) " S143 Q328
	Q475790 P2534 "C=\frac{e^2}{\Delta E}." S143 Q328
	Q4663326 P2534 " \chi(X,E) = \sum_{i=0}^{\dim_{\mathbb{C}} X} (-1)^{i} \dim_{\mathbb{C}} H^{i}(X,E) " S143 Q328
	Q5448268 P2534 "n = { n_0 + \bar{n}_2I} " S143 Q328
	Q4168281 P2534 "\eta = 1 - \sqrt{\frac{T_L}{T_H}}" S143 Q328
	Q1317202 P2534 " 0\rightarrow \Omega^0(M) \xrightarrow{d_0} \Omega^1(M)\xrightarrow{d_1} \cdots\xrightarrow{d_{n-1}} \Omega^n(M)\xrightarrow{d_n} 0 " S143 Q328
	Q25098739 P2534 "R \overset{f}\to X \times X \overset{\operatorname{pr}_i}\to X, \, i = 1,2," S143 Q328
	Q1056429 P2534 "I_{sp} = v_e (check if dimensionally correct)" S143 Q328
	Q1194225 P2534 "f\colon X \rightarrow T" S143 Q328
	Q7430620 P2534 "E_{tot} = E_{inc} + E_{scatt} \ " S143 Q328
	Q5515482 P2534 " G_x(t,f) = \int_{-\infty}^\infty e^{-\pi(\tau-t)^2}e^{-j2\pi f\tau}x(\tau) \, d\tau " S143 Q328
	Q1068463 P2534 "\left( \frac{\partial ( \Delta G^\ominus/T ) } {\partial T} \right)_p = - \frac {\Delta H} {T^2}" S143 Q328
	Q193788 P2534 "E_{\rm ext}= E_{\rm sc} \cdot \left(1+0.033412 \cdot \cos\left(2\pi\frac{{\rm dn}-3}{365}\right)\right)," S143 Q328
	Q17002467 P2534 "0 < r < R \leq \rho," S143 Q328
	Q1571298 P2534 " H = -t \sum_{\langle i,j \rangle,\sigma}( c^{\dagger}_{i,\sigma} c_{j,\sigma}+ c^\dagger_{j,\sigma}c_{i,\sigma}) + U \sum_{i=1}^N n_{i\uparrow} n_{i\downarrow}, " S143 Q328
	Q529985 P2534 "v=\sqrt{2gy}," S143 Q328
	Q5073772 P2534 "P = \exp(- \beta Q) or P = \exp(+ \beta Q) " S143 Q328
	Q169917 P2534 " E=\pm\sqrt{\gamma_0^2\left(1+4\cos^2{\frac{k_ya}{2}}+4\cos{\frac{k_ya}{2}} \cdot \cos{\frac{k_x\sqrt{3}a}{2}}\right)}" S143 Q328
	Q7454786 P2534 "L(P\|\|Q)=\frac{(\|P\|+\|Q\|)!}{\|P\|!\|Q\|!} L(P)L(Q)," S143 Q328
	Q594135 P2534 " x=A\sin(at+\delta),\quad y=B\sin(bt)," S143 Q328
	Q5300056 P2534 "5\mathbb{Z} and 7\mathbb{Z} are ideals;" S143 Q328
	Q17098054 P2534 "(I J) = \{r \in R \| rJ \subset I\}" S143 Q328
	Q5091194 P2534 "K_M\le k." S143 Q328
	Q5685101 P2534 "m_H(\Sigma) = \sqrt{\frac{\text{Area}\,\Sigma}{16\pi}}\left( 1 - \frac{1}{16\pi}\int_\Sigma H^2 da \right), " S143 Q328
	Q1073118 P2534 "\zeta(0)= -B_1=-\tfrac{1}{2}.\!" S143 Q328
	Q5039177 P2534 "{P \over Q} = {{X + \sigma (\ell_1 + \alpha )} \over {Y + \sigma (100 - \ell_1 + \beta)}}" S143 Q328
	Q5025006 P2534 " a^4 + b^4 + c^4 + d^4 = (a + b + c + d)^4 \, " S143 Q328
	Q552456 P2534 "\mathbf J = \sigma (-\boldsymbol \nabla V + \mathbf E_{\rm emf})" S143 Q328
	Q903886 P2534 "\mathrm{Gz} = {D_H \over L} \mathrm{Re}\, \mathrm{Pr}" S143 Q328
	Q34027 P2534 " m(\phi)=\frac{\pi}{180}R\phi_{\rm degrees}= R\phi_{\rm radians}." S143 Q328
	Q412639 P2534 " Lk_o=bp/10.4" S143 Q328
	Q336233 P2534 "h (0, x_1, \ldots, x_k) = f (x_1, \ldots, x_k) \, and" S143 Q328
	Q663290 P2534 " \frac{\mathrm{d}B}{\mathrm{d}t} \le 0 \mbox{ is equivalent to } \frac {\mathrm{d}S_{total}}{\mathrm{d}t} \ge 0 \qquad \mbox{(1)} " S143 Q328
	Q16002489 P2534 "D=\,(\eta,\eta)_{K}," S143 Q328
	Q5588295 P2534 " \displaystyle \exp(xf(t)) = \sum_nG_n(x;a,b)t^n/n!" S143 Q328
	Q5347435 P2534 "ECI=AD \times ECD\!" S143 Q328
	Q1091448 P2534 "\operatorname{E}\bigl[(X)_r\bigr] = \operatorname{E}\bigl[ X(X-1)(X-2)\cdots(X-r+1)\bigr]," S143 Q328
	Q6203 P2534 "n_0 = \frac{p_0N_{\rm A}}{RT_0}" S143 Q328
	Q7643356 P2534 "E^2 \propto \|\vec p\|^2" S143 Q328
	Q446488 P2534 " D(S,c) = \frac{1}{\|S\|}\sum_{f_{i}\in S}I(f_{i};c) ." S143 Q328
	Q6934570 P2534 "I(\theta ) = \frac{{I_0 N\Delta V}} {{(kr)^2}}i(\theta )," S143 Q328
	Q2709287 P2534 "\mathrm{supp} (\mu) = \overline{\{ A \in \Sigma \mid \mu (A) > 0 \}}" S143 Q328
	Q1969983 P2534 "\mathrm d \varphi_x\mathbf R^m\to\mathbf R^n\ ." S143 Q328
	Q7990014 P2534 "J_1^2+J_2^2+J_3^2=\frac{1}{4}(j^2-1)I" S143 Q328
	Q216197 P2534 "z=c\;T\;\log(P_o/P),<ref>http//www.hills-database.co.uk/altim.html</ref>" S143 Q328
	Q45286 P2534 " \det(AB) = \sum_{S\in\tbinom{[n]}m} \det(A_{[m],S})\det(B_{S,[m]})." S143 Q328
	Q4447674 P2534 " Q_A=-\int\limits_{\text{Voronoi cell }A}\Big(\rho (\mathbf{r})-\sum_B \rho_B (\mathbf{r} )\Big) d \mathbf{r}" S143 Q328
	Q650670 P2534 "N^k = 0\," S143 Q328
	Q18354462 P2534 " (\pi_x;\sigma_{u_x(1)},\ldots,\sigma_{u_x(n)})\in S_n\times S_m^n," S143 Q328
	Q17089455 P2534 "\bigwedge GFP_{i}" S143 Q328
	Q22909082 P2534 "\eta_n=(\eta_n(x))_{x\in S}," S143 Q328
	Q6543809 P2534 "\mathrm{H}^n(\mathfrak{g}; M) = \mathrm{Ext}^n_{U\mathfrak{g}}(R, M)" S143 Q328
	Q1516844 P2534 "\mbox{TED spread} = {\mbox{3-month LIBOR rate} - \mbox{3-month T-bill interest rate}}" S143 Q328
	Q3045347 P2534 "K=\frac{\mathrm{[S]} ^\sigma \mathrm{[T]}^\tau \cdots } {\mathrm{[A]}^\alpha \mathrm{[B]}^\beta \cdots }" S143 Q328
	Q337701 P2534 "Z = \frac{\hat u}{\hat \imath} = \frac{U_\mathrm{AC}}{I_\mathrm{AC}}." S143 Q328
	Q2277954 P2534 "\Box A^\nu - \partial^\nu (\partial_\mu A^\mu) + m^2 A^\nu = j^\nu, where" S143 Q328
	Q5513417 P2534 "\Phi_{S} = P_{S}z_{S}^2\frac{V_{m}F^{2}}{RT}\frac{[\mbox{S}]_{i} - [\mbox{S}]_{o}\exp(-z_{S}V_{m}F/RT)}{1 - \exp(-z_{S}V_{m}F/RT)} " S143 Q328
	Q7051812 P2534 " \mathcal{N} (X) \cong [X,G/O], and \mathcal{N}^{PL} (X) \cong [X,G/PL], and \mathcal{N}^{TOP} (X) \cong [X,G/TOP]." S143 Q328Q7782453 P2534 "I = I_{L} - I_{D} - I_{SH}" S143 Q328
	Q3984056 P2534 " H = H_A \otimes H_B. " S143 Q328
	Q754940 P2534 "E(R_i) = R_f + \beta_{i}(E(R_m) - R_f)" S143 Q328
	Q1275153 P2534 "L(\boldsymbol\theta; \mathbf{X}) = p(\mathbf{X}\|\boldsymbol\theta) = \sum_{\mathbf{Z}} p(\mathbf{X},\mathbf{Z}\|\boldsymbol\theta) " S143 Q328
	Q7170406 P2534 " \mathbf{J_m} = \nabla\times\mathbf{M} " S143 Q328
	Q7925 P2534 " Z = A R^b ," S143 Q328
	Q970119 P2534 " X \subseteq \bigcup_{\alpha \in A}U_{\alpha}." S143 Q328
	Q611952 P2534 "U = \langle E \rangle = \sum_{i=1}^N p_i \,E_i\ ." S143 Q328
	Q2105205 P2534 "\int f\, d\mu_n \to \int f\, d\mu" S143 Q328
	Q5054342 P2534 "\frac { dU(r,w)}{ dr} - ik(w)U(r,w)=0 \quad (1.1)" S143 Q328
	Q4237208 P2534 "\mathrm{overlap}(X,Y) = \frac{\| X \cap Y \| }{\min(\|X\|,\|Y\|)}" S143 Q328
	Q1106825 P2534 "CI(t)=1-e^{-IR(t) \cdot D}\, ." S143 Q328
	Q5264316 P2534 "Rim thickness = Module \sqrt{\frac{N}{2N_A}}," S143 Q328
	Q2037529 P2534 " \mathbf{F} = \sum_{i=1}^N m_i\mathbf{A}_i,\quad \mathbf{T} = \sum_{i=1}^N (\mathbf{r}_i-\mathbf{R})\times (m_i\mathbf{A}_i), " S143 Q328
	Q5332932 P2534 " (a \circ b) \otimes (c \circ d) = (a \otimes c) \circ (b \otimes d)" S143 Q328
	Q928051 P2534 "P \equiv \log_{10} \frac {p_i} {f_B T}" S143 Q328
	Q13053 P2534 "\begin{smallmatrix} {\delta} = \frac{d_S}{D_S}\end{smallmatrix}" S143 Q328
	Q1602819 P2534 "\langle u, A u \rangle = \int_0^1 u(x) u'(x) \, \mathrm{d} x = - \frac1{2} u(0)^2 \leq 0," S143 Q328
	Q7247760 P2534 "\,x(t)=(C+m(t))\cos(\omega t)." S143 Q328
	Q1087688 P2534 "f_1 \cdot V_1 + f_2 \cdot V_2 = 0" S143 Q328
	Q6859648 P2534 "[FS(\langle a_n \rangle_{n=0}^\infty)]^k_< = \left \{ \left \{ \sum \alpha_1, \ldots , \sum \alpha_k \right \} \alpha_1 ,\cdots , \alpha_k \in \mathcal{P}_f(\mathbb{N})\text{ and }\alpha_1 <\cdots < \alpha_k \right \}." S143 Q328
	Q1092241 P2534 "EQ = \operatorname{Brain weight}\over\operatorname{0.12}\cdot\operatorname{Body weight}^{0.66}<ref name=Holloway />" S143 Q328
	Q7319684 P2534 " H^{ex}= \frac {b_1 X_1 b_2 X_2}{b_1 X_1 +b_2 X_2} \left( \frac{\sqrt{a_1}}{b_1}- \frac{\sqrt{a_2}}{b_2} \right)^2" S143 Q328
	Q25288 P2534 "F_g = m g \, ," S143 Q328
	Q734219 P2534 "f_2(c) = \\|x-c\\|_2" S143 Q328
	Q1558545 P2534 "\pi^H^(M)\longrightarrow H^*(E). \, " S143 Q328
	Q3705517 P2534 "n = \frac{A}{{4\over 3} \pi R^3}" S143 Q328
	Q7135458 P2534 "\langle P_2\rangle=\eta\mathbf{H}^2" S143 Q328
	Q448559 P2534 "R^2 = \mathbf{c}^\top R_{xx}^{-1}\, \mathbf{c}," S143 Q328
	Q4683190 P2534 "X\cup_f Y = (X\amalg Y) / \{f(A) \sim A\}." S143 Q328
	Q2731491 P2534 "<math chem>n{\ce C} + (n - x + 1)\ce{H2 ->} {\ce C}_n{\ce H}_{2n - 2x + 2} (where x = [[Degree of Unsaturation\|Degrees of Unsaturation]])" S143 Q328
	Q3900011 P2534 " 2A_{n+1} = \sum_{k=0}^n \binom{n}{k} A_k A_{n-k}" S143 Q328
	Q7624462 P2534 "{1 \over a(t_\mathrm{em})} = 1 + z." S143 Q328
	Q1057392 P2534 "I_{D}=\mathbf{L}\cdot\mathbf{N} C I_{L}," S143 Q328
	Q2280635 P2534 "\mathbf{Q}^m = \mathbf{k}^m \mathbf{q}^m + \mathbf{Q}^{om} \qquad \qquad \qquad \mathrm{(1)}" S143 Q328
	Q5196335 P2534 "V_{SM} = -\lambda (H^\dagger H) + \mu(H^\dagger H)^2" S143 Q328
	Q17149863 P2534 " f(x,\cdot) [[upper semicontinuous]] and [[quasiconvex function\|quasiconcave]] on Y, \forall x\in X, and" S143 Q328
	Q128218 P2534 "n_e = N\nu_A - M -z" S143 Q328
	Q1126859 P2534 "l= \frac{1}{2} k \lambda = \frac{1}{2} k \frac{c}{f}" S143 Q328
	Q7092335 P2534 " R = \frac{p(O_{fg}\|I,I_t)}{p(O_{bg}\|I, I_t)} = \frac{p(I\|I_t, O_{fg})p(O_{fg})}{p(I\|I_t, O_{bg})p(O_{bg})}, " S143 Q328
	Q1712877 P2534 "1-\frac{L}{{{(Ho)}{(PR)}+{NDL}}} &nbsp;&nbsp;" S143 Q328
	Q124340 P2534 "E(x)=E_0 \exp{(-\frac{x}{R_0})}" S143 Q328
	Q4072884 P2534 "P_1,P_2,P_3,P_4\to P." S143 Q328
	Q4455138 P2534 "M(E) = \sum_{F \subseteq E} (-1)^{\|E \backslash F\|} g(F)." S143 Q328
	Q7315963 P2534 "f_i = \frac{A_i} {A_{st}} f_{st} " S143 Q328Q5427896 P2534 "\sum_{n=1}^\infty2^{-n}\xi_n," S143 Q328
	Q1884366 P2534 "\mu=\frac{m v_{\perp}^2}{2 B}" S143 Q328
	Q1318586 P2534 " \int_K \| f \|\, \mathrm{d}x <+\infty," S143 Q328
	Q339199 P2534 "P U \to S" S143 Q328
	Q3550684 P2534 " \|M\|^2 \leq \mbox{Im}(M)" S143 Q328
	Q23835453 P2534 "s(n) = c_1 s(n-1) + c_2 s(n-2) + \cdots + c_d s(n-d)," S143 Q328
	Q1575043 P2534 " \mbox{Handicap differential} = \frac{ ( \mbox{Equitable Stroke Control} - \mbox{course rating} ) \times 113}{ \mbox{slope rating}} " S143 Q328
	Q1207920 P2534 "!n = (n - 1) (!(n-1) + !(n-2)).\," S143 Q328
	Q5596712 P2534 "\mathrm{Re}=\frac{Vd}{\nu}\ " S143 Q328
	Q5191431 P2534 "H^i(X/W)=\lim_{\leftarrow}H^i(X/W_n)" S143 Q328
	Q1786292 P2534 "x + y = z.\ " S143 Q328
	Q11750728 P2534 "F = 0.7tL(UTS)" S143 Q328
	Q3796745 P2534 "K=\frac {\varepsilon^3}{36k(1-\varepsilon)^2}d^2 " S143 Q328
	Q752487 P2534 "E_K(P)=C \Leftrightarrow E_{\overline{K}}(\overline{P})=\overline{C}" S143 Q328
	Q19426 P2534 "V = 2.468 Y^{1/3} - 1.636." S143 Q328
	Q213673 P2534 "\frac{a}{r} = \frac{r}{s} = \frac{s}{2a} .\ " S143 Q328
	Q2520550 P2534 "\dot{x} = Ax + Bu" S143 Q328
	Q1370759 P2534 "\frac {R_U}{r_e}\approx \frac{r_H}{r_e} \approx 10^{42} ," S143 Q328
	Q7394685 P2534 "y_{t}=\gamma_{0}+\gamma_{1}y_{t-1}+\gamma_{2}y_{t-2}+...+\gamma_{p}y_{t-p}+\epsilon_{t}.\," S143 Q328
	Q1755512 P2534 "x_1 c_1 + x_2 c_2 \ge 0" S143 Q328
	Q3326851 P2534 "\sum_{k=1}^\infty z_k=s \quad\iff\quad \lim_{n\to\infty}\sum_{k=1}^n\frac{z_k^n}{\Pi_k(z_1,\ldots,z_n)}=s" S143 Q328
	Q17008559 P2534 "x\alpha^2 +y\alpha +z=0.\," S143 Q328
	Q3402800 P2534 " a^2 + b^2 = c^2\, " S143 Q328
	Q25111159 P2534 "\begin{pmatrix} 0&F\\-F&0\end{pmatrix}" S143 Q328
	Q275565 P2534 "(z_1,z_2,z_3) \in \mathbf{C}^3,\qquad (z_1,z_2,z_3)\neq (0,0,0)" S143 Q328
	Q4907693 P2534 " F,f R^{n_x} \times R^{n_y} \to R" S143 Q328
	Q2399647 P2534 "Z = \int_{0}^{Dmax} N_0 e^{-\Lambda D} D^6dD " S143 Q328
	Q7595769 P2534 "((C, j), f, (x_1, \ldots, x_n))\," S143 Q328
	Q6991377 P2534 "F(u)(x) = f \big( x, u(x) \big)." S143 Q328
	Q4955534 P2534 " x^2 - 92y^2 = 1." S143 Q328
	Q6867850 P2534 "n V_{1} (K, L) = \lim_{\varepsilon \downarrow 0} \frac{V (K + \varepsilon L) - V(K)}{\varepsilon}," S143 Q328
	Q6707085 P2534 "\dot{x} = f(t,x)+G(t,x)[u+\delta(t, x, u)]" S143 Q328Q3882459 P2534 " { \partial^2 p \over \partial x ^2 } - {1 \over c^2} { \partial^2 p \over \partial t ^2 } = 0 " S143 Q328
	Q867330 P2534 "M = b_1(G,t) = \operatorname{rank}H_1(G,t)," S143 Q328
	Q3978062 P2534 "(x,\theta,\bar{\theta})" S143 Q328
	Q845727 P2534 "(L/D)_{max} = \frac{1}{2} \sqrt{\frac{\pi \epsilon AR}{C_{D,0}}},<ref>{{cite web\|author=Loftin, LK, Jr.\|title=Quest for performance The evolution of modern aircraft. NASA SP-468\|url=http//www.hq.nasa.gov/pao/History/SP-468/cover.htm\|accessdate=2006-04-22}}</ref>" S143 Q328
	Q1440360 P2534 "\|L_i\|+\frac12\|L_{i+1}\|+\frac14\|L_{i+2}\|+\cdots+\frac1{2^j}\|L_{i+j}\|+\cdots," S143 Q328
	Q1030113 P2534 "\nu = p/q,\ " S143 Q328
	Q12806125 P2534 " \frac{1}{E^\prime} - \frac{1}{E} = \frac{1}{m_{\text{e}} c^2}\left(1-\cos \theta \right) " S143 Q328
	Q6621303 P2534 "C = \,2\pi r" S143 Q328
	Q1140119 P2534 "\oint_\gamma f(z)\,dz = 0" S143 Q328
	Q5758408 P2534 "\mathbb{Z}/n\mathbb{Z} \simeq \mathbb{Z}/p\mathbb{Z} \times \mathbb{Z}/q\mathbb{Z}" S143 Q328
	Q5188192 P2534 "\frac{d A}{dz} =-i \gamma_{\\|}\|A\|^2A," S143 Q328
	Q7233738 P2534 "0 \to Q^\epsilon(M) \to B(M) \stackrel{1-\epsilon T}{\longrightarrow} B(M) \to Q_\epsilon(M) \to 0 " S143 Q328
	Q5321 P2534 "V=I \cdot R." S143 Q328
	Q190453 P2534 "\nu = -\frac{d\varepsilon_\mathrm{trans}}{d\varepsilon_\mathrm{axial}} = -\frac{d\varepsilon_\mathrm{y}}{d\varepsilon_\mathrm{x}}= -\frac{d\varepsilon_\mathrm{z}}{d\varepsilon_\mathrm{x}} " S143 Q328
	Q6664705 P2534 "\Delta(x,y)=\|\{ix_i \neq y_i\}\|" S143 Q328
	Q25048711 P2534 " KL-distance(D, D') \ge TV-distance(D, D') \ge Kolmogorov-distance(D, D') " S143 Q328
	Q7524238 P2534 " u(t) = \begin{cases} b, & \phi(x,\lambda,t)<0 \\ ?, & \phi(x,\lambda,t)=0 \\ a, & \phi(x,\lambda,t)>0.\end{cases}" S143 Q328
	Q30634 P2534 " A = -\frac{8}{3} \pi \left \langle \boldsymbol{\mu}_n \cdot \boldsymbol{\mu}_e \right \rangle \|\Psi (0)\|^2\qquad \mbox{(c.g.i)}" S143 Q328
	Q992526 P2534 "\mathrm{\Beta}(n,m)= {(n-1)!(m-1)! \over (n+m-1)!}={n+m \over nm{n+m \choose n}}" S143 Q328
	Q546972 P2534 " \text{Assets} = \text{Liabilities} + \text{Owner's Equity} " S143 Q328
	Q1591095 P2534 "\mathrm{diam}\;U =\sup\{\rho(x,y)\|x,y\in U\}, \quad \mathrm{diam}\;\emptyset=0" S143 Q328
	Q611705 P2534 "p(x,y) = \sum\limits_{i=0}^3 \sum_{j=0}^3 a_{ij} x^i y^j." S143 Q328
	Q7315512 P2534 " V_0 = BV_0 + \sum_{t=1}^{\infty} { RI_t \over (1+r)^t }" S143 Q328
	Q7449314 P2534 "A^T A = I \text{ or } A A^T = I. \, <ref > Abadir, K.M., Magnus, J.R. (2005). Matrix Algebra. Cambridge University Press.</ref>" S143 Q328
	Q3711780 P2534 "\mathbf{A} \sim W_p(\Sigma, m) \qquad \mathbf{B} \sim W_p(\Sigma, n)" S143 Q328
	Q4680731 P2534 " \alpha\beta\gamma\delta\epsilon\zeta\eta\theta\iota\kappa\lambda\mu\nu\xi\omicron\pi\rho\sigma\tau\upsilon\varphi\chi\psi\omega. \, " S143 Q328
	Q1071270 P2534 "\Delta\varphi=f" S143 Q328
	Q5915856 P2534 " H_u(x) = x - 2\langle x,u \rangle u\," S143 Q328
	Q2562379 P2534 " \Omega=\frac{\Delta q\Delta p}{\int \Delta q\Delta p},\;\;\; \int \Delta q\Delta p = const., " S143 Q328
	Q967999 P2534 "\frac{5n^2 - 3n}{2}." S143 Q328
	Q1293742 P2534 "\begin{bmatrix} z\\ v \end{bmatrix} = \mathbf{P}(s)\, \begin{bmatrix} w\\ u\end{bmatrix} = \begin{bmatrix}P_{11}(s) & P_{12}(s)\\P_{21}(s) & P_{22}(s)\end{bmatrix} \, \begin{bmatrix} w\\ u\end{bmatrix}" S143 Q328
	Q7139901 P2534 "\int_{-W}^W f(x - \frac{u}{t})g(u)du \rarr f(x)\int_{-W}^W g(u)du for t\rarr\infty because of continuity, and \int_{-W}^W g(u)du \rarr \int_{-\infty}^\infty g(u)du=1 for W\rarr\infty. [[UserBo Jacoby\|Bo Jacoby]] ([[User talkBo Jacoby\|talk]]) 1304, 25 May 2012 (UTC)." S143 Q328
	Q2308311 P2534 "q_n = \sum_{i = 0}^n 2^{-a_i - 1}." S143 Q328Q772102 P2534 " f(z) = \sum_{k=-\infty}^\infty a_k (z-a)^k" S143 Q328
	Q621512 P2534 "h\colon F\times [-1,1]\to M " S143 Q328
	Q15918317 P2534 "\mathbf{E}(z, t) = \operatorname{Re}\! \left[\mathbf{E}_0 e^{i(kz - \omega t)}\right]\! ," S143 Q328
	Q3525434 P2534 "\det(\mathbf{B})=\operatorname{pf}^2(\mathbf{B}) \, " S143 Q328
	Q25098875 P2534 "(f/g)^n + a_1 (f/g)^{n-1} + \dots + a_n = 0" S143 Q328
	Q5494134 P2534 "\left( f_{n(k)} \right) \subseteq (f_{n}) \subset \mathrm{BV}([0, T]; X)" S143 Q328
	Q3150409 P2534 " F_{ST} = \frac{\sigma^2_S}{\sigma^2_T} = \frac{\sigma^2_S}{\bar{p}(1-\bar{p})}" S143 Q328
	Q7885110 P2534 "N_1/(N_1\cap N_2)\cap N_2/(N_1\cap N_2)=\{0\}." S143 Q328
	Q1049064 P2534 "f^*\omega'=\omega," S143 Q328
	Q7922777 P2534 "\exp(-\beta \varepsilon(\mbox{state})) = \prod_\mbox{vertices} \exp(-\beta \varepsilon_{ij}^{k\ell})" S143 Q328
	Q971184 P2534 " \frac{\partial n(x,t)}{\partial t}=\frac{1}{2}\int^x_0K(x-y,y)n(x-y,t)n(y,t)\,dy - \int^\infty_0K(x,y)n(x,t)n(y,t)\,dy." S143 Q328
	Q3113127 P2534 "S = \frac{R_{F_1}-R_{F_0}}{\lambda_1 - \lambda_0}" S143 Q328
	Q5380785 P2534 "b(t) = b1 \times e ^ {\frac{-t}{\tau}}" S143 Q328
	Q17005664 P2534 " \pi Y\to \Sigma\to X \qquad\qquad (1)" S143 Q328
	Q295046 P2534 " \frac{dX}{dt} = \alpha . X - \beta . X . Y" S143 Q328Q2719767 P2534 "f(ax + by) = \bar{a}f(x) + \bar{b}f(y)" S143 Q328
	Q1855669 P2534 "(g \cdot f)(x) = f(g^{-1} (x)) \qquad \forall x \in V, g \in G, f\in k[V]. " S143 Q328
	Q652707 P2534 " d_Y(f(x_1), f(x_2)) \le K d_X(x_1, x_2).<ref>{{Citation \| last1=Searcóid \| first1=Mícheál Ó \| title=Metric spaces \| url=http//books.google.de/books?id=aP37I4QWFRcC \| publisher=[[Springer-Verlag]] \| location=Berlin, New York \| series=Springer undergraduate mathematics series \| isbn=978-1-84628-369-7 \| year=2006}}, section 9.4</ref>" S143 Q328
	Q2338709 P2534 "\int_0^1 x^{n-1}(1 - x)^{n-1} \, dx" S143 Q328
	Q584028 P2534 "b_t=t_i-t_a\;" S143 Q328
	Q1386253 P2534 "F = \frac{\text{explained variance}}{\text{unexplained variance}} ," S143 Q328
	Q755003 P2534 "\frac {d\theta}{ds} = 2a^2 s" S143 Q328
	Q12204658 P2534 "x \circ y = \frac12 (x \cdot y + y \cdot x)," S143 Q328
	Q2620519 P2534 "\eta\colon S^3 \to S^2, " S143 Q328
	Q446180 P2534 "Doppler = 180,000^o/s = 720 \left( \frac{75 \times 10^9}{3 \times 10^8} \right) = 720 \left( \frac{Velocity \times Transmit \ Frequency}{C} \right)" S143 Q328
	Q5111650 P2534 " \sum_{j=0}^n \frac{f_j(x) f_j(y)}{h_j} = \frac{k_n}{h_n k_{n+1}} \frac{f_n(y) f_{n+1}(x) - f_{n+1}(y) f_n(x)}{x - y}" S143 Q328
	Q5047041 P2534 "\phiM\rightarrow N" S143 Q328
	Q1022111 P2534 "\text{If }\lim_{x \to c} f(x) = L_1 \text{ and }\lim_{x \to c} g(x) = L_2 \text{ then}" S143 Q328
	Q7907501 P2534 "PC IOPS (mean)=1/[0.5/SSD IOPS (Iwrite)] + [0.5/SSD IOPS (Iread)]" S143 Q328
	Q796147 P2534 "\hat{N} = \frac{Kn}{k}," S143 Q328
	Q7295777 P2534 " (p\|q)_4 (q\|p)_4 = (-1)^{(q-1)/4} (aB-bA\|q)_2 \ . " S143 Q328
	Q1787158 P2534 "(K, \langle \cdot,\,\cdot \rangle, J) " S143 Q328
	Q5163937 P2534 "C_x(t, f)=\int_{-\infty}^{\infty}\int_{-\infty}^{\infty}A_x(\eta,\tau)\Phi(\eta,\tau)\exp (j2\pi(\eta t-\tau f))\, d\eta\, d\tau," S143 Q328
	Q7249460 P2534 " \text{find} \; x \in \mathcal{R}^n \quad\text{such that}\; x \in C \cap D " S143 Q328
	Q985864 P2534 "-\mathrm{d}\gamma\ = \Gamma_1\mathrm{d}\mu_1\, + \Gamma_2\mathrm{d}\mu_2\,," S143 Q328
	Q1609031 P2534 "[\eta]=KM^a" S143 Q328
	Q1132952 P2534 "f(\alpha \mathbf{v})=\alpha f(\mathbf{v})" S143 Q328
	Q1603273 P2534 " B = {\left ( \frac{4}{5} \right )}^{3/2} \frac{\mu_0 n I}{R}," S143 Q328
	Q5358002 P2534 " \mathcal{E} = -N {{d\Phi_B} \over dt} <ref>{{cite web\|last=Nave\|first=Carl R.\|title=Faraday's Law\|url=http//hyperphysics.phy-astr.gsu.edu/hbase/electric/farlaw.html\|work=HyperPhysics\|publisher=Georgia State University\|accessdate=29 August 2011}}</ref>" S143 Q328
	Q278770 P2534 "\mathrm{Rp}(A,a) = \forall x(x \in A \leftrightarrow x \in a)." S143 Q328
	Q17098178 P2534 " E = [\rho_{sw} \cdot S_{Basin} \cdot (H_{Tide} - H_{Head})] \cdot g \cdot H_{Head}, (1)" S143 Q328
	Q468718 P2534 "\mathrm{{}^{4}_{3}Li}\ \xrightarrow{\ \mathrm{91 ys}}\ \mathrm{{}^{3}_{2}He} + \mathrm{{}^{1}_{1}H} " S143 Q328
	Q502563 P2534 "J(S_w) = \frac{p_c(S_w) \sqrt{k/\phi}}{\gamma \cos \theta}" S143 Q328
	Q16766069 P2534 "c_1^2+c_2 \equiv 0 \pmod{12}, " S143 Q328
	Q17105932 P2534 "Q = -\lambda dT/dz \," S143 Q328
	Q5137654 P2534 "\langle K(g)F, Y \rangle = \langle F, \mathrm{Ad}(g^{-1})Y \rangle for g \in G, Y \in \mathfrak{g}, F \in \mathfrak{g}^*," S143 Q328
	Q903715 P2534 " T_c \approx \frac{1}{D_s}" S143 Q328
	Q4841579 P2534 "X^\alpha _0 = \{0\};\ \ X^\alpha_{n+1} = \bigcup_\gamma X^{\beta_{\gamma+1}}_n\setminus \beta_\gamma" S143 Q328
	Q5349800 P2534 "\frac{x^2e^x}{(e^x-1)^2}" S143 Q328
	Q5141344 P2534 "y_{t_1}(t) = x(t-t_1)*h_{t_1}(t)," S143 Q328
	Q57228 P2534 "H\cap H^x=\{1\} for all x\in G-H." S143 Q328
	Q22909237 P2534 "\lambda k^\square \lambda\alpha^{k \to k} \lambda\beta^k\!. \alpha (\alpha \beta) \;\; \Pi k \square((k \to k) \to k \to k)." S143 Q328
	Q5527857 P2534 "\textbf{R}_{x}(\tau) = \sigma^{2}e^{-\beta \|\tau\|}.\," S143 Q328
	Q6934844 P2534 " \frac{\partial \theta_f}{\partial t} + \nabla \cdot ( \theta_f \bold{u}_f ) = 0," S143 Q328
	Q17098043 P2534 "f(\mathbf{x})=\mathcal{S}\boxtimes_{n=1}^N \mathbf{w}_n(x_n)," S143 Q328
	Q5260688 P2534 "\delta (y)=\frac{2\pi}{\lambda}[n_2-n_1]\left (2y-a\right ) .<ref>" S143 Q328
	Q8094 P2534 "E = \frac{1}{2} \rho A v^3 t" S143 Q328
	Q7941944 P2534 "\frac{1}{\tau_C} = \frac{1}{\tau_U}+\frac{1}{\tau_M}+\frac{1}{\tau_B}+\frac{1}{\tau_{ph-e}}" S143 Q328
	Q7856594 P2534 "\,\! P_n(x)^2 > P_{n-1}(x)P_{n+1}(x)\text{ for }-1<x<1." S143 Q328
	Q17102744 P2534 "\mathrm{ch}(f_{K}(x)) = f_{H}(\mathrm{ch}(x) e^{d(v_f)/2}\hat{A}(v_f))," S143 Q328
	Q2741788 P2534 "a\,x \equiv 1 \pmod{m}." S143 Q328
	Q3554813 P2534 "k[x_1, \ldots, x_n]/I" S143 Q328
	Q50707 P2534 "\mu(n) = (-1)^{2x} = 1\," S143 Q328
	Q6692699 P2534 " \rho^{\mathrm{ent}}(X) = \frac{1}{\theta}\log\left(\mathbb{E}[e^{-\theta X}]\right) = \sup_{Q \in \mathcal{M}_1} \left\{E^Q[-X] -\frac{1}{\theta}H(Q\|P)\right\} \,<ref>{{cite book\|first1=Hans\|last1=Föllmer\|first2=Alexander\|last2=Schied\|title=Stochastic finance an introduction in discrete time\|publisher=Walter de Gruyter\|year=2004\|edition=2\|isbn=978-3-11-018346-7\|page=174}}</ref>" S143 Q328
	Q1322294 P2534 " A + B = \{\mathbf{a}+\mathbf{b}\,\|\,\mathbf{a}\in A,\ \mathbf{b}\in B\}." S143 Q328
	Q515375 P2534 " \mathbf{A = L L}^{*}" S143 Q328
	Q5134802 P2534 "d \tau = \int_P \sqrt {dt^2 - dx^2/c^2 - dy^2/c^2 - dz^2/c^2}." S143 Q328
	Q5033382 P2534 "(7=0\times 2^3+1\times 2^2+1\times 2^1+1\times 2^0 = 4+2+1)" S143 Q328
	Q5003703 P2534 "B^x value \left ( O,t \right ) = \left [ indexpartition \right ]_2 + \left [ xrep \right ]_2" S143 Q328
	Q4920043 P2534 "\frac{1+2+3+6}{4}=3," S143 Q328
	Q1135706 P2534 "u_1(z) \le u_2(z) \le ..." S143 Q328
	Q2582545 P2534 " \alpha \sum_{i=1}^{M} N_i P_i " S143 Q328
	Q5014579 P2534 "1-\left(\frac{364}{365}\right)^{22} --[[UserBmk\|Bmk]] 0234, 14 August 2006 (UTC)" S143 Q328
	Q1252145 P2534 "(\mathbb Z_2)^n \rtimes S_n" S143 Q328
	Q7785054 P2534 "\frac{d^3y}{dx^3},\quad f'''(x),\quad\text{or }\frac{d^3}{dx^3}[f(x)]." S143 Q328
	Q515911 P2534 "M\cdot V_T =\sum_{i} (p_i\cdot q_i)=\mathbf{p}^\mathrm{T}\mathbf{q}" S143 Q328
	Q25304377 P2534 "u(x,t) = \frac{1}{(4\pi (t_0-t))^{n/2}}\exp\left(-\frac{\|x-x_0\|^2}{4(t_0-t)}\right)." S143 Q328
	Q1454111 P2534 "\ (4,3) = 4 e_1 + 3 e_2 where 'multiplication' is defined so that \ 4 e_1 = e_1 + e_1 + e_1 + e_1. " S143 Q328
	Q5421941 P2534 "\forall x_1\dots\forall x_n(R(x_1,\dots,x_n)\leftrightarrow\phi(x_1,\dots,x_n))," S143 Q328
	Q7520885 P2534 "x'=x+(x+y+...)*F" S143 Q328
	Q3749881 P2534 "s = \frac{a+b+c}{2}." S143 Q328
	Q1253446 P2534 " f = \frac{64}{\mathrm{Re}}" S143 Q328
	Q7833061 P2534 " \cos x = \frac{e^{ix} + e^{-ix}}{2} " S143 Q328
	Q4391529 P2534 "f(x)=\sum^n_{i=1}x_if(e_i)," S143 Q328
	Q2345125 P2534 "\ F = pA" S143 Q328
	Q3925833 P2534 "\begin{bmatrix} x_{n+1}\\ y_{n+1} \end{bmatrix} = \begin{bmatrix} 1 & 1 \\ 1 & 2\end{bmatrix} \begin{bmatrix} x_n\\ y_n\end{bmatrix} " S143 Q328
	Q17122739 P2534 " \sum_i d(\mathbf{x_i}, \hat{\mathbf{x_i}})^2 + d(\mathbf{x_i}', \hat{\mathbf{x_i}}')^2" S143 Q328
	Q1186649 P2534 "A(BC)=(AB)C, where ''A'', ''B'' and ''C'' are any elements of the algebra ([[associativity]])" S143 Q328
	Q17086776 P2534 "\min_{w\in\mathbb{R}^d} \frac{1}{n}\sum_{i=1}^n (y_i- \langle w,x_i\rangle)^2+ \lambda \\|w\\|_1, \quad \text{ where } x_i\in \mathbb{R}^d\text{ and } y_i\in\mathbb{R}." S143 Q328
	Q17106009 P2534 "U(t+\bigtriangleup t,w)=U(t,w)\exp \bigg(\|\frac{w}{w_r}\|^{-\gamma} \frac{\|w\|\bigtriangleup t}{2Q(w)}\bigg) \exp \bigg( i\|\frac{w}{w_r}\|^{-\gamma} w\bigtriangleup t\bigg) \quad (1)" S143 Q328
	Q1230601 P2534 "{}^q\!D={1 \over M_{q-1}}={1 \over \sqrt[q-1]{{\sum_{i=1}^R p_i p_i^{q-1}}}}=\left ( {\sum_{i=1}^R p_i^q} \right )^{1/(1-q)}" S143 Q328
	Q1509676 P2534 "\Delta v = v_\text{e} \ln \frac {m_0} {m_1}" S143 Q328
	Q1756412 P2534 " \text{real cost (production)} = M \cdot \cfrac{\int_{T_1}^{T_2} \frac{dC}{dt} \, dt}{\int_{T_1}^{T_2} \frac{dP}{dt} \, dt}" S143 Q328
	Q1067728 P2534 "v_s = \sqrt{\frac{\gamma_{e}ZK_{B}T_e+\gamma_{i}K_{B}T_i}{M}}" S143 Q328
	Q5251582 P2534 " \oint_S \mathbf{B} \cdot {\rm d}\mathbf{l}= \mu_0 \oint_S \left ( \mathbf{J} + \epsilon_0 \frac{\partial \mathbf{E}}{\partial t} \right ) \cdot {\rm d}\mathbf{A} \,\!" S143 Q328
	Q3773126 P2534 "\lim_{h \to 0}\frac{f(x+h) - f(x-h)}{2h}.<ref name="Mercer2014">{{cite book\|author=Peter R. Mercer\|title=More Calculus of a Single Variable\|year=2014\|publisher=Springer\|isbn=978-1-4939-1926-0\|page=173}}</ref><ref name="tp1">Thomson, p. 1</ref>" S143 Q328
	Q649792 P2534 "CV = e(p_1, u_1) - e(p_1, u_0)" S143 Q328
	Q1477735 P2534 "\mathbf{STFT}\{x(t)\}(\tau,\omega) \equiv X(\tau, \omega) = \int_{-\infty}^{\infty} x(t) w(t-\tau) e^{-j \omega t} \, dt " S143 Q328
	Q7915763 P2534 " \lim_{n\to 0} {Z^n-1\over n}=\ln Z." S143 Q328
	Q5499609 P2534 "t_{\text{orbit}} = \frac{2 \pi}{\sqrt {G(M+m)}} \left(\frac{R}{2}\right)^{3/2}=\frac{\pi R^{3/2}}{\sqrt{2 G(M+m)}}." S143 Q328
	Q1477053 P2534 "\left\|f_n(x)\right\| \le M" S143 Q328
	Q6734194 P2534 "\mathrm{GL}_n(\mathbb{R})/\mathrm{GL}_n(\mathbb{Z})" S143 Q328
	Q458825 P2534 "T = \left(\frac{r}{2GM} - 1\right)^{1/2}e^{r/4GM}\sinh\left(\frac{t}{4GM}\right)" S143 Q328
	Q5384032 P2534 "X_t^{\tau_{k}} = X_{\min \{ t, \tau_k \}}" S143 Q328
	Q5179938 P2534 "k=\varphi + \sqrt{\varphi} \approx 2.89005 \ ," S143 Q328
	Q17162938 P2534 " \Delta E \Delta t \gtrapprox \frac{\hbar}{2}. " S143 Q328
	Q5280348 P2534 " V(x) = -\int w(x)\, dx" S143 Q328
	Q2361910 P2534 "r = \frac{3GM}{c^{2}}" S143 Q328
	Q17093206 P2534 "\frac{R_{\text{ac}}}{\mu L} = a B_{\text{max}} f + c f + e f^2" S143 Q328
	Q2037287 P2534 "\log_{10}P = A - \frac{B}{C + T}," S143 Q328
	Q11887 P2534 "\displaystyle i^2 = j^2 = k^2 = ijk = -1" S143 Q328
	Q5251835 P2534 "M_{d,k}=\begin{cases}1+d\frac{(d-1)^k-1}{d-2}&\text{ if }d>2\\2k+1&\text{ if }d=2\end{cases}" S143 Q328
	Q4907197 P2534 "\forall x, x' \in X, f(x) = f(x') \Rightarrow x = x'.\ " S143 Q328
	Q17004731 P2534 "\mathrm P(A_n, \ldots , A_1) = \mathrm P(A_n \| A_{n-1}, \ldots , A_1) \cdot\mathrm P( A_{n-1}, \ldots , A_1)" S143 Q328
	Q7336295 P2534 " \sigma(w) = \sqrt{w' \Sigma w}" S143 Q328
	Q4666526 P2534 "y_{t_1}(t) = x(t-t_1)*h_{t_1}(t)," S143 Q328
	Q1756697 P2534 "\psi(I) = k I ^a , \,\!" S143 Q328
	Q1068118 P2534 "Z=\int_{p^2\leq \Lambda^2} \mathcal{D}\phi \exp\left[-S_\Lambda[\phi]\right]." S143 Q328
	Q3754606 P2534 " \mathbf{J}_\nu(z)=\frac{1}{\pi} \int_0^\pi \cos (\nu\theta-z\sin\theta) \,d\theta" S143 Q328
	Q7631133 P2534 " X\boxtimes X^* \boxtimes \cdots \boxtimes X,\,\, X^\boxtimes X \boxtimes \cdots \boxtimes X^, \,\, X^* \boxtimes X \boxtimes \cdots \boxtimes X,\,\, X\boxtimes X^* \boxtimes \cdots \boxtimes X^*." S143 Q328
	Q7604346 P2534 " (\ln n)^{O(\ln\,\ln\,\ln n)}." S143 Q328
	Q177596 P2534 "\tan(\alpha)=\frac{v}{c}=\beta." S143 Q328
	Q1269719 P2534 "x \geq \lfloor x \rfloor ," S143 Q328
	Q17152684 P2534 " U(\phi) = \frac{\Phi_0 I_c}{2\pi}[1-\cos(\phi)]," S143 Q328
	Q7607564 P2534 "W=\{x\in R^n\mid\forall f\in F\,f(x)\ge0\}," S143 Q328
	Q906375 P2534 "\Delta S_m = -nR(x_1\ln x_1 + x_2\ln x_2)\," S143 Q328
	Q7847576 P2534 "TSI(c_0,r,s) = 100 \frac{EMA(EMA(m,r),s)}{EMA(EMA(\|m\|,r),s)}" S143 Q328
	Q3965737 P2534 "\mathbf{\Phi}_i \ = \sum_{\mu=1}^N \mathbf{C}_{i\mu} \ \mathbf{\chi}_\mu^A \, " S143 Q328
	Q5987493 P2534 " l_i\left(A_{ij} \frac{\partial u_j}{\partial t} +a_{ij}\frac{\partial u_j}{\partial x} \right)+l_j b_j=0 " S143 Q328
	Q18012454 P2534 "<math alt="rho-hat">\mathbf{\hat{\rho}}<sub>n</sub> is the respective unit vector in the direction of the position vector ρ (from observation point to orbiting body in Topocentric Equatorial Coordinate System)" S143 Q328
	Q624990 P2534 "t_0 = \frac{2 \hbar}{m_\mathrm{e} c^2 \alpha^5} = 1.244 \times 10^{-10}~\mathrm{s}." S143 Q328
	Q1424496 P2534 "f(r) \equiv 0 \pmod{p^k} and f'(r) \not\equiv 0 \pmod{p}" S143 Q328
	Q7107841 P2534 " x = \sum_{n=1}^\infty b_n \beta_n \ " S143 Q328
	Q5381445 P2534 "\mbox{Envy ratio} = {\mbox{Investment by investors / Percent of equity} \over \mbox{Investment by managers / Percent of equity}}" S143 Q328
	Q721129 P2534 "\frac{1}{1/A + 1/B}" S143 Q328
	Q6865454 P2534 " \dot{\mathbf{x}}(t) = A \mathbf{x}(t) + B \mathbf{u}(t)" S143 Q328
	Q25325416 P2534 "\delta ^{34}S = \Biggl( \frac{\bigl( \frac{^{34}S}{^{32}S} \bigr)_{sample}}{\bigl( \frac{^{34}S}{^{32}S} \bigr)_{standard}} -1 \Biggr) * 1000\ ^{o}\!/\!_{oo}" S143 Q328
	Q17103286 P2534 "(S^1)^{\wedge i} \times (S^1)^{\wedge j} \to A \times A \to A," S143 Q328
	Q995926 P2534 "I_z = I_x + I_y\," S143 Q328
	Q1615615 P2534 "U_t = U_{t-1} + e_t," S143 Q328
	Q510427 P2534 "(x_i, y_i) = (M x_o, M y_o)." S143 Q328
	Q1737038 P2534 "\frac{m_{T}}{m}=\frac{p}{mv}=\frac{E}{mc^{2}}=\frac{1}{\sqrt{1-\frac{v^{2}}{c^{2}}}}" S143 Q328
	Q1476018 P2534 "f(x_k+\Delta x) \approx f(x_k)+\nabla f(x_k)^T \Delta x+\frac{1}{2} \Delta x^T {B} \, \Delta x, " S143 Q328
	Q5515480 P2534 "g_{\ell,n}(x) = g(x - a\ell)e^{2\pi ibnx}, \quad -\infty < \ell,n < \infty," S143 Q328
	Q2394614 P2534 " F = \frac{\phi_2-\phi_1}{x_2-x_1} = \frac{\Delta \phi}{\Delta x}\,\!" S143 Q328
	Q2071632 P2534 " \mu = \sum\limits_{i=1}^n p_i" S143 Q328
	Q1934233 P2534 " k = \sum_{j=0}^\infty k_j2^j, k_j \in \{0,1\} , &nbsp; x = \sum_{j=1}^\infty x_j2^{-j}, x_j \in \{0,1\} " S143 Q328
	Q15825031 P2534 "\Phi \ (x,z) \rightarrow (\frac{x}{1+x^2},\frac{x^2}{1+x^2},\frac{z}{1+x^2})=(u,v,w)\ ." S143 Q328
	Q1896787 P2534 "\epsilon=\frac{T_{e,db}-T_{l,db}}{T_{e,db}-T_{e,wb}}" S143 Q328
	Q826116 P2534 " X=e^{\mu+\sigma Z} " S143 Q328
	Q814361 P2534 " E_n = \frac {E_1}{n^2} = \frac {-13.6\text{ eV}}{n^2}, \quad n=1,2,3,\ldots " S143 Q328
	Q1483165 P2534 "\mathcal{\hat{H}}_{HB} = \sum_{i<j}J_{i,j}\mathbf{S}_{i} \cdot \mathbf{S}_{j}" S143 Q328
	Q3821113 P2534 "j_2(q)= q^{-1} - 24 + 276q -2048q^2 + 11202q^3 + \cdots =\left (\frac{\eta(q)}{\eta(q^2)} \right)^{24}" S143 Q328
	Q5421171 P2534 "F=q\mathbf{v} \times \mathbf{B}" S143 Q328
	Q5378101 P2534 "D^{2}+ V^{2}\le 1 \, " S143 Q328
	Q10998070 P2534 " \text{Discount} = P(1+r)^t-P<ref name="Economics_Discount"/>" S143 Q328
	Q6666755 P2534 "\exp \left(c + \sum_{i} w_i f_i(X) \right)," S143 Q328
	Q7917825 P2534 "F = 2 P A_t" S143 Q328
	Q867058 P2534 "\left\|\frac{x}{a}\right\|^n\! + \left\|\frac{y}{b}\right\|^n\! = 1," S143 Q328
	Q7606940 P2534 "Mf(x) = \sup_{r > 0} \frac1{\lambda^{n} \big( B_{r} (x) \big)} \int_{B_{r} (x)} \| f(y) \| \, \mathrm{d} \lambda^{n} (y)," S143 Q328
	Q7295759 P2534 "T_K=\cfrac{\frac{\Delta H}{R}}{-\ln \left ( \frac{{t_1}e^ \left ( \frac{-\Delta H}{RT_1}\right ) + {t_2}e^ \left ( \frac{-\Delta H}{RT_2}\right ) + \cdots + {t_n}e^ \left ( \frac{-\Delta H}{RT_n}\right )}{{t_1} + {t_2} + \cdots + {t_n}} \right )}" S143 Q328
	Q3751018 P2534 "U = \sum_{i=1}^{n} \frac{C_i}{T_i} \leq n({2}^{1/n} - 1)" S143 Q328
	Q1713652 P2534 "DTS = \exp ((9.5\times10^3).(\frac{T - 288.2}{288.2T})), " S143 Q328
	Q216817 P2534 "E_{\text{photon}} = h\nu," S143 Q328
	Q2058297 P2534 " \int_a^b\! e^{M f(x)} \, dx " S143 Q328
	Q4781763 P2534 "L_{m,n} = \frac{2m+1}{m+n+1}\binom{2n}{m+n} \qquad\text{ for }n \ge m \ge 0." S143 Q328
	Q244761 P2534 "C_g f = f \circ g." S143 Q328
	Q6095358 P2534 "\mathrm{d} X_{t} = b(X_t) \, \mathrm{d} t + \sigma (X_{t}) \, \mathrm{d} B_{t}," S143 Q328
	Q7449422 P2534 " \mathrm{STC} = \tfrac{1}{n_{s}-1}\sum_{i=1}^T y_i (\mathbf{x_i}-STA)(\mathbf{x_i}-STA)^T," S143 Q328
	Q7941493 P2534 "\|\|P(T)\|\|_{L^p} \le \|\|P(S)\|\|_{\ell^p}" S143 Q328
	Q1362750 P2534 " ax + by = \gcd(a, b)." S143 Q328
	Q6803635 P2534 " \text{MPE} = \frac{100\%}{n}\sum_{t=1}^n \frac{a_t-f_t}{a_t} " S143 Q328
	Q826791 P2534 " \mathbf{P} \left (\left\|\frac{1}{n}\sum_{i=1}^n X_i\right\| > \varepsilon \right ) \leq 2\exp \left (-\frac{n\varepsilon^2}{ 2 (1 + \frac{\varepsilon}{3})} \right)." S143 Q328
	Q2481895 P2534 "r'(t) = r(t) - v t.\," S143 Q328
	Q25099359 P2534 "\mbox{SAVI}=\frac{(\mbox{1}+\mbox{L})(\mbox{NIR}-\mbox{Red})}{(\mbox{NIR}+\mbox{Red}+\mbox{L})}" S143 Q328
	Q1088161 P2534 "L = n^2 A_L" S143 Q328
	Q6047819 P2534 "\alpha = \frac{\mbox{number of de-excitations via electron emission}}{\mbox{number of de-excitations via gamma-ray emission}}" S143 Q328
	Q4162496 P2534 "S =\sqrt{L^2+(x+a/2)^2}{{Elucidate\|date=August 2015}}" S143 Q328
	Q5265687 P2534 "L=\left[\begin{matrix} I_p & 0 \\ -D^{-1}C & I_q \end{matrix}\right]." S143 Q328
	Q6934873 P2534 " \Delta\lambda \approx \Delta \theta \left(M {\partial\theta\over\partial\lambda}\right)^{-1}" S143 Q328
	Q7310734 P2534 "C_{P} - C_{V}= V T\frac{\alpha^{2}}{\beta_{T}}\, " S143 Q328
	Q7331060 P2534 "\frac{dq(t)}{dt} = \frac{d}{dt} \int_V \rho(\mathbf{r},t) dV." S143 Q328
	Q1202673 P2534 "\\|f\\|_\infty=\\|f\\|_{\infty,S}=\sup\left\{\,\left\|f(x)\right\|x\in S\,\right\}." S143 Q328
	Q816826 P2534 " \mbox{precision}=\frac{\|\{\mbox{relevant documents}\}\cap\{\mbox{retrieved documents}\}\|}{\|\{\mbox{retrieved documents}\}\|} " S143 Q328
	Q4284941 P2534 "G = (V_N, V_T, X_0, M)." S143 Q328
	Q550046 P2534 "\mu = \cfrac{1}{\cfrac{1}{m_1}+\cfrac{1}{m_2}} = \cfrac{m_1 m_2}{m_1 + m_2},\!\," S143 Q328
	Q338021 P2534 "\forall S \subseteq X\ (S \neq \varnothing \to \exists m \in S\;\; \forall s \in S\;\, ( s, m) \notin R)." S143 Q328
	Q17008931 P2534 "\ x=(d/2) \xi \eta, " S143 Q328
	Q674689 P2534 "v^2 = Q(v)1\ \text{ for all } v\in V," S143 Q328
	Q1227706 P2534 "\beta(s) = \sum_{n=0}^\infty \frac{(-1)^n} {(2n+1)^s}," S143 Q328
	Q6956293 P2534 "t=\frac{\|r\|}{\sqrt{\frac{1-r^2}{n-2}}}" S143 Q328
	Q5960476 P2534 "\left( x-a \right)^2 + \left( y-b \right)^2 = r^2 \ \ \ \ \ (1)" S143 Q328
	Q2296529 P2534 "P \rightarrow Q (P implies Q)" S143 Q328
	Q5464277 P2534 "f(X)\mapsto\begin{bmatrix}f(1)\\f(\gamma)\\\vdots\\f(\gamma^{m-1})\end{bmatrix},\begin{bmatrix}f(\gamma^m)\\f(\gamma^{m+1})\\\vdots\\f(\gamma^{2m-1})\end{bmatrix},\ldots,\begin{bmatrix}f(\gamma^{n-m})\\f(\gamma^{n-m+1})\\\vdots\\f(\gamma^{n-1})\end{bmatrix}" S143 Q328Q6031458 P2534 "Q=\int d^3x \rho(\vec{x}) (over all of space)" S143 Q328
	Q5657846 P2534 " f^P(m) =a^{-\rho}\int_Nf(nm)\;dn" S143 Q328
	Q8080919 P2534 " A \rightarrow (B \rightarrow A)" S143 Q328
	Q785542 P2534 "\mathrm{Ca} = \frac{\mu V}{\gamma} " S143 Q328
	Q6912335 P2534 "F\, =\, \underbrace{\rho\, C_m\, V\, \dot{u}}_{F_I} + \underbrace{\frac12\, \rho\, C_d\, A\, u\, \|u\|}_{F_D}," S143 Q328
	Q3890222 P2534 " (\mathbf{\lambda} x . x x x) t \rightarrow t t t" S143 Q328
	Q3229327 P2534 "X_1\oplus X_2\oplus\cdots\oplus X_n=0" S143 Q328
	Q5166606 P2534 "\operatorname{E}[X] = \frac{1}{k \theta} + \frac{1}{k \theta} + \cdots + \frac{1}{k \theta} = \frac{1}{\theta} ." S143 Q328
	Q6538608 P2534 "\xi (s)=\frac{1}{2}s(s-1) \pi^{-s/2} \Gamma \left(\frac{s}{2}\right) \zeta(s)" S143 Q328
	Q4420961 P2534 "\operatorname{dim}R = \operatorname{ht}\mathfrak{p} + \operatorname{dim}R/\mathfrak{p}" S143 Q328
	Q81365 P2534 "0.0123123123\cdots = \frac{123}{10000} \sum_{k=0}^\infty 0.001^k = \frac{123}{10000}\ \frac{1}{1-0.001} = \frac{123}{9990} = \frac{41}{3330}" S143 Q328
	Q339406 P2534 " y''+\frac{1}{2} \left [\frac{m_1}{x-a_1}+ \cdots +\frac{m_{n-1}}{x-a_{n-1}} \right] y' +\frac{1}{4} \left [\frac{A_0+A_1x+ \cdots +A_\ell x^\ell}{(x-a_1)^m_1 (x-a_2)^m_2 \cdots (x-a_{n-1})^m_{n-1}} \right]y=0. " S143 Q328
	Q15734022 P2534 "\phi \sigma^* F \simeq p_2^*F &nbsp;" S143 Q328
	Q25312972 P2534 "N(t) = N_0 2^{-t/t_{1/2}}. \," S143 Q328
	Q11061828 P2534 "\eta = \mathrm{diag}(\underbrace{1,\ldots,1}_{p},\underbrace{-1,\ldots,-1}_{q}) ." S143 Q328
	Q1155470 P2534 "R=R(\varphi)=\sqrt{\frac{(a^2\cos\varphi)^2+(b^2\sin\varphi)^2}{(a\cos\varphi)^2+(b\sin\varphi)^2}}\,\!" S143 Q328
	Q859808 P2534 "\nabla^4\varphi=0" S143 Q328
	Q861681 P2534 "f X \rightarrow \mathbb{R} " S143 Q328
	Q16254383 P2534 "A = A_0\oplus A_1" S143 Q328
	Q2336256 P2534 "E_i=\frac{N}{n}\, ," S143 Q328
	Q2142629 P2534 "m\frac{d^2 y}{d t^2}+\gamma\frac{d y}{d t}+ky=0" S143 Q328
	Q899127 P2534 " \omega_{0} = \gamma B_0\,," S143 Q328
	Q1477639 P2534 " N\cdot v(T,p)=\sum_{i=1}^K N_i\cdot v_i(T,p).\ " S143 Q328
	Q943247 P2534 "E_{B-V} = (B-V)_{\textrm{observed}} - (B-V)_{\textrm{intrinsic}}\," S143 Q328
	Q899608 P2534 " f^{(2)}(r) = \frac{\partial f(r)}{\partial N} \cong \|\phi_{\text{LUMO}}(r)\|^2-\|\phi_{\text{HOMO}}(r)\|^2" S143 Q328
	Q365330 P2534 "\rho = \frac{R_L - Z_0}{R_L + Z_0}" S143 Q328
	Q3432218 P2534 "\cos \theta_c = \frac{c}{nv}" S143 Q328
	Q3085841 P2534 "D = \frac{2\|E\|}{\|V\|\,(\|V\|-1)}" S143 Q328
	Q1942302 P2534 "f(x + y) = f(x) + f(y)," S143 Q328
	Q3086516 P2534 "C=A\pm B \mod M" S143 Q328
	Q1189744 P2534 " \operatorname{pf}(A)^2=\det(A)," S143 Q328
	Q650674 P2534 "M_z(t) = M_{z,\mathrm{eq}} - \left [ M_{z,\mathrm{eq}} - M_{z}(0) \right ] e^{-t/T_1} " S143 Q328
	Q17099114 P2534 "x(t-t_0) \rightarrow S_x(t-t_0,f)e^{-j2 \pi ft_0}" S143 Q328
	Q25100552 P2534 "\Omega X \hookrightarrow PX \overset{\chi \mapsto \chi(1)}\to X" S143 Q328
	Q1050272 P2534 "z = {x- \mu \over \sigma}" S143 Q328
	Q6400675 P2534 "V_T^n(V_S^n)" S143 Q328
	Q829653 P2534 " V_a^b(f)=\sup_{P \in \mathcal{P}} \sum_{i=0}^{n_{P}-1} \| f(x_{i+1})-f(x_i) \|. \," S143 Q328
	Q725307 P2534 "L + R \ \rightleftharpoons \ L\! \cdot \!R " S143 Q328
	Q15924675 P2534 "0,1,e,e^e,e^{e^e},\dots" S143 Q328
	Q5104040 P2534 "A(\alpha) \rightarrow \exists n[\alpha\in n \,\land\, \forall\beta\in n[A(\beta)]]" S143 Q328
	Q5477902 P2534 "p \mathbf{R}^k \to E_x." S143 Q328
	Q17156645 P2534 " \overline q^i_{tt}=0" S143 Q328
	Q26475958 P2534 "k \;=\; \frac{2\pi r\cos\varphi}{\lambda}" S143 Q328Q3984151 P2534 "V = C + i\theta\chi - i \overline{\theta}\overline{\chi} + \tfrac{i}{2}\theta^2(M+iN)-\tfrac{i}{2}\overline{\theta^2}(M-iN) - \theta \sigma^\mu \overline{\theta} v_\mu +i\theta^2 \overline{\theta} \left( \overline{\lambda} + \tfrac{1}{2}\overline{\sigma}^\mu \partial_\mu \chi \right) -i\overline{\theta}^2 \theta \left(\lambda + \tfrac{i}{2}\sigma^\mu \partial_\mu \overline{\chi} \right) + \tfrac{1}{2}\theta^2 \overline{\theta}^2 \left(D + \tfrac{1}{2}\Box C\right)" S143 Q328
	Q1757797 P2534 "W\left( \mathbf{p,q}\right) =\sum_n \left( \int\limits_0^{q_n(p_n) }p_n( q) dq\right) -C\left( \mathbf{q}\right). " S143 Q328
	Q1260803 P2534 " \sum_\alpha n_\alpha a_\alpha = 0, \quad n_\alpha\in\mathbb{Z}," S143 Q328
	Q1127330 P2534 "F=B_I+P-E-T-ET-S-I_A-R-B_O" S143 Q328
	Q1041418 P2534 "\underset{\Theta}{\operatorname{argmax}}\left( \log p(\{x_i,y_i\}_{i=1}^l \| \theta) + \lambda \log p(\{x_i\}_{i=l+1}^{l+u}\|\theta)\right) " S143 Q328
	Q3798421 P2534 "xyz=\frac{a}{b+c-a}\frac{b}{a+c-b}\frac{c}{a+b-c}" S143 Q328
	Q1118084 P2534 "\mathrm{\frac { P(see\ gold \mid GG)} { P(see\ gold \mid GG)+P(see\ gold \mid SS)+P(see\ gold \mid GS) }} =\frac{1}{1+0+\frac12}= \frac{2}{3}" S143 Q328
	Q15296043 P2534 " \displaystyle \\|u\\|_{L^\infty(\Omega)}\leq C \\|u\\|_{H^1(\Omega)}\left(1+\log\frac{\\|\Delta u\\|}{\lambda_1\\|u\\|_{H^1(\Omega)}}\right)^{1/2}," S143 Q328
	Q638982 P2534 "\mu_n=\int_{-\infty}^\infty (x - c)^n\,f(x)\,dx." S143 Q328
	Q223323 P2534 "\frac{\ln(1+0.026\times 418)}{0.026} \approx \text{95 years}" S143 Q328
	Q2742267 P2534 "e = [2; 1, \textbf{2}, 1, 1, \textbf{4}, 1, 1, \textbf{6}, 1, 1, \textbf{8}, 1, 1, \ldots, \textbf{2n}, 1, 1, \ldots]. \," S143 Q328
	Q743139 P2534 "n + {1\over 2}, " S143 Q328
	Q3589401 P2534 "-\log f_{\pm} = 0.5 z_1z_2\left(\frac{\sqrt I}{1+\sqrt{I}}-0.30 I \right)" S143 Q328
	Q4828284 P2534 " R is the [[Electrical resistance\|resistance]] per unit length," S143 Q328
	Q3527022 P2534 "\displaystyle{\left(\frac{\partial^k}{\partial t^k}F\right)(0,x) = f_k(x),}" S143 Q328
	Q17003677 P2534 "S \subseteq \alpha N" S143 Q328
	Q190549 P2534 "\int_{X}\left\|f(x)\right\|^p\,d\mu(x)<+\infty." S143 Q328
	Q125977 P2534 "\mathbf x = (x_1, x_2, \cdots, x_n) \mapsto \left(\sum_{j=1}^n a_{1j}x_j, \sum_{j=1}^n a_{2j}x_j, \cdots, \sum_{j=1}^n a_{mj}x_j \right), where \sum denotes [[summation]]," S143 Q328
	Q2247110 P2534 "\operatorname{E} (X) = \operatorname{E} ( \operatorname{E} ( X \mid Y))," S143 Q328
	Q1371407 P2534 "F_{\rm s} = \frac{1}{2 \pi\cdot\sqrt{C_{\rm ms}\cdot M_{\rm ms}}}" S143 Q328
	Q7265310 P2534 "Q = \frac {currentChips} {startingChips} \times \frac {currentNumPlayers} {startingNumPlayers} " S143 Q328
	Q7207782 P2534 "P\,Tr\, \exp i T_\mu\oint d\sigma A_\sigma^{(\mu)}(\sigma)" S143 Q328
	Q1492184 P2534 " \mathrm{LSq} = \sqrt{ \frac{1}{2} \sum_{i=1}^n ( V_i-S_i ) ^2}{{sfn\|Gallagher\|1991\|p=40}}<!--What are ''V''<sub>''i''</sub> and ''S''<sub>''i''</sub>?-->" S143 Q328
	Q962002 P2534 "\tilde{G}(s)=\frac{k_{\mathrm{B}}T}{\pi a s \langle\Delta \tilde{r}^{2}(s)\rangle}" S143 Q328
	Q5159279 P2534 "\operatorname{Var}(Y\|X) = \operatorname{E}((Y - \operatorname{E}(Y\mid X))^{2}\mid X)." S143 Q328
	Q7140376 P2534 " X_0 \cap X_1" S143 Q328
	Q90587 P2534 "\lambda = \frac{1}{(1.74+2 log(\frac{r}{k}))^2} <ref>[http//www.upi.com/Science_News/2006/01/31/A-73-year-old-experiment-yields-secrets/UPI-44631138742579/ A 73-year-old experiment yields secrets]. ''[[United Press International]]''. January 31, 2006. Accessed on January 13, 2011. This press release refers to this scientific article [http//web.mechse.illinois.edu/research/gioia/Art/gioia_Chakraborty_pipes_PRL.pdf ]</ref>" S143 Q328
	Q6062366 P2534 "\frac { dU(r,w)}{ dr} - ikU(r,w)=0 \quad (1.1)" S143 Q328
	Q903271 P2534 "n_0 = \frac{p_0}{k_{\rm B}T_0}" S143 Q328
	Q7140499 P2534 "\text{up quark} \rightarrow \begin{pmatrix} 1 \\ 0 \end{pmatrix}, \qquad \text{down quark} \rightarrow \begin{pmatrix} 0 \\ 1 \end{pmatrix}" S143 Q328
	Q1326836 P2534 "F_W = 6\cdot\pi\cdot\eta\cdot\text{r}_{H}\cdot\nu" S143 Q328
	Q639897 P2534 "s(t) = \left\{ \begin{array}{ll} A e^{2 i \pi f_0 t} &\text{if} \; 0 \leq t < T \\ 0 &\text{otherwise} \end{array}\right." S143 Q328
	Q2396526 P2534 "\mathbf{a} = a_1 \mathbf{i} + a_2 \mathbf{j} + a_3 \mathbf{k}" S143 Q328
	Q7623439 P2534 "\sigma_{ij,i}=0\," S143 Q328
	Q25113042 P2534 "\mathbf{Q}^m = \mathbf{k}^m \mathbf{q}^m + \mathbf{Q}^{om} \qquad \qquad \qquad \mathrm{(1)}" S143 Q328
	Q4827512 P2534 "I_C=I_E-I_B\," S143 Q328
	Q1093209 P2534 "g_{n+1} = \sqrt{g_n h_n}" S143 Q328
	Q5503261 P2534 " L=\left (\mathfrak{der}(A)\oplus\mathfrak{der}(J_3(B))\right )\oplus \left (A_0\otimes J_3(B)_0 \right )" S143 Q328Q1184368 P2534 "a^2 + b^2 + c^2 + d^2 = 2ab + 2 a c + 2 a d + 2 bc+2bd+2cd,\," S143 Q328
	Q643555 P2534 " \mathrm{osmolarity} = \sum_i \varphi_i \, n_i C_i" S143 Q328
	Q46276 P2534 "E_\text{k} =\tfrac{1}{2} mv^2 " S143 Q328
	Q2454208 P2534 " L^2 \leq \frac{\pi}{4} \mathrm{area}(\partial P)." S143 Q328
	Q381331 P2534 "\frac{\partial \rho}{\partial t} + \nabla\cdot\left(\rho\mathbf{v}\right)=\frac{D\rho}{D t} + \rho\nabla\cdot\mathbf{v}= 0," S143 Q328
	Q191618 P2534 "\frac{N}{N_0} = 10^{\left(-\frac{t}{D}\right)}." S143 Q328
	Q1582832 P2534 "g_m = {\mu \over r_p}<ref>van der Bijl, H. J. (1919). Theory and Operating Characteristics of the Thermionic" S143 Q328
	Q1485361 P2534 " f(\mathbf{x}) = A n + \sum_{i=1}^n \left[x_i^2 - A\cos(2 \pi x_i)\right]" S143 Q328
	Q16949216 P2534 "S(M) = F_{\mathrm{Spin}}(M) \times_\sigma V\," S143 Q328
	Q17099310 P2534 "C_K = I_K / P_K,\,\!" S143 Q328
	Q21018636 P2534 "R^f = \{ r \in R \mid f(r) = r \}." S143 Q328
	Q194397 P2534 "\lim_{n\to\infty}x_n=x," S143 Q328
	Q899397 P2534 "\,I_d = k.n.F.D^{1/2}.m_r^{2/3}.t^{1/6}.c" S143 Q328
	Q5137392 P2534 "\eta(x,t) = \eta_2 + H\, \operatorname{cn}^2\, \left( \begin{array}{c\|c} \displaystyle 2\, K(m)\, \frac{x-c\,t}{\lambda} & m \end{array} \right), " S143 Q328
	Q18205766 P2534 "A_s = A_{std} \left ( \frac{M_s - M_b}{M_{std} - M_b} \right ) " S143 Q328
	Q724510 P2534 "H = U + PV" S143 Q328
	Q30646 P2534 "\frac{v_{\text{in}}-v_x}{Z_1}=\frac{v_x-v_{\text{out}}}{Z_3}+\frac{v_x-v_{\text{out}}}{Z_2}" S143 Q328
	Q212130 P2534 "x=f_{n-1}{\alpha}^{n-1}+\cdots+f_1{\alpha}+f_0," S143 Q328
	Q17030684 P2534 "i_* \pi_q(A, C) \to \pi_q(X, B)" S143 Q328
	Q2993329 P2534 "K_n^M(F)/2 \cong H_{\acute{e}t}^n(F, \mathbb{Z}/2\mathbb{Z})" S143 Q328
	Q2291918 P2534 "hom_D(d_1, d_2) = hom_C(d_1, d_2)" S143 Q328
	Q3229348 P2534 "B\triangleleft A and D\triangleleft C" S143 Q328
	Q5597093 P2534 " q(q + 1) = p/(p - 1)2 \mod p." S143 Q328
	Q7431298 P2534 "I(\omega) = \frac{1}{2} \int_{0}^{T} \| \dot{\omega}(t) \|^{2} \, \mathrm{d} t" S143 Q328
	Q6901596 P2534 "\mathcal{F}_i= - \frac{\partial \mathcal{V}}{\partial q_i}+\frac{d}{dt}\left(\frac{\partial \mathcal{V}}{\partial \dot{q_i}}\right);\, " S143 Q328
	Q7445303 P2534 "\tau_b=\tau_c." S143 Q328
	Q5264333 P2534 " D_\text{eff} = 1 + (m - 1) \rho ." S143 Q328
	Q762856 P2534 " f_i = \frac{n_i}{N} = \frac{n_i}{\sum_j n_j}. " S143 Q328
	Q900097 P2534 " i_{w,t} = \frac{2hc^2}{w^5 (\exp(hc/wkt) - 1)} " S143 Q328
	Q25304097 P2534 " \exist t > T_{lock} \|\theta_{\Delta}(0) - \theta_{\Delta}(t)\| \geq 2\pi." S143 Q328
	Q847822 P2534 " \phi(Hp_n)\|\prod_{i = 1}^{n - 1} {Hp_i}^a\mbox{ and }Hp_n > Hp_{n - 1}" S143 Q328
	Q5530428 P2534 "\{\pi(x)\xix\in A\}" S143 Q328
	Q4769929 P2534 " Q_{ext} = 2 - \frac{4}{p} \sin{p} + \frac{4}{p^2} (1-\cos{p})," S143 Q328
	Q2644088 P2534 " v = r_A \omega_A = r_B \omega_B, \!" S143 Q328
	Q5249164 P2534 "(-1)^\text{signbit}\times 10^{\text{exponentbits}_2-101_{10}}\times \text{truesignificand}_{10}" S143 Q328
	Q33540 P2534 " \lim_{x \to p}f(x) = L, \, " S143 Q328
	Q3523867 P2534 "{{\partial w }\over{\partial t }} + u {\frac{\partial w}{\partial x}} + v {\frac{\partial w}{\partial y}} + w {\frac{\partial w}{\partial z}} - {\frac{u^2 + v^2}{R}}= - { { \frac{1}{\varrho}}{\frac{\partial p}{\partial z}}} - g +2{\Omega u \cos \varphi} + \nu \left({\frac{\partial^2 w}{\partial x^2}}+{\frac{\partial^2 w}{\partial y^2}}+{\frac{\partial^2 w}{\partial z^2}}\right),\qquad(1) " S143 Q328
	Q1136474 P2534 "y_i^j=\sum_{k=0}^{\infty} h^j_k x_{i-k}," S143 Q328
	Q16963694 P2534 " A(x) = \sum_{i=1}^n p_i E_{l_i}(x)" S143 Q328
	Q1097654 P2534 " m_0^2 c^2 = \left( \frac{E}{c} \right) ^2 - \left\\| \mathbf{p} \right\\| ^2 " S143 Q328
	Q1277874 P2534 "\,w_{ij}=x_ix_j" S143 Q328
	Q16670547 P2534 " \text{Concentration}_t = \sqrt{\frac{\sum_{i=1}^{N_t} (S_{it})^2 - \frac{1}{N_t}}{1 - \frac{1}{N_t}}}" S143 Q328
	Q7272888 P2534 "x = 12" S143 Q328
	Q4939809 P2534 "RG(x,y,z) =\sum_F x^{r(G)-r(F)}y^{n(F)}z^{k(F)-bc(F)+n(F)}" S143 Q328
	Q746007 P2534 "K(t)=\log\mathbb{E}\!\left[e^{tX}\right]." S143 Q328
	Q8791794 P2534 "(x^2+y^2)^2=dx^2+ey^2+f. \, " S143 Q328
	Q16251435 P2534 "\pi = \sqrt{10\ -\ \sum_{n = 1}^{\infty}{\left(\tfrac1n - \tfrac1{n+1}\right)^3}}" S143 Q328
	Q6824326 P2534 "\mu (A \cup B) = \mu (A) + \mu (B)" S143 Q328
	Q104486 P2534 " e = \frac{\sin \beta}{\sin \alpha}, \ \ 0<\alpha<90^\circ, \ 0\le\beta\le90^\circ \ , " S143 Q328
	Q7636875 P2534 " \max_{u\in\R^n} c^T u " S143 Q328
	Q1333358 P2534 " B = \{ b_1, b_2, \ldots, b_n \} " S143 Q328
	Q1785872 P2534 "Y_n = {X_1 + X_2 + \cdots + X_n \over n}" S143 Q328
	Q857130 P2534 "\frac{\Delta r}{\Delta t}= 0.01 \cdot r^2~ \mathrm{for}~\Delta t = 1\,." S143 Q328
	Q2996688 P2534 "\Delta x^i = 0.\," S143 Q328
	Q1268231 P2534 "X_k = \sum_{n=0}^{2N-1} x_n \cos \left[\frac{\pi}{N} \left(n+\frac{1}{2}+\frac{N}{2}\right) \left(k+\frac{1}{2}\right) \right]" S143 Q328
	Q5532435 P2534 "X=X_1,\ldots,X_k " S143 Q328
	Q874402 P2534 "t = 2.792 \times 10^{-5}\;\mathrm{s}" S143 Q328
	Q240559 P2534 "x(t) = A \sin (tf + p) e^{-dt}, \,\!" S143 Q328
	Q1361387 P2534 "N = \frac {120f}{P} \," S143 Q328
	Q205880 P2534 "d\Gamma=\mathbf{V}\cdot \mathbf{dl}=\|\mathbf{V}\|\|d\mathbf{l}\|\cos \theta" S143 Q328
	Q5284414 P2534 "M_{t}=\sum_{j=1}^{n}x_{jt}," S143 Q328
	Q388886 P2534 "\theta_0=\frac{1}{6\pi\epsilon_0}\frac{e^2}{m_0c^3}\ <ref>Farias & Recami, p.11. Caldirola's original paper has a different formula due to not working in standard units.</ref>" S143 Q328Q1332432 P2534 "\mathcal L = -\frac14F_{\mu\nu}^a F_{\mu\nu}^a" S143 Q328
	Q1607213 P2534 " f( x; a,b ) = \frac{ 1 }{ x [ \log_e( b ) - \log_e( a ) ]} \quad \text{ for } a \le x \le b \text{ and } a > 0." S143 Q328
	Q17092677 P2534 "\xi = \frac{\tan \alpha}{\sqrt{H/L_0}}, {{pad\|2em}} with {{pad\|2em}} L_0 = \frac{g}{2\pi}\, T^2," S143 Q328
	Q4374749 P2534 "m_G(x) = \sum_{k\geq0} m_k x^k." S143 Q328
	Q5410516 P2534 "(1+i_d) = \frac {S} F (1+i_f)" S143 Q328
	Q229812 P2534 "\omega_G(X_g) = (T_g L_g)^{-1} X_g " S143 Q328
	Q1143270 P2534 " y[j+nL] = \sum_{k=0}^K x[n-k]\cdot h[j+kL],\ \ j = 0,1,\ldots,L-1," S143 Q328
	Q1192916 P2534 "\frac{d^2\psi}{dx^2}=\frac{2m(V(x)-E)}{\hbar^2}\psi." S143 Q328
	Q1846429 P2534 "x^4(x^2+y^2)-(ax^2-b)^2=0, \," S143 Q328
	Q6045560 P2534 "V_R = C_R \cdot \exp\!\left[{-z\over\lambda_R}\right]" S143 Q328
	Q7622678 P2534 " F = \int \left(\rho \mathbf{V} \cdot d \mathbf{A} \right) \mathbf{V} \cdot \mathbf{f} +\int pd \mathbf{A} \cdot \mathbf{f}." S143 Q328
	Q43637 P2534 " 50-4Q=0" S143 Q328
	Q5164377 P2534 "\operatorname{E}\left[\epsilon^T\Lambda\epsilon\right]=\operatorname{tr}\left[\Lambda \Sigma\right] + \mu^T\Lambda\mu" S143 Q328
	Q6373327 P2534 "\Pi_2 = \Sigma_2 \, and therefore \mathrm{PH} = \Sigma_2. \," S143 Q328
	Q7200431 P2534 "\Delta E_{max} = (1 - \alpha) E" S143 Q328
	Q1411166 P2534 "\\| \mathbf{x} \\| = \sqrt{ \mathbf{x} \cdot \mathbf{x}}" S143 Q328
	Q5862903 P2534 "P(E)=\sum_{x\in E} f(x)\,." S143 Q328
	Q725939 P2534 "V = \pi \int_a^b \left\| f(x)^2 - g(x)^2\right\|\,dx\, ." S143 Q328
	Q2100733 P2534 "\oint_{S^1} d\theta = 2\pi," S143 Q328
	Q5357707 P2534 " Z_\mathrm{nom} = 1.15 \cdot Z_\mathrm{min}" S143 Q328
	Q857244 P2534 " \|z\| = \sqrt{a^2 + b^2 }" S143 Q328
	Q4925027 P2534 " P=B^2\left(\frac{r}{r_c}\right)^4 r_c c=\frac{B^2 r^4 \omega^2}{c}" S143 Q328
	Q6402928 P2534 "v=x+yf(v)" S143 Q328
	Q1779497 P2534 " {1 \over {\|\mathcal{A}\|\cdot\|\mathcal{B}\|}}\sum_{x \in \mathcal{A}}\sum_{ y \in \mathcal{B}} d(x,y)" S143 Q328
	Q1413478 P2534 " C_k ={ 1\over{k+1}}{{2k}\choose {k}},\quad k \ge 0 " S143 Q328
	Q5625489 P2534 " \sin x \cdot \cos y + \sin y \cdot \cos z + \sin z \cdot \cos x = 0 " S143 Q328
	Q8028565 P2534 "p_1\approx\frac{1089+1}{1089+1+2799+1}\pm\sqrt{\frac{\frac{1089+1}{1089+1+2799+1}\frac{2799+1}{1089+1+2799+1}}{1089+1+2799+1+1}}" S143 Q328
	Q336284 P2534 "\mathrm{M} = \frac {u}{c}," S143 Q328
	Q1202882 P2534 " I_0[g,X] = \frac{T}{8\pi} \int_M d^2 \xi \sqrt{g} g^{mn} \partial_m x^\mu \partial_n x^\nu G_{\mu\nu}(x) " S143 Q328
	Q4946169 P2534 "a(b(ac))=(a(ba))c, for every ''a'',''b'',''c'' in ''L''," S143 Q328
	Q7314225 P2534 "GL^+(n,\mathbb{R})\cong \mathbb{R}^+\times SL(n,\mathbb{R})." S143 Q328
	Q4059945 P2534 "\Phi \mathbb{N} \to \mathbf{P}^{(1)}" S143 Q328
	Q1037840 P2534 " \frac{\pi}{3\sqrt 2} \simeq 0.74048." S143 Q328
	Q533668 P2534 "\mathbf{T}=\mathbf{v}\frac{\mathrm{d}m}{\mathrm{d}t}" S143 Q328
	Q334384 P2534 "R_{emp}(g) = \frac{1}{N} \sum_i L(y_i, g(x_i))." S143 Q328
	Q149295 P2534 "x^2 + y^2 + z^2 = R^2." S143 Q328
	Q660282 P2534 " \frac{\partial n(x,t)}{\partial t}=\frac{1}{2}\int^x_0K(x-y,y)n(x-y,t)n(y,t)\,dy - \int^\infty_0K(x,y)n(x,t)n(y,t)\,dy." S143 Q328
	Q5586177 P2534 "1 \qquad x,y,z \qquad z^2" S143 Q328
	Q2271561 P2534 "B=\{v_1=v, v_2=Tv, v_3=T^2v, \ldots v_n = T^{n-1}v\} " S143 Q328
	Q1757151 P2534 "\mathcal{K}_r(A,b) = \operatorname{span} \, \{ b, Ab, A^2b, \ldots, A^{r-1}b \}. \, " S143 Q328
	Q291430 P2534 " H = \bigcup_{n \in \mathbb{N}} V^n " S143 Q328
	Q2066775 P2534 "f(x_1,x_2,\ldots,x_{i-1},1,x_{i+1},\ldots,x_n) \ge f(x_1,x_2,\ldots,x_{i-1},0,x_{i+1},\ldots,x_n).\," S143 Q328
	Q3351025 P2534 "f(k;N,q,s)=\frac{1/(k+q)^s}{H_{N,q,s}}" S143 Q328
	Q5023669 P2534 " A_\mu^a(x) = \bar\eta_{\mu\nu}^a \Pi(x) \partial_\nu \Pi^{-1}(x) \quad\text{with} \quad \Pi(x) = 1+\frac{\pi\rho^2T}r \frac{\sinh(2\pi rT)}{\cosh(2\pi rT)-\cos(2\pi \tau T)} \ ," S143 Q328
	Q3010607 P2534 "\operatorname{recc}(A) = \{y \in X \forall x \in A, \forall \lambda \geq 0 x + \lambda y \in A\}.<ref>{{cite book \|last1=Borwein \|first1=Jonathan \|last2=Lewis \|first2=Adrian \|title=Convex Analysis and Nonlinear Optimization Theory and Examples\| edition=2 \|year=2006 \|publisher=Springer \|isbn=978-0-387-29570-1}}</ref>" S143 Q328
	Q17490207 P2534 "\pi=3\left(1+\frac{1}{4\cdot3!}+\frac{3^2}{4^2\cdot5!}+\frac{3^2\cdot5^2}{4^3\cdot7!}+\cdots\right)" S143 Q328
	Q5612131 P2534 "\left\|\log {zf^\prime(z)\over f(z)}\right\|\le \log {1+\|z\|\over 1-\|z\|}." S143 Q328
	Q3907354 P2534 "E = hf" S143 Q328
	Q883038 P2534 "\Delta n = \lambda K E^2,\ " S143 Q328
	Q1748600 P2534 "\frac{n_+}{n_0} = \frac{g_+}{g_0} \exp \Bigg(\frac{W-\Delta E_I}{kT}\Bigg)" S143 Q328
	Q93344 P2534 "\sin A = \frac {\textrm{opposite}} {\textrm{hypotenuse}} = \frac {a} {h}." S143 Q328
	Q3020431 P2534 " C(E) \leftrightarrow \forall x C(x) " S143 Q328
	Q5868142 P2534 "M\cdot V = P\cdot Q" S143 Q328
	Q5420762 P2534 "\Pr\left[\frac{1}{k} \sum_{i=0}^k f(Y_i) - \mu > \gamma\right] \leq e^{-\Omega (\gamma^2 (1-\lambda) k)}." S143 Q328
	Q2449746 P2534 "\text{Total costs} = \text{fixed costs} + (\text{unit variable cost} \times \text{number of units})" S143 Q328
	Q1478845 P2534 "L = 10\ n\ \log_{10}(d)+C" S143 Q328
	Q5406122 P2534 " (u_1, u_2, \ldots, u_n)" S143 Q328
	Q1426166 P2534 "\tan\theta=\frac{v^2}{gr}" S143 Q328
	Q1138784 P2534 " {u}_{1}^{z} = {g}_{1}^{k z} = h^k \,, and m = e / h^k. \," S143 Q328
	Q902090 P2534 "COP = \frac{ Q}{ W}" S143 Q328
	Q3075235 P2534 "F(m) = 2^{2^m}+1" S143 Q328
	Q193137 P2534 "\frac{\omega_s-\omega_c}{\omega_a-\omega_c}=-1," S143 Q328
	Q844451 P2534 "f(x,y)=y^2+x^2-x^3=0\;" S143 Q328
	Q907385 P2534 "\|\psi\rang = c_1 \| 1 \rang + c_2 \| 2 \rang + c_3 \| 3 \rang + \cdots = \sum_n c_n \| n \rang ," S143 Q328
	Q19494 P2534 "\|N\|=\frac{E_Y/B_Z}{dT/dx}" S143 Q328
	Q6179997 P2534 "{\rm JSD}(P \parallel Q)= \frac{1}{2}D(P \parallel M)+\frac{1}{2}D(Q \parallel M)" S143 Q328
	Q606855 P2534 "\langle\psi\mid A\mid\psi\rangle" S143 Q328
	Q7280283 P2534 "\,\tan{\beta_2} =\frac{c_{r2}}{(c_{\theta 2}- u_2)}" S143 Q328
	Q2919265 P2534 "\varepsilon(n) = \begin{cases} 1, & \mbox{if }n=1 \\ 0, & \mbox{if }n \neq 1 \end{cases} " S143 Q328
	Q7828278 P2534 " 0 < a_1 < a_2 \cdots < a_{\phi(n)} < n ," S143 Q328
	Q5165425 P2534 "\mathrm{EOT} = t_\text{high-k} \left( \frac{k_{\text{SiO}_2}}{k_\text{high-k}}\right)" S143 Q328
	Q847354 P2534 " 2 d\sin\theta=n\lambda \,," S143 Q328
	Q4008384 P2534 "H^p(F) = H^p(F; \mathbb{Q})" S143 Q328
	Q625303 P2534 "\mathrm{P}(A \cap B) = \mathrm{P}(A)\mathrm{P}(B)." S143 Q328
	Q5318398 P2534 "f(u) = 2^{-n_u},\quad u \in U" S143 Q328
	Q1137814 P2534 "\forall n\ \forall i,j \ge g(n)\quad \|f(i) - f(j)\| \le {1 \over n}" S143 Q328
	Q6795829 P2534 "P(S_1, \dots, S_n \| O_1, \dots, O_n) = \prod_{t = 1}^nP(S_{t}\|S_{t-1},O_t). " S143 Q328
	Q3319673 P2534 " q_{ult} = 1.3 c' N_c + \sigma '_{zD} N_q + 0.4 \gamma ' B N_\gamma \ " S143 Q328
	Q127922 P2534 " \frac{\text{d}T(r)}{\text{d}r}\ =\ -\frac{3 \kappa(r) \rho(r) L(r)}{(4 \pi r^2)(16 \sigma) T^3(r)}" S143 Q328
	Q1462862 P2534 "W = cL^b \," S143 Q328
	Q3258353 P2534 " f(x) = \frac{\varphi(0) - \varphi(x)}{x^2}." S143 Q328
	Q1554233 P2534 "\overrightarrow{P} = \epsilon_0\left(\chi^{(1)}\overrightarrow{E} + \chi^{(2)}\overrightarrow{E}^2 + \chi^{(3)}\overrightarrow{E}^3 + \dots + \chi^{(n)}\overrightarrow{E}^n\right) = \epsilon_0 \sum_{i=1}^n \chi^{(i)}\overrightarrow{E}^{i}" S143 Q328
	Q7429683 P2534 " L = -g^{mn} \, \psi_{;m} \, \psi_{;n} " S143 Q328
	Q3502299 P2534 "{E'}^2 - (p'c)^2 = (m_0c^2)^2\,." S143 Q328
	Q4226068 P2534 " \text{Price}(\text{Red Sox})+\text{Price}(\text{Yankees})\neq\text{Price}(\text{Red Sox or Yankees}) \, " S143 Q328
	Q7269437 P2534 "\left \|\frac{d^kf}{dx^k}(x) \right \| \leq A^{k+1} M_k " S143 Q328
	Q263369 P2534 " L_{\text{o}}(\mathbf x,\, \omega_{\text{o}},\, \lambda,\, t) \,=\, L_e(\mathbf x,\, \omega_{\text{o}},\, \lambda,\, t) \ +\, \int_\Omega f_r(\mathbf x,\, \omega_{\text{i}},\, \omega_{\text{o}},\, \lambda,\, t)\, L_{\text{i}}(\mathbf x,\, \omega_{\text{i}},\, \lambda,\, t)\, (\omega_{\text{i}}\,\cdot\,\mathbf n)\, \operatorname d \omega_{\text{i}}" S143 Q328
	Q3045320 P2534 "P_{\mathrm{i}} V_{\mathrm{i}} = n R T_{\mathrm{i}}" S143 Q328
	Q7499822 P2534 "\mathbf{T_{02}}=\mathbf{T_{01}}" S143 Q328
	Q4155214 P2534 "f_0 = \frac{v_p}{p}" S143 Q328
	Q884772 P2534 "m_\alphaL\to L \text{ given by } m_\alpha (x) = \alpha x," S143 Q328
	Q6635 P2534 " \rm p\cdot\lambda - \rm q\cdot\lambda_{\rm N} " S143 Q328
	Q12355440 P2534 "\frac{d(n)}{n^\varepsilon}\geq\frac{d(k)}{k^\varepsilon}" S143 Q328
	Q22909590 P2534 "u(A)=\sum_{x\in A}u({x})" S143 Q328
	Q102836 P2534 " F=-kx, \ " S143 Q328
	Q1293273 P2534 "H^\ast(X; \mathbf{Z}/2\mathbf{Z}) = \bigoplus_{i\geq0} H^i(X; \mathbf{Z}/2\mathbf{Z})" S143 Q328
	Q6934577 P2534 " H(\boldsymbol{r}) = - \sum_{\langle i~j\rangle} J_{ij} (1 - \sigma_i \sigma_j)," S143 Q328
	Q273090 P2534 " \frac{\partial\rho}{\partial t} + \nabla\cdot\left(\rho\mathbf{u}\right) = 0.<ref name=Tritton/>{{rp\|52}}" S143 Q328
	Q2297564 P2534 "\sigma=\frac {24\pi^3L^2} {T^2c^2(1-e^2)} \ ," S143 Q328
	Q6059147 P2534 "\prod_{n \mathbin{} {\mathbb N}} \operatorname{Vec}({\mathbb R}, n)" S143 Q328
	Q192760 P2534 "(x^2-(2+\alpha)x+1+\sqrt{7}+\alpha)(x^2-(2-\alpha)x+1+\sqrt{7}-\alpha)," S143 Q328
	Q25203365 P2534 " \operatorname{Soph}_c(x) = \inf \{ \operatorname{K}(S) x \in S \land \operatorname{K}(x\mid S) \ge \log_2(\|S\|) - c \land \|S\| \in \mathbb{N}_+ \}." S143 Q328
	Q1364277 P2534 "\left((10^8)^{(10^8)}\right)^{(10^8)}=10^{8\cdot 10^{16}}. " S143 Q328
	Q7431079 P2534 "C = \sum_{i=1}^r c_i\mu_i" S143 Q328
	Q17153129 P2534 "R_c = R α " S143 Q328
	Q8039427 P2534 " \oint p \, dq =2 \pi n(E)= 4\int_0^a dx \sqrt{E_n - f(x)} " S143 Q328
	Q467258 P2534 " \frac{1}{\xi^2} \frac{d}{d\xi} \left({\xi^2 \frac{d\theta}{d\xi}}\right) + \theta^n = 0 ," S143 Q328
	Q5927001 P2534 "I(R) = \frac{I_0}{(1+R/R_H)^2}" S143 Q328
	Q1500381 P2534 "E(S_n)=\sum_{j=1}^n E(Z_j)=0." S143 Q328
	Q4748513 P2534 "P = \sum_{\chi(k)=1} \|\omega_k \rangle \langle \omega_k\|." S143 Q328
	Q15101726 P2534 "\frac{\partial}{\partial x} \to \frac{1}{1 + \frac{i\sigma(x)}{\omega}} \frac{\partial}{\partial x}" S143 Q328
	Q1344782 P2534 "A^2(b^2+c^2-a^2)+B^2(a^2+c^2-b^2)+C^2(a^2+b^2-c^2)\geq 16Ff,\," S143 Q328
	Q25305469 P2534 "y_t = a_1y_{t-1} + \cdots + a_ny_{t-n} + b" S143 Q328
	Q17098602 P2534 " \mathcal{H}(p,x,t)= \frac{1}{2}p^2 + K \cos(x) \sum_{n=-\infty}^\infty \delta(t-n)" S143 Q328
	Q1579138 P2534 "y'(t)=f(t,y(t)),\qquad y(t_0)=y_0." S143 Q328
	Q2066945 P2534 " \mathrm{Ro} = {f L^{2}\over \nu} =\mathrm{St}\,\mathrm{Re} " S143 Q328
	Q20749253 P2534 " \sum_{\binom{ab}{cd}\isin P_r\setminus\Gamma_g} f\left(\frac{a\tau+b}{c\tau+d}\right)\det(c\tau+d)^{-k}." S143 Q328
	Q4915481 P2534 " k-(\operatorname{rank} G-\operatorname{rank} H)\leq 5. " S143 Q328
	Q1339904 P2534 " K^{(a)} {\left\|\phi_{\{\kappa\}}\right\rangle_{C}} =(-1)^{\kappa_{a}} {\left\|\phi_{\{\kappa\}}\right\rangle_{C}} " S143 Q328
	Q2269249 P2534 "\sqrt{B}=\bigcap\{ P\subseteq R \mid B \subseteq P, P \mbox{ a prime ideal} \}\subseteq\{x\in R\mid x^n\in B \mbox{ for some }n\in\mathbb{N}^+ \} \," S143 Q328
	Q1058622 P2534 "\lim_{n\to\infty} \mu(\{x \in X \|f(x)-f_n(x)\|\geq \varepsilon\}) = 0," S143 Q328
	Q6537895 P2534 "L^2 =Q^2 = \frac{s^2}{\sigma_0^2}." S143 Q328
	Q6889395 P2534 "C_x(t, f)=\int_{-\infty}^{\infty}\int_{-\infty}^{\infty}W_x(\theta,\nu) \Pi(t - \theta,f - \nu)\, d\theta\, d\nu \quad = [W_x\,\ast\,\Pi] (t,f)" S143 Q328
	Q2463148 P2534 "\begin{cases} a^2 + b^2 = d^2\\ a^2 + c^2 = e^2\\ b^2 + c^2 = f^2\end{cases}" S143 Q328
	Q170058 P2534 "f\colon I \rightarrow \mathbf R." S143 Q328
	Q22682184 P2534 "\textit{Lag} = {(Period - 1) / 2}" S143 Q328
	Q898370 P2534 "E_{n+1} - E_n = \frac{(2n+1)\hbar^2 \pi ^2}{2mL^2}" S143 Q328
	Q2397465 P2534 "\mathcal{O}_{\mathbb{P}^n}(-1)," S143 Q328
	Q2361268 P2534 "\alpha(\epsilon) = \sup \left\{\mu( X \setminus A_\epsilon) \, \| \, \mu(A) \geq 1/2 \right\}," S143 Q328
	Q762448 P2534 "f(x; k,\lambda)={\lambda^k x^{k-1} e^{-\lambda x} \over (k-1)!}\quad\mbox{for }x, \lambda \geq 0," S143 Q328
	Q7197239 P2534 " q = \frac{ \Theta_i - \Theta_a }{ R_T }" S143 Q328
	Q6543805 P2534 " \xi=(\xi, p, X, \theta)\," S143 Q328
	Q515546 P2534 "cM = K" S143 Q328
	Q5610724 P2534 " \operatorname{Ext}_R^i(M,\overline\Omega) \cong \operatorname{Hom}_R(H_m^{d-i}(M),E(k))" S143 Q328
	Q3503251 P2534 "Qp_n(x) = np_{n-1}(x)\, ." S143 Q328
	Q7208507 P2534 "[\cdot,\cdot] A\otimes A\to A" S143 Q328
	Q25304802 P2534 "F_i(z) = \Pr[v_i<z]" S143 Q328
	Q5245065 P2534 "h(K_{1}, K_{2}) = \max \left\{ \sup_{a \in K_{1}} \inf_{b \in K_{2}} d(a, b), \sup_{b \in K_{2}} \inf_{a \in K_{1}} d(a, b) \right\}." S143 Q328
	Q1743578 P2534 "\hat{H} = - \frac{\nabla_1^2}{2} - \frac{\nabla_2^2}{2} + \frac{1}{u}" S143 Q328
	Q1677726 P2534 "S'=G S G^\top \, " S143 Q328
	Q2896530 P2534 "f(x)=\sum a_ne^{inx}" S143 Q328
	Q1134404 P2534 " \mathbf{X} = \begin{bmatrix}X_1 \\ \vdots \\ X_n \end{bmatrix}" S143 Q328
	Q27137 P2534 "P = \text{work done per unit time} = \frac {VQ}{t} = VI \," S143 Q328
	Q180241 P2534 "\Delta U = \sum_i E_i\," S143 Q328
	Q4662154 P2534 "\Gamma_8 = \left\{(x_i) \in \mathbb Z^8 \cup (\mathbb Z + \tfrac{1}{2})^8 {\textstyle\sum_i} x_i \equiv 0\;(\mbox{mod }2)\right\}." S143 Q328
	Q7600086 P2534 " I_\Delta=(x_{i_1}\ldots x_{i_r} \{i_1,\ldots,i_r\}\notin\Delta), \quad k[\Delta]=k[x_1,\ldots,x_n]/I_\Delta. " S143 Q328
	Q1538992 P2534 "\frac{E}{m} = K\left(\frac{\sigma}{\rho}\right)," S143 Q328
	Q3237377 P2534 "c\|xy\|_X\le\|f(x)f(y)\|_Y\le C\|xy\|_X" S143 Q328
	Q7942158 P2534 "\mathbf{w}={\arg \max}_\mathbf{w} \frac{ \left\\| \mathbf{wX}_1 \right\\| ^2 } { \left\\| \mathbf{wX}_2 \right\\| ^2 }" S143 Q328
	Q25212987 P2534 "\prod_{k=2}^\infty \frac{k^a - 1}{k^a + 1}" S143 Q328
	Q17010845 P2534 "\alpha \mathfrak{g} \to \Omega^*(M)" S143 Q328
	Q2711882 P2534 "\mathbf{M(q)} \ddot{\mathbf{q}} - \mathbf{Q}_v + \mathbf{C_q}^T \mathbf{\lambda} = \mathbf{F}, (1)" S143 Q328
	Q47574 P2534 "Z = n \times [Z] = n [Z]. For example, "2 candlesticks" Z = 2 [candlestick]." S143 Q328
	Q842217 P2534 "\mathrm{MSE} = E\left[ (\widehat{\theta}(x) - \theta)^2 \right]," S143 Q328
	Q1002299 P2534 "h_{\alpha \beta} = g_{\alpha \beta} - \eta_{\alpha \beta} \,." S143 Q328
	Q2591257 P2534 "\int_\Omega g(x) \|\nabla u(x)\|\, dx = \int_{-\infty}^\infty \left(\int_{u^{-1}(t)}g(x)\,dH_{n-1}(x)\right)\,dt" S143 Q328
	Q1120460 P2534 "a \rightarrow P" S143 Q328
	Q6421981 P2534 "y'' + q(x)y = 0\," S143 Q328
	Q2052203 P2534 " \epsilon y'' + (1+\epsilon) y' + y = 0,\," S143 Q328Q3751716 P2534 "S^n(2)\rightarrow \Omega S^{n+1}(2)\rightarrow \Omega S^{2n+1}(2)" S143 Q328
	Q309940 P2534 "\eta_1 = \mathrm{\tfrac{u\bar{u} + d\bar{d} + s\bar{s}}{\sqrt{3}}}, and " S143 Q328
	Q1670896 P2534 "d_s = \sqrt{\frac{A_p}{\pi}}" S143 Q328
	Q4672379 P2534 "C_\mathrm{max} = \frac{n^2}{\sin^2\theta} ," S143 Q328
	Q25305410 P2534 "a \wedge b \wedge c" S143 Q328
	Q3433170 P2534 "P(AB)=P(A\|B)P(B)=P(B\|A)P(A)" S143 Q328
	Q946684 P2534 "NAE = V ( U_{NH_4} + U_{TA} - U_{HCO_3} )" S143 Q328
	Q597183 P2534 "\begin{alignat}{2}\text{Net Cash Flows from Financing Activities} = & \left[\text{Dividends received from }3^{{\rm rd}}\text{ parties}\right]\\ & -\left[\text{Dividends paid to }3^{{\rm rd}}\text{ parties}\right]\\ & - [\text{Dividends paid to NCI but not} \\ & \text{intracompany dividend payments}] \end{alignat}" S143 Q328
	Q19480970 P2534 "a_{n} x^n y^{(n)}(x) + a_{n-1} x^{n-1} y^{(n-1)}(x) + \cdots + a_0 y(x) = 0." S143 Q328
	Q19810382 P2534 "\exp\colon \mathfrak g \to G" S143 Q328
	Q279926 P2534 "A \ominus B = \{z\in E \| B_{z} \subseteq A\}," S143 Q328
	Q5163116 P2534 "\exists x_1\ldots\exists x_m\,\varphi(x_1,\ldots,x_m) " S143 Q328
	Q1365258 P2534 "S(f) = \int_{-\infty}^{\infty} s(t) \cdot e^{- i 2\pi f t} dt." S143 Q328
	Q17006372 P2534 "F_j=\sum_{i=0}^{N-1}f_i\alpha^{ij}, 0\le j\le N-1, " S143 Q328
	Q4943346 P2534 "\displaystyle \sum s_n(x)t^n/n! = \frac{(1+t)^x}{1+(1+t)^\lambda}" S143 Q328
	Q458556 P2534 " 2\times 2 = 2 + 2 \, " S143 Q328
	Q3711794 P2534 " P( X \le \omega ) = \Phi\left( \frac{ \omega - n \mu }{ \sigma \sqrt{ n } } \right)" S143 Q328
	Q1504173 P2534 " K = \frac{\Phi_\mathrm{v}}{\Phi_\mathrm{e}} = \frac{\int_0^\infty K(\lambda) \Phi_{\mathrm{e},\lambda}\,\mathrm{d}\lambda}{\int_0^\infty \Phi_{\mathrm{e},\lambda}\,\mathrm{d}\lambda}," S143 Q328
	Q3983971 P2534 "\oint_\Gamma \mathbf{F}\, \cdot\, d{\mathbf{\Gamma}} = \iint_S \nabla\times\mathbf{F}\, \cdot\, d\mathbf{S} " S143 Q328Q1477313 P2534 " f(t) \approx \hat f_N(t) = \sum_{n=1}^{N} a_n g_{\gamma_n}(t)" S143 Q328
	Q7098944 P2534 "y_{it}=x_{it}\beta + c_{i}+ u_{it}, t=1,...T ," S143 Q328
	Q5165468 P2534 " p_n(x;a,b,c\mid q)=\frac{(ab,ac;q)_n}{a^n}\cdot {_3\Phi_2}(q^-n,ae^{i\theta},ae^{-i\theta}; ab, ac \mid q;q)" S143 Q328
	Q826704 P2534 " d [0, 1) \to [0, 1)^\infty" S143 Q328
	Q5439075 P2534 " S_{FI} = \xi \int d^4\theta \, V" S143 Q328
	Q25523 P2534 "G(s) = \frac{S_{x,s}(s)}{S_x(s)}e^{\alpha s}," S143 Q328
	Q461809 P2534 " F_{abs} = 100 \cdot \frac{AUC_{po} \cdot D_{iv}}{AUC_{iv} \cdot D_{po}}" S143 Q328
	Q3527215 P2534 " \\| y_n - y_m \\|^2 = \\|y_n -x\\|^2 + \\|y_m -x\\|^2 - 2 \langle y_n - x \, , \, y_m - x\rangle" S143 Q328
	Q17098096 P2534 " \xi \in (\min\{x_0,\dots,x_n\},\max\{x_0,\dots,x_n\}) \," S143 Q328
	Q1156020 P2534 "m_\mathrm{em} = \int {1\over 2}E^2 \, dV = \int_{r_e}^{\infty} \frac{1}{2} \left( {q\over 4\pi r^2} \right)^2 4\pi r^2 \, dr = {q^2 \over 8\pi r_e}," S143 Q328
	Q1248527 P2534 "\Delta V^{n+1}_X = \alpha_X \beta (\lambda - V_{tot})" S143 Q328
	Q7330289 P2534 "m_{rel}=\frac{m_{e}}{\sqrt{1-(v_e/c)^2}}" S143 Q328
	Q17008946 P2534 "c^2 = a^2 - ab + b^2." S143 Q328
	Q5995023 P2534 "R(X, L) = \bigoplus_{d=0}^\infty H^0(X, L^{\otimes d})." S143 Q328
	Q570115 P2534 "KM = KB + BM" S143 Q328
	Q1425280 P2534 "d_j = \frac{1}{3}\left(\frac{m}{\|s_1\|} + \frac{m}{\|s_2\|} + \frac{m-t}{m}\right) = \frac{1}{3}\left(\frac{6}{6} + \frac{6}{6} + \frac{6-\frac{2}{2}}{6}\right) = 0.944" S143 Q328
	Q1290753 P2534 "3^{3n}+[2(3^{n})]^{3}=3^{3n+2}, \quad \quad n \ge1;" S143 Q328
	Q1780913 P2534 "dz^j=dx^j+idy^j,\quad d\bar{z}^j=dx^j-idy^j," S143 Q328
	Q6433560 P2534 " s_\lambda= \sum_\mu K_{\lambda\mu}m_\mu.\ " S143 Q328
	Q25112045 P2534 " z_{ij}=100\pm[(y_{ij}-M_{y_j})S_{y_j}^{-1}]10" S143 Q328
	Q786943 P2534 "E\left(t-D_F/c\right) + E\left(t-D_V\left(t\right)/c\right)" S143 Q328
	Q131222 P2534 "H = - \sum_{i} p_i \log_2 (p_i)" S143 Q328
	Q62494 P2534 "x = r \cos \varphi \," S143 Q328
	Q5275437 P2534 "Q=I(V){\tau}_F ." S143 Q328
	Q900855 P2534 " D = \mu \, k_B T " S143 Q328
	Q7831161 P2534 "{\rm tr}(A^n)-{\rm tr} (A){\rm tr}(A^{n-1})+\cdots+(-1)^n \det(A)=0.\," S143 Q328
	Q4286430 P2534 "\int_{\Gamma_1} \mathrm{F}(\mathrm{X}) \mathrm{d}\mathrm{X}=0" S143 Q328
	Q13640215 P2534 "m_1 \neq m_2 \in \left (\mathbb{F}_{q^k} \right )^K, " S143 Q328
	Q695140 P2534 "f = \frac {1}{ 2 \pi \sqrt {LC}} \," S143 Q328
	Q5143047 P2534 "CLI = 0.0588{L} - 0.296{S} - 15.8\,\!" S143 Q328
	Q5310062 P2534 "2 \pi \tau_p \gamma \cos \theta = m_m g" S143 Q328
	Q21041341 P2534 "Y[w]= \frac{1}{J(M)}\sum_{k \mathop \in S} X(M(w-2 \cdot \pi \cdot k))" S143 Q328
	Q25109621 P2534 "\omega_n(t,f,[a,b])=\sup_{h\in[0,t]}\sup_{x\in[a,b-nh]}\|\Delta_h^n(f,x)\|\text{ for }0\le t\le \frac{b-a} n," S143 Q328
	Q6796210 P2534 "Df(x)(y) = \lim_{s\to 0}\delta_{1/s} f(x\delta_sy)" S143 Q328
	Q3030668 P2534 "\displaystyle x = \frac {ad}{{a^2+b^2+c^2}}, \quad \quad \displaystyle y = \frac {bd}{{a^2+b^2+c^2}}, \quad \quad \displaystyle z = \frac {cd}{{a^2+b^2+c^2}}.{{Citation needed\|date=January 2016}} " S143 Q328
	Q17163393 P2534 " d \log X_i(t) = \gamma_i(t) \, dt + \sum_{\nu=1}^d \xi_{i \nu}(t) \, dW_{\nu}(t)" S143 Q328
	Q17099488 P2534 "\ x=(d/2) \xi \eta, " S143 Q328
	Q3258368 P2534 " m_k\in\mathbb{R}^n, the distribution mean and current favorite solution to the optimization problem," S143 Q328
	Q669548 P2534 "\mu(p) = \max_{ \|\lambda\| = p} \{ \max_{j\notin \lambda} \{ \sum_{i\in\lambda} {\|\boldsymbol{a}_i^{\boldsymbol{T}}\boldsymbol{a}_j\|} \} \}" S143 Q328
	Q370687 P2534 "\theta = \sum_i p_i dq^i" S143 Q328
	Q2451025 P2534 "HK={{\textrm{load}(\mbox{kgf})} \over {\textrm{impression\ area} (\mbox{mm}^2)}}={P \over {C_pL^2}}" S143 Q328
	Q7433033 P2534 " \varphi(x) = \sum_{x'} \varphi(x') " S143 Q328
	Q5318397 P2534 "2^{-k}\mathbf{Z}^n= \left \{2^{-k}(v_1,\dots,v_n)v_j \in \mathbf{Z} \right \}" S143 Q328
	Q2319304 P2534 " \mathit{ARA}(w) =-\frac{u''(w)}{u'(w)}" S143 Q328
	Q25111519 P2534 " \gamma = \ln \left[ \frac{\sqrt { \frac{Z_a}{Z_b} +1 } }{\sqrt{ \frac{Z_a}{Z_b} -1} } \right] =2\tanh^{-1} \left( \sqrt \frac{Z_a}{Z_b} \right) \qquad \text{and} \qquad Z_0 = \sqrt{Z_a Z_b} \gamma = \sqrt { \left(\frac{Z_a}{Z_b} +1 \right) } " S143 Q328
	Q920601 P2534 " \frac{{\rm d}a}{{\rm d}N} = C \Delta K^m ," S143 Q328Q3537566 P2534 "X \times \hat X," S143 Q328
	Q25111329 P2534 "\{\omega \psi (\omega) \cap U \neq \empty \} \in B. " S143 Q328
	Q427977 P2534 "\ln wage = \alpha_{0} + \delta_{0} female + \alpha_{1} education + u" S143 Q328
	Q3127537 P2534 "\frac{d^2y}{dx^2} + (A+B\weierp(x))y = 0, " S143 Q328
	Q486420 P2534 " U = H(k) / D" S143 Q328
	Q1006565 P2534 "\underbrace{\underbrace{\mathrm{root+suffix}}_{\mathrm{stem}} + \mathrm{ending}}_{\mathrm{word}}" S143 Q328
	Q217113 P2534 " \frac{10\ \cancel{\text{mile}}}{1\ \cancel{\text{hour}}} \times \frac{1609\text{ meter}}{1\ \cancel{\text{mile}}} \times \frac{1\ \cancel{\text{hour}}}{3600\text{ second}} = 4.47\ \frac{\text{meter}}{\text{second}}. " S143 Q328
	Q6692774 P2534 " E_\mathrm{stored} = {1 \over 2} C U^2 " S143 Q328
	Q217219 P2534 "\frac{\partial \rho}{\partial t} + \nabla \cdot \mathbf{j} = 0\," S143 Q328
	Q2664426 P2534 "f(z)=\sum_{n \geq 0}a_n z^n" S143 Q328
	Q1014612 P2534 "\{V_1, \dots,V_n\}" S143 Q328
	Q28967 P2534 "\, r=a+b\theta" S143 Q328
	Q494750 P2534 "t' = t \times M_{3x3} \times V_{3x3}" S143 Q328
	Q2845258 P2534 " P(w,d) = \sum_c P(c) P(d\|c) P(w\|c) = P(d) \sum_c P(c\|d) P(w\|c)" S143 Q328
	Q23937546 P2534 " x \mapsto [x 1]." S143 Q328
	Q2389810 P2534 "(\phi \lor \exists x \psi) \leftrightarrow \exists x (\phi \lor \psi)," S143 Q328
	Q5073749 P2534 "\Sigma \chi(n)\," S143 Q328
	Q652571 P2534 "a_0 = \frac{4 \pi \varepsilon_0 \hbar^2}{m_{\mathrm{e}} e^2} = \frac{\hbar}{m_{\mathrm{e}}\,c\,\alpha}" S143 Q328
	Q17098075 P2534 " r_A (d) = \left\| A_d \right\| - \frac{\omega(d)}{d} X." S143 Q328
	Q905988 P2534 " s = \begin{cases} b_k - \frac{b_k-b_{k-1}}{f(b_k)-f(b_{k-1})} f(b_k), & \mbox{if } f(b_k)\neq f(b_{k-1}) \\ m & \mbox{otherwise } \end{cases} " S143 Q328
	Q4861944 P2534 "\rho_{gas}=\frac{m_{fullgas}-m_{evactube}}{V}\," S143 Q328
	Q6060395 P2534 "\frac{dR}{dt}=\frac{R(t)}{2}," S143 Q328
	Q50701 P2534 "(\forall \epsilon >0) (\exists \eta >0) (\forall x) \;\|x-a\|<\eta \Rightarrow \|L-f(x)\|<\epsilon," S143 Q328
	Q7888360 P2534 "M\cong\bigoplus_i R/(d_i) = R/(d_1)\oplus R/(d_2)\oplus\cdots\oplus R/(d_n)." S143 Q328
	Q3284399 P2534 "\mathcal{P}=\{P_{\mu,\sigma }(x) \equiv \frac{1}{\sqrt{2 \pi} \sigma} \exp\left( -\frac{(x-\mu)^2}{2\sigma^2}\right) \mu \in \mathbb{R}, \sigma > 0\}. " S143 Q328
	Q3526926 P2534 "B R^\prime D^2 R B^\prime U^2 B R^\prime D^2 R B^\prime U^2,\,\! (twist two corners)" S143 Q328
	Q6428513 P2534 " x = \sum_{n=0}^\infty a_n q^{-n}" S143 Q328
	Q211086 P2534 "E_\mathrm{vib}= h\nu_e\cdot\left(v + \tfrac{1}{2}\right)+ hx_e\nu_e\cdot\left(v+\tfrac{1}{2}\right)^2" S143 Q328
	Q3554721 P2534 "m^\star = m + c\left(t-\tau\right) \, " S143 Q328
	Q6449272 P2534 " g \mathbb{R}\rightarrow \mathbb{R} " S143 Q328
	Q5361061 P2534 "C_{t+dt} = C_t - C_t \cdot K \cdot dt, " S143 Q328
	Q6438890 P2534 " \Phi_p(x,y)\equiv (x-y^p)(x^p-y)\bmod p," S143 Q328
	Q2610096 P2534 "p(z)=a_{0}z^n+a_{1}z^{n-1}+\cdots+a_{n-1}z+a_n" S143 Q328
	Q4774672 P2534 " \int_{\gamma} g(\zeta) d \zeta = f(b) - f(a)." S143 Q328
	Q223571 P2534 "W=\int_{V_i}^{V_f} \,P\,dV" S143 Q328
	Q2405805 P2534 "[x,y,z] = (xy)z - x(yz).\," S143 Q328
	Q5275350 P2534 " I\subset \Omega^*(M) ." S143 Q328
	Q11573 P2534 " \lambda = \frac{c}{n f} \ " S143 Q328
	Q5265701 P2534 " d_K = \frac{1}{p} \min_{c_1 ... c_K}{E[(X - c_X)^T\Gamma^{-1}(X - c_X)]} " S143 Q328
	Q1102454 P2534 "\{English(Fred) \vee Irish(Fred)\}" S143 Q328
	Q2393499 P2534 " \sum_{i=1}^N O_i = 20 \, " S143 Q328
	Q4887516 P2534 "<math chem>A=A^\ce{HG}+A^\ce{G}+A^\ce{H}\," S143 Q328Q1046492 P2534 "F = 2 P A_t" S143 Q328
	Q778947 P2534 "\\|f\\|_{p_\theta} \leq \\|f\\|_{p_0}^{1-\theta}\\|f\\|_{p_1}^\theta." S143 Q328
	Q7687971 P2534 "\\|f\\| = \max_I \|a_I\|" S143 Q328
	Q2992268 P2534 "\left. u \right\|_{\Gamma_1} = u_0{{spaces\|10}}and{{spaces\|10}}\left. \frac{\partial u}{\partial n}\right\|_{\Gamma_2} = g," S143 Q328
	Q5900509 P2534 "\eta\colon S^3 \to S^2, " S143 Q328
	Q5961203 P2534 "r = \sqrt { x^2 + y^2 } \, " S143 Q328
	Q1789519 P2534 "E_S = \frac{m_e^2 c^3}{q_e \hbar} \simeq 1.3 \times 10^{18} \, \mathrm{V} / \mathrm{m}," S143 Q328
	Q7430623 P2534 "\langle\Delta_z(\mathbf{r})\Delta_z(\mathbf{r'})\rangle = \Delta^2\exp\left(-\frac{\|\mathbf{r}-\mathbf{r'}\|^2}{\Lambda^2}\right)" S143 Q328
	Q55451 P2534 "\mathbf{\nabla} \cdot \mathbf{E} = \mathbf{\nabla} \cdot \left (- \mathbf{\nabla} V_\mathbf{E} \right ) = -\nabla^2 V_\mathbf{E} = \rho / \varepsilon_0, \, " S143 Q328
	Q6433477 P2534 "\displaystyle{\\|P^\perp(Y_{n+1})\\|^2\le \left({m-1\over m}\right)\\|P^\perp(Y_n)\\|^2.}" S143 Q328
	Q7104117 P2534 "\mathbf{u} = \left(U(z)+u'(x,z,t), 0 ,w'(x,z,t)\right)," S143 Q328
	Q2280378 P2534 "R = \frac{\|V_\parallel\|^2}{P}" S143 Q328
	Q17086378 P2534 "3[\cos(x) + \cos(y) + \cos(z)] + 4 \cos(x)\cos(y)\cos(z) = 0" S143 Q328
	Q1464944 P2534 "y_k = \frac{1}{\sqrt{N}} \sum_{j=0}^{N-1} x_j \omega^{jk}," S143 Q328
	Q5049507 P2534 "\lambda\left(\Sigma+\frac{1}{n+1}\cdot K\right)-\lambda\left(\Sigma+\frac{1}{n}\cdot K\right)" S143 Q328
	Q25111998 P2534 "{\sigma_c \over \rho g}" S143 Q328
	Q7136258 P2534 " \mathbf{v} \mathbf{v} = \mathbf{v}\cdot \mathbf{v} " S143 Q328
	Q1227061 P2534 "\left\|\alpha -\frac{p}{q}\right \| < \left\|\alpha -\frac{p'}{q'}\right \|," S143 Q328
	Q7489282 P2534 "\operatorname{Ext}^n_R(N, {}_R M) \cong \operatorname{Ext}^n_S(S \otimes_R N, M)" S143 Q328
	Q3090439 P2534 "\frac{mv^2}{r} = qBv" S143 Q328
	Q1890213 P2534 " 1.00U($1\text{ M}) > 0.89U($1\text{ M}) + 0.01U($0\text{ M}) + 0.1U($5\text{ M})\," S143 Q328
	Q1851710 P2534 "\mathcal Q = (Q, \sigma_f, I_{\mathcal Q})" S143 Q328
	Q25305385 P2534 "\nu_X X \to \mathbb{Z}" S143 Q328
	Q718875 P2534 "\binom{n-1}{r-1}." S143 Q328
	Q692457 P2534 " \psi = e^{i(kx-\omega t)}" S143 Q328
	Q1697929 P2534 "E=\frac{1}{2}\left(\frac{dz}{dt}\right)^2 - \frac{1}{r}" S143 Q328
	Q7618545 P2534 "\frac{\partial u}{\partial t} = -\frac{1}{\rho} \frac{\partial p}{\partial x} + \nu \frac{\partial^2 u}{\partial z^2}," S143 Q328
	Q2918589 P2534 " \sigma (\cdot) = \mathrm{Trace} (\rho \; \cdot)" S143 Q328
	Q11331033 P2534 "S = 2^{Y-1984}," S143 Q328
	Q19929660 P2534 " TL = 10 \log_{10} \left\vert {W_i \over W_t}\right\vert" S143 Q328
	Q4876143 P2534 "B_n = \frac{Wo}{P V F} " S143 Q328
	Q4735154 P2534 " \text{(1)} \quad \hat{\textbf{x}}_{k} \leftarrow \hat{\textbf{x}}_{k-1} + \Delta \textrm{T}\ \textbf{ } \hat{\textbf{v}}_{k-1} " S143 Q328
	Q5273760 P2534 "u\rho'(u) + \rho(u-1) = 0\," S143 Q328
	Q3848697 P2534 "\theta(z;q)=\prod_{n=0}^\infty (1-q^nz)\left(1-q^{n+1}/z\right)" S143 Q328
	Q2632607 P2534 "\varprojlim \pi_S^0(BG^{(k)}_+) \to \hat{A}(G)." S143 Q328
	Q2279791 P2534 "\delta = 0.23\,\mathrm{ppm} + S_\mathrm{A} + S_\mathrm{B}" S143 Q328
	Q3395690 P2534 "i\hbar\frac{\partial}{\partial t}\psi = \frac{-\hbar^{2}}{2m}\nabla^{2}\psi + mV_{grav}\psi" S143 Q328
	Q5167494 P2534 "\dot{Q}=\dot{m}C_p\Delta T" S143 Q328
	Q466511 P2534 " \mbox{displacement} = {\pi\over 4} \times \mbox{bore}^2 \times \mbox{stroke} \times \mbox{number of cylinders}" S143 Q328
	Q181404 P2534 "\text{apparent immersed weight} = \text{weight of object} - \text{weight of displaced fluid}\," S143 Q328
	Q3179839 P2534 " A_1 < A_2 < \cdots < A_N. " S143 Q328
	Q4491933 P2534 "P_n(x) = {1 \over 2^n n!} {d^n \over dx^n } \left[ (x^2 -1)^n \right]. " S143 Q328
	Q7979829 P2534 "F(x)=\frac{1}{\sqrt{4\pi}}\int_{-\infty}^\infty f(y) \; e^{-\frac{(x-y)^2}{4}} \; dy = \frac{1}{\sqrt{4\pi}}\int_{-\infty}^\infty f(x-y) \; e^{-\frac{y^2}{4}} \; dy~," S143 Q328
	Q193794 P2534 "x_0=m_0\times10^{n_0}" S143 Q328
	Q7630587 P2534 "d(x, y) = \inf\int_0^1 \sqrt{g(\dot\gamma(t),\dot\gamma(t))} \, dt," S143 Q328
	Q5395728 P2534 " \ln x_2 = - \frac {\Delta H^\circ_{\mathit{fus}}}{R} \left(\frac{1}{T}- \frac{1}{T_{\mathit{fus}}}\right)" S143 Q328Q6935007 P2534 "L^2_0(G(K)\backslash G(\mathbf{A}),\omega)=\hat{\bigoplus}_{(\pi,V_\pi)}m_\pi V_\pi" S143 Q328
	Q177612 P2534 "\Omega = \frac{A}{r^2}\,\mathrm{sr} \," S143 Q328
	Q1759646 P2534 " \operatorname{E}(R_p) = \sum_i w_i \operatorname{E}(R_i) \quad " S143 Q328
	Q910990 P2534 "\int_{-\infty}^\infty f(x)g^(x)\operatorname{d}\!x = \frac{1}{2\pi} \int_{-\infty}^\infty F(k)G^(k)\operatorname{d}\!k," S143 Q328
	Q4356506 P2534 "f_{v,\eta}(g) = \eta(\rho(g)v)" S143 Q328
	Q17006285 P2534 "z=\frac{1}{xy}(0.9+0.1y) is minimized. dz=0. " S143 Q328
	Q304054 P2534 " Q(t_2) \ = \ Q(t_1) + Q_{\rm{IN}} - Q_{\rm{OUT}}. " S143 Q328
	Q3984053 P2534 "(\mathcal{F}f)(\xi)=\int_{\mathbb{R}^n} e^{-2\pi iy\cdot\xi} \, f(y)\,dy," S143 Q328
	Q724168 P2534 "\{ Q_{ \alpha }, \bar{Q_{ \dot{ \beta }}} \} = 2( \sigma{}^{\mu} )_{ \alpha \dot{ \beta }} P_{\mu} " S143 Q328
	Q5591907 P2534 "\frac{1}{\rho}\frac{dp}{dt} + \frac{1}{2}\frac{dv^2}{dt} + g\frac{dz}{dt} = 0" S143 Q328
	Q6787906 P2534 "k(M)=\max_S \left\lceil\frac{\|S\|}{r(S)}\right\rceil," S143 Q328
	Q1050391 P2534 "d = \sqrt{(r \cos\theta - a)^2 + (r \sin\theta - b)^2} = \sqrt{(f(\theta) \cos\theta - a)^2 + (f(\theta) \sin\theta - b)^2}." S143 Q328
	Q7542169 P2534 "\nabla^2 E - \mu_0\, \varepsilon_0\, \frac{\partial^2E}{\partial t^2} = 0." S143 Q328
	Q1789847 P2534 "n=u \cdot p_1^{e_1} \cdots p_k^{e_k}," S143 Q328
	Q6815755 P2534 "\text{refresh cycle interval} = \text{refresh time}\, / \,\text{number of rows} \," S143 Q328
	Q1456275 P2534 "\lambda_{i}=\lambda\text{ and }\mu_{i}=\mu\text{ for all }i. \, " S143 Q328
	Q25098585 P2534 "\delta_a a \rightarrow a \times a" S143 Q328
	Q1335878 P2534 "\rho_P(r) = \bigg(\frac{3M}{4\pi a^3}\bigg)\bigg(1+\frac{r^2}{a^2}\bigg)^{-\frac{5}{2}}\,," S143 Q328
	Q6523215 P2534 "A = R^2\left(\theta - \sin \theta \right)." S143 Q328
	Q7269080 P2534 " \begin{bmatrix} S_{11} & \cdots & S_{1 n}\\ \vdots & \ddots & \vdots \\ S_{n 1} & \cdots & S_{n n}\end{bmatrix} " S143 Q328
	Q978492 P2534 "\text{Effective porosity} = \text{Total porosity} - \text{CBW}" S143 Q328
	Q1049683 P2534 " \forall P ((0 \in P \land \forall i (i \in P \to i + 1 \in P)) \to \forall n (n \in P)) " S143 Q328
	Q5507285 P2534 "TN^* = (NT)^* = (TN)^* = N^*T.\, " S143 Q328
	Q1136376 P2534 "\operatorname{supp}(f) = \{x\in X \,\|\, f(x)\ne 0\}." S143 Q328
	Q1674549 P2534 "\delta ^{13}C = \Biggl( \frac{\bigl( \frac{^{13}C}{^{12}C} \bigr)_{sample}}{\bigl( \frac{^{13}C}{^{12}C} \bigr)_{standard}} -1 \Biggr) * 1000\ ^{o}\!/\!_{oo}" S143 Q328
	Q5532495 P2534 "2\pi\int_{x_1}^{x_2} f(x) \sqrt{1+f'(x)^2} dx" S143 Q328
	Q179814 P2534 "\mathrm{La} = \mathrm{Su} = \frac{\sigma \rho L}{\mu^2}" S143 Q328
	Q2845168 P2534 " v = i R " S143 Q328
	Q15410640 P2534 "E_{B} = a_{V} A - a_{S} A^{2/3} - a_{C} \frac{Z^2}{A^{1/3}} - a_{A} \frac{(A - 2Z)^{2}}{A} \pm \delta(A,Z)." S143 Q328
	Q7827210 P2534 " f\in M^{\ast}=\operatorname{Hom}_R(M,R),\quad f(m)\ne 0." S143 Q328
	Q16948724 P2534 " x \geq 0,\ f(x) \geq 0 \text{ and } x^{T}f(x)=0 \," S143 Q328
	Q2835942 P2534 "T_f + K\;" S143 Q328
	Q17166031 P2534 "\mathrm{SINR}=\frac{S}{I+N}" S143 Q328
	Q7828092 P2534 " \Gamma^t_a = \frac{\sqrt{\sum_{i=1}^N \|b_i\|^2}}{\sqrt{\sum_{i=1}^N \|a_i\|^2}}. " S143 Q328
	Q2118022 P2534 "F=ma" S143 Q328
	Q2933696 P2534 "V_n(R) = \frac{\pi^{n/2}}{\Gamma(\frac{n}{2} + 1)}R^n," S143 Q328
	Q5121696 P2534 "l(v,w), lower bound on flow from node v to node w," S143 Q328
	Q6934659 P2534 "\hat{f}(\xi) = \mathcal{F}(f)(\xi) = \int_{\Re^n} f(x) e^{-2\pi i \langle x,\xi \rangle} \, dx" S143 Q328
	Q12162442 P2534 " V_{L1-N} = V_P \sin\left(\theta\right)\,\!" S143 Q328
	Q4795520 P2534 " \mathrm{HOMA} = 1- 257.7/n\sum^n_i(d_{\rm opt} - d_i)^2 \,," S143 Q328
	Q7234818 P2534 "\vec{V}=U\widehat{i}+0\widehat{j}," S143 Q328
	Q4914973 P2534 " \dot{x_1} = \frac{dx_1}{dt} = f_1(x_1, \ldots, x_n) " S143 Q328
	Q18206032 P2534 "G = \mathbb{T}^2 = \left\{\left .\left(\begin{matrix}e^{2\pi i\theta} & 0\\0 & e^{2\pi i\phi}\end{matrix}\right)\right\| \theta, \phi \in \mathbb{R}\right\}," S143 Q328
	Q755092 P2534 "\\|f+g\\|_p \le \\|f\\|_p + \\|g\\|_p" S143 Q328
	Q4697635 P2534 " v = {V / \Delta t \over {A}} " S143 Q328
	Q6754178 P2534 "A = \dots \to A^{n - 1} \xrightarrow{d_A^{n - 1}} A^n \xrightarrow{d_A^n} A^{n + 1} \to \cdots" S143 Q328
	Q5139457 P2534 "T \equiv \sum_{i=1}^k t_i (N_{1i} R_2 - N_{2i} R_1)," S143 Q328
	Q4873609 P2534 "\text{Baux score} = \text{(percent body surface burned)} + \text{(patient's age)}" S143 Q328
	Q846235 P2534 "V = \frac{1}{3} h(a^2 + a b +b^2)." S143 Q328
	Q5408983 P2534 "\mathbf p = m \mathbf v_{\rm cm}." S143 Q328
	Q5420854 P2534 "E_A = \frac 1 {1 + 10^{(R_B - R_A)/400}}." S143 Q328
	Q678322 P2534 " Q = T_3 + \frac{Y_\mathrm{W}}{2}." S143 Q328
	Q6667682 P2534 "f = \sum_t \alpha_t h_t" S143 Q328
	Q182467 P2534 " \text{Combined PAR} = 1 - (1-\text{PAR}_1)(1-\text{PAR}_2)(1-\text{PAR}_3)\cdots. \, " S143 Q328
	Q25304532 P2534 " \begin{bmatrix}X_{m\times m}&B_{o,m\times n}&0_{m\times k}\\C_{o,n\times m}&D_{n\times n}&C_{v,n\times k}\\0_{k\times m}&B_{v,k\times n}&0_{k\times k}\end{bmatrix}" S143 Q328
	Q206037 P2534 "\begin{align} 1~\text{rad/s} & \leftrightarrow \frac{1}{2\pi}~\text{Hz} \\ & \leftrightarrow \frac{60}{2\pi}~\text{rpm} \end{align}" S143 Q328
	Q5871018 P2534 " \mathcal{S} = -\int \frac{1}{4 \mu_0} \, \mathrm{d}^4x \, F^{\alpha\beta} F_{\alpha\beta} - \int \mathrm{d}^4x \, j^{\alpha}A_{\alpha} " S143 Q328
	Q1325769 P2534 "T_{ijk\dots} = -T_{jik\dots} = T_{jki\dots} = -T_{kji\dots} = T_{kij\dots} = -T_{ikj\dots}" S143 Q328
	Q3115490 P2534 " (x-27)(x-9)^7(x+1)^{27}(x+3)^{21}. \, " S143 Q328
	Q5533580 P2534 " f(x) \sim \lim_{n\to\infty}\sum_{k=0}^n\frac{f^{(k)}(x_0)}{k!}(x-x_0)^k . " S143 Q328
	Q5419636 P2534 " (u_1, u_2, \ldots, u_n)" S143 Q328
	Q121437 P2534 "e_1e_2-e_2e_1 = 2e_3, \quad e_2e_3-e_3e_2 = 2e_1, \quad e_3e_1-e_1e_3=2e_2." S143 Q328
	Q1778169 P2534 "M=\left[\begin{matrix} A & B \\ C & D \end{matrix}\right]" S143 Q328
	Q230883 P2534 "\left\|\psi\right\rang = \frac{1}{\sqrt{2}}\bigg(\left\|\uparrow\downarrow\right\rang - \left\|\downarrow\uparrow\right\rang \bigg)," S143 Q328
	Q465149 P2534 " \exists X ( \exists x,y (Xx \land Xy \land Axy) \land \exists x \neg Xx \land \forall x\, \forall y (Xx \land Axy \rightarrow Xy))" S143 Q328
	Q7977984 P2534 "0<a \,\wedge\, S(a)" S143 Q328
	Q145765 P2534 "H = \frac{{wS^2}}{{8d}} " S143 Q328
	Q1870029 P2534 "x^\prime = k\ell\left(x + \varepsilon t\right), \qquad y^\prime = \ell y, \qquad z^\prime = \ell z, \qquad t^\prime = k\ell\left(t + \varepsilon x\right)" S143 Q328
	Q2406054 P2534 "\frac{20! \times 3^{19}}{120} \approx 2.36 \times 10^{25}" S143 Q328
	Q697133 P2534 "N=\left\lfloor0.5-\log_2\left(\frac{\text{Frequency of this item}}{\text{Frequency of most common item}}\right)\right\rfloor" S143 Q328
	Q1076792 P2534 "R^+ \times R^+ \times S^1 ." S143 Q328
	Q1340706 P2534 " y_i = \alpha + \beta x_i + \gamma z_i + u_i" S143 Q328
	Q1888119 P2534 " F_y(t) = Y cos(\omega t) " S143 Q328
	Q1777486 P2534 "\pi_1(\mathbb{R}^3 \setminus K)." S143 Q328
	Q36477 P2534 " m(\phi)=\frac{\pi}{180}R\phi_{\rm degrees}= R\phi_{\rm radians}." S143 Q328
	Q17030026 P2534 "{v_1^2 \over 2}+{p_1\over\rho} = {v_2^2 \over 2}+{p_2\over\rho}" S143 Q328
	Q17149781 P2534 " \mathbf{F} = \frac{q_1 q_2} {4\pi \epsilon_0 r^2} \left[\left[1+\frac{3-k}{4} \left(\frac{v}{c}\right)^2 - \frac{3(1-k)}{4} \left(\frac{\mathbf{v\cdot r}}{c^2}\right)^2 - \frac{r}{2c^2} (\mathbf{a\cdot r}) \right] \frac{\mathbf{r}}{r} - \frac{k+1}{2c^2} (\mathbf{v\cdot r})\mathbf{v} - \frac{r}{c^2} (\mathbf{a})\right] " S143 Q328
	Q5423634 P2534 " D_f(P\parallel Q) \equiv \int_{\Omega} f\left(\frac{dP}{dQ}\right)\,dQ." S143 Q328
	Q2167245 P2534 "\mathrm{Eo}=\mathrm{Bo}=\frac{\Delta\rho \,g \,L^2}{\sigma}" S143 Q328
	Q1058662 P2534 " \theta=\left(\mathrm{d}\theta\right)^p everywhere," S143 Q328
	Q684363 P2534 "\left [ \hat{O}_{ij} , \hat{O}_{k \ell} \right ] = \delta_{jk} \hat{O}_{i \ell} - \delta_{i \ell} \hat{O}_{kj}" S143 Q328
	Q5428731 P2534 " 1 \to A \to X \to G \to 1," S143 Q328
	Q775226 P2534 "r = ae^{b\theta}\," S143 Q328
	Q257387 P2534 "[0,1]\subseteq\bigcup_k V_k\subseteq[-1,2]. " S143 Q328
	Q3922068 P2534 " \dot{\mathbf{x}} = f \left(\mathbf x \right) " S143 Q328
	Q1069637 P2534 "E = E_{ex} + E_D + E_{\lambda} + E_k + E_H\,&nbsp;&nbsp;&nbsp;&nbsp;" S143 Q328
	Q5047038 P2534 " K(u,v)=\operatorname{tr}(\operatorname{ad}(u)\operatorname{ad}(v))," S143 Q328
	Q2734005 P2534 " y'+ P(x)y = Q(x)" S143 Q328
	Q4927092 P2534 " f_n(z_n+\rho_nz)\to f, \, " S143 Q328
	Q5230361 P2534 "i u_t + c_0 u_{xx} + u_{yy} = c_1 \|u\|^2 u + c_2 u \phi_x,\," S143 Q328
	Q7432938 P2534 "\dim(V\cap W_j)\ge j" S143 Q328
	Q581505 P2534 "\psi_L(x)= A e^{ikx} + B e^{-ikx}" S143 Q328
	Q1091134 P2534 " [H_j H_1\cap H_2]<\infty\text{ for }j=1,\,2." S143 Q328
	Q1144029 P2534 " \lambda = \frac{\|\Delta \mathrm{Price}_t\|}{\mathrm{Volume}_t}" S143 Q328
	Q7116943 P2534 "\sigma_{zz} = M \epsilon_{zz}" S143 Q328
	Q14313562 P2534 "\text{Humidex} = T_\text{air} + 0.5555 \left[6.11 e^{5417.7530 \left(\frac{1}{273.16} - \frac{1}{T_\text{dew}}\right)} - 10\right]" S143 Q328
	Q844128 P2534 "\omega_D = i^*(\omega_X \otimes \mathcal{O}(D))." S143 Q328
	Q27673 P2534 "s_{uv}=\frac{C^_{uv}}{L^}=13 \sqrt{(u'-u'_n)^2+(v'-v'_n)^2}" S143 Q328
	Q4456449 P2534 " \sum_{n=0}^\infty (-1)^{n} a_n = a_0-a_1 + a_2 - a_3 + \cdots \!" S143 Q328
	Q5164367 P2534 "\nabla\cdot \vec E = \rho" S143 Q328
	Q420904 P2534 " \mathbf{M} = \mathbf{U} \boldsymbol{\Sigma} \mathbf{V}^*" S143 Q328
	Q901006 P2534 "I(x) = I_0 e^{-\kappa_\nu \rho x}" S143 Q328
	Q2248459 P2534 " \xi (1/2+iz)= A\sqrt \pi (\lambda)^{-1} \int_{-\infty}^\infty e^{\frac{-1}{4\lambda}(x-z)^{2}} H(\lambda , x) \, dx " S143 Q328
	Q1503548 P2534 "H^2 = \frac{\mathrm{Var}(G)}{\mathrm{Var}(P)} ." S143 Q328
	Q3478415 P2534 "0 \to M' \to M \to M'' \to 0" S143 Q328
	Q182598 P2534 "p(C_k \vert x_1, \dots, x_n)\," S143 Q328
	Q4814133 P2534 "x=r\,\cos\theta \quad" S143 Q328
	Q5636333 P2534 "fS\to \Gamma" S143 Q328
	Q16065613 P2534 " dX = \mu dt + s dZ " S143 Q328
	Q1339405 P2534 " Y = X_1 \beta_1 + X_2 \beta_2 + u \! " S143 Q328
	Q788494 P2534 "\nabla_Xg(Y,Z)=g(\nabla_XY,Z)+g(Y,\nabla_XZ) " S143 Q328
	Q20988868 P2534 "X =\xi + \frac{\alpha}{\beta} (1 - (1-U)^{\beta}) - \frac{\gamma}{\delta} (1 - (1-U)^{-\delta})" S143 Q328
	Q7538361 P2534 "F_{sp} = K \times \Delta\rho \times L \times \sqrt{A}" S143 Q328
	Q3395194 P2534 "\vec F \cdot t = \Delta m \vec v" S143 Q328
	Q5042898 P2534 "\|f(z)\| \leq C e^{\tau\|z\|}, \quad z \in \mathbb{C}" S143 Q328
	Q3406235 P2534 "\sum_{a\in A} a^i = \sum_{b\in B} b^i" S143 Q328
	Q13602 P2534 "A^2=I \quad\quad\quad\quad (1)" S143 Q328
	Q579128 P2534 " V = \sum_{i=1}^{n}PV_i " S143 Q328
	Q17021115 P2534 " X = \pm \sum_{\nu}^{ } x_\nu \rho^\nu," S143 Q328
	Q5457845 P2534 "f(x;\sigma) = \frac{x}{\sigma^2} e^{-x^2/2\sigma^2}, \quad x \geq 0," S143 Q328
	Q819142 P2534 "\|S\| \le \binom{n}{\lfloor n/2\rfloor}." S143 Q328
	Q7398951 P2534 "d_p = \sqrt{w_p^2 + h_p^2}" S143 Q328
	Q7333166 P2534 "c_\alpha = \pi^{n/2}2^\alpha\frac{\Gamma(\alpha/2)}{\Gamma((n-\alpha)/2)}." S143 Q328
	Q118801 P2534 "\mathcal{F} = \oint \mathbf{H} \cdot \operatorname{d}\mathbf{l}" S143 Q328
	Q7314224 P2534 "[h,e]=e" S143 Q328
	Q842271 P2534 "\Delta U=U(S_2)-U(S_1)\," S143 Q328
	Q6683730 P2534 "\pi(n) = G(C)^{-1} \prod_{r \in R} \frac{v_r^{n_r}}{n_r!} \text { for } n \in S(C)" S143 Q328
	Q534527 P2534 "h = \frac{1}{R}\sqrt {{{\left( {\frac{{\partial x}}{{\partial \varphi }}} \right)}^2} + {{\left( {\frac{{\partial y}}{{\partial \varphi }}} \right)}^2}}" S143 Q328
	Q1452853 P2534 "f X \rightarrow \mathbb{R} " S143 Q328
	Q11095733 P2534 "\sum_{k=0}^p {p \choose k}^2 {{n+2p-k}\choose {2p}} = {{n+p} \choose p}^2." S143 Q328
	Q4894565 P2534 " \deg\, P_n = n~, \quad \sup_{0 \leq x \leq 2\pi} \|f(x) - P_n(x)\| \leq \frac{C(f)}{n^{r + \alpha}}~," S143 Q328
	Q5168004 P2534 "x^{k+1}_i = \underset{y\in\mathbb R}{\operatorname{arg\,min}}\; f(x^{k+1}_1, \dots, x^{k+1}_{i-1}, y, x^k_{i+1}, \dots, x^k_n)." S143 Q328
	Q848485 P2534 "x^{2} \equiv 1\pmod{p} " S143 Q328
	Q897769 P2534 "K=(L\setminus Z)\cup (R\cap Z)." S143 Q328
	Q3922074 P2534 "(\forall n (P(n) \vee \neg P(n)) \wedge (\neg \forall n \neg P(n))) \rightarrow (\exists n\;P(n))." S143 Q328
	Q947542 P2534 "e^{(1 + o(1))\sqrt{\ln n \ln\ln n}} =L_n\left[1/2,1\right]" S143 Q328
	Q7233606 P2534 " \pi_1 = \text{Pr}[P=1,Q=1]=\sum_{\omega \in S_1} \Psi^2_\omega" S143 Q328
	Q1051921 P2534 "n'=(3\cdot n^2 - 2\cdot n^3) \ \bmod{10^{2k}}\, ." S143 Q328
	Q588736 P2534 "v=\frac{\sum_{}\frac{\pm e_{k}}{R_{k}}+\sum_{}\pm a_{m}}{\sum_{}\frac{1}{R_{k}}+\sum_{}\frac{1}{R_{i}}}" S143 Q328
	Q4769701 P2534 "AFR = 1-exp(-8760/MTBF)." S143 Q328
	Q5348459 P2534 "3/2 \times x + 4 = 10.\ " S143 Q328
	Q714220 P2534 "\sqrt[3]{1} = \begin{cases} \ \ 1 \\[8pt] -\frac{1}{2}+\frac{\sqrt{3}}{2}i \\[8pt] -\frac{1}{2}-\frac{\sqrt{3}}{2}i \end{cases} " S143 Q328
	Q11563 P2534 " {1 \over 2} = {2 \over 4}.\," S143 Q328
	Q5041611 P2534 "\forall (f_1,f_2) \in \mathbb{R}(Z)^2, \delta f_1 f_2 = f_1 \delta f_2 + f_2 \delta f_1." S143 Q328
	Q3258483 P2534 "x = R \frac {\sin \left(\lambda - \lambda_0\right)}{\cos \varphi} " S143 Q328
	Q5262608 P2534 "\frac{D}{Dt} \ \stackrel{\mathrm{def}}{=}\ \frac{\partial}{\partial t} + \mathbf{u}\cdot\nabla " S143 Q328
	Q6692247 P2534 "P(x) = a_n x^n + a_{n-1} x^{n-1} + \dots + a_1 x + a_0 = a_n (x-\alpha_1)(x-\alpha_2) \dots (x - \alpha_n), \,\!" S143 Q328
	Q1201815 P2534 "\forall \epsilon > 0 \ \exists \{U_n \} (A \subset \bigcup_1 ^\infty U_n \ \and \ \sum_1^\infty \|U_n\| < \epsilon )" S143 Q328
	Q2447890 P2534 "g(x,y;\lambda,\theta,\psi,\sigma,\gamma) = \exp\left(-\frac{x'^2+\gamma^2y'^2}{2\sigma^2}\right)\exp\left(i\left(2\pi\frac{x'}{\lambda}+\psi\right)\right)" S143 Q328
	Q21071553 P2534 "D^{\ge 1} = \{X \in D, Hom(S_0[-n], X) = 0, n \ge 0\}" S143 Q328
	Q1364682 P2534 "\operatorname{arcversin}(y) = \arccos\left(1-y\right) = \arctan\left(\frac{\sqrt{2y-y^2}}{1-y}\right) \,<ref name="Vlijmen_2005"/><ref name="Simpson_2001">{{cite web \|title=AUXTRIG \|author-first=David G. \|author-last=Simpson \|publisher=[[NASA Goddard Space Flight Center]] \|location=Greenbelt, Maryland, USA \|date=2001-11-08 \|type=[[Fortran 90]] source code \|url=http//www.davidgsimpson.com/software/auxtrig_f90.txt \|access-date=2015-10-26 \|dead-url=no \|archive-url=http//web.archive.org/web/20080616185313/http//www.davidgsimpson.com/software/auxtrig_f90.txt \|archive-date=2008-06-16}}</ref><ref name="Doel_2010">{{cite web \|title=jass.utils Class Fmath \|author-first=Kees \|author-last=van den Doel \|work=JASS - Java Audio Synthesis System \|date=2010-01-25 \|version=1.25 \|url=http//www.cs.ubc.ca/~kvdoel/jass/doc/jass/utils/Fmath.html#aexsec%28double%29 \|access-date=2015-10-26 \|dead-url=no \|archive-url=http//web.archive.org/web/20070902035859/http//www.cs.ubc.ca/~kvdoel/jass/doc/jass/utils/Fmath.html \|archive-date=2007-09-02}}</ref> (for 0&nbsp;≤&nbsp;''y''&nbsp;≤&nbsp;2)<ref name="Vlijmen_2005"/>" S143 Q328
	Q6486192 P2534 "L^S(s,\pi,r_i) = \prod_{v \in S} \gamma_i(s,\pi_v,\psi_v) L^S(1-s,\tilde{\pi},r_i)." S143 Q328
	Q913447 P2534 "a^{'}=b^{'}=c^{'}=8R\sin(A/3)\sin(B/3)\sin(C/3), \, " S143 Q328
	Q2296901 P2534 "\ r=a \sec{n\theta}." S143 Q328
	Q1163768 P2534 "I_\text{R2} (= I_\text{E} = I_\text{C}) = \frac{V_\text{R2}}{R_\text{R2}} = \frac{V_\text{Z} - V_\text{BE}}{R_\text{R2}}." S143 Q328
	Q1225713 P2534 "\operatorname{dim}_R M = \operatorname{dim}( R/\operatorname{Ann}_R(M))" S143 Q328
	Q1317813 P2534 "x^t (x-y)(x-z) + y^t (y-z)(y-x) + z^t (z-x)(z-y) \ge 0" S143 Q328
	Q838130 P2534 " \log { \left ( \frac{k}{k_0} \right ) } = mY \," S143 Q328
	Q905233 P2534 " r = \frac{2 m cv}{eH}" S143 Q328
	Q4751110 P2534 "\beta_{E}(Q)=\frac{1}{\ell(Q)}\inf\{\delta\text{ there is a line }L\text{ so that for every }x\in E\cap Q, \; \text{dist}(x,L)<\delta\}," S143 Q328
	Q17020717 P2534 "w(n)= \frac{1}{2}\; \left(1 - \cos \left ( \frac{2 \pi n}{N-1} \right) \right)" S143 Q328
	Q5611739 P2534 " \mathrm{GEP}=-\frac {\%d\mathrm{PR}} {\%dy} \, " S143 Q328
	Q1331626 P2534 " E =\int\limits_{-\infty}^\infty \|x(t)\|^2\, dt." S143 Q328
	Q4940677 P2534 "\forall \alpha,\beta \in \mathbb{N}^N" S143 Q328
	Q898756 P2534 " K(\omega) = \frac{\omega}{c} \sqrt{\frac{\varepsilon_1 \varepsilon_2 \mu_1 \mu_2}{\varepsilon_1 \mu_1 + \varepsilon_2 \mu_2}} " S143 Q328
	Q274377 P2534 "\sum_{n=1}^{N} n^2 = M^2\;" S143 Q328
	Q18344563 P2534 "\mu(x) = x \otimes g + g \otimes x" S143 Q328
	Q3153623 P2534 "L_{0}=\Delta x." S143 Q328
	Q6802408 P2534 " \mu(k)=\min\{w \mid w\leq\nu(w-k-1)\} \, " S143 Q328Q1143011 P2534 "\begin{cases} \frac{1}{2}m_1u_1^2 + \frac{1}{2}m_2u_2^2 = \frac{1}{2}m_1v_1^2 + \frac{1}{2}m_2v_2^2 \\ m_1u_1 + m_2u_2 = m_1v_1 + m_2v_2 \end{cases}" S143 Q328
	Q2380676 P2534 "\ a_n = a_1 + (n - 1)d," S143 Q328
	Q19691467 P2534 "\mbox{Lead angle} = \arctan \left( \frac {l} {\pi d_m} \right)" S143 Q328
	Q17099260 P2534 " \left\{(x, y) \in R^2 \sum_{i=1}^n \sqrt{(x-u_i)^2 + (y-v_i)^2} = d\right\}." S143 Q328
	Q5275342 P2534 "J_0(\mathbf{x},\mathbf{U})=\sum_{i=0}^{N-1}\ell(\mathbf{x}_i,\mathbf{u}_i) + \ell_f(\mathbf{x}_N)," S143 Q328
	Q5005076 P2534 "f(z)=\sum_{i=0}^n u_i z^i,\quad\quad g(z)=\sum_{i=0}^n v_i z^i." S143 Q328
	Q7623983 P2534 " \frac{1 \ \mathrm{s}}{1575.42 \times 10^6} = 0.63475 \ \mathrm{ns} \approx 1 \ \mathrm{ns} \ " S143 Q328
	Q3527205 P2534 "b_j = \sum_{i\in E_j} \lambda_{i,j} a_i , where E_j is a finite subset of I." S143 Q328
	Q1229326 P2534 "\\|(\lambda I-A)x\\|\geq\lambda\\|x\\|." S143 Q328
	Q849003 P2534 "V_{out} = V_2 - V_G = V_2 - \frac{R_G}{R_G+R_1}V_1.\," S143 Q328
	Q9165172 P2534 " 6=\sqrt{36}=\sqrt{(-4)(-9)} \ne \sqrt{-4}\sqrt{-9} = (2i)(3i) = 6 i^2 = -6." S143 Q328
	Q940391 P2534 "-\frac{\hbar^2}{2m}\nabla^2 \Psi(\bold{r},t) = i\hbar\frac{\partial}{\partial t} \Psi(\bold{r},t) " S143 Q328
	Q7627920 P2534 "V_D = V_{DD} - I R \," S143 Q328
	Q178032 P2534 "F = C A n I / l" S143 Q328
	Q662523 P2534 "v^2 = Q(v)\," S143 Q328
	Q7448156 P2534 "Tavg = 1 * p(1) + 2 * p(2) + 3 * p(3) + . . . + n * p(n)." S143 Q328
	Q344117 P2534 "\delta ^{18}O = \Biggl( \frac{\bigl( \frac{^{18}O}{^{16}O} \bigr)_{sample}}{\bigl( \frac{^{18}O}{^{16}O} \bigr)_{standard}} -1 \Biggr) * 1000\ ^{o}\!/\!_{oo}" S143 Q328
	Q23355 P2534 "O(1)\hookrightarrow O(2)\hookrightarrow\ldots\hookrightarrow O(k)\hookrightarrow\ldots," S143 Q328
	Q2603350 P2534 "\frac1{B(z)} = \frac1{ 1 - g_p z^{-T} }" S143 Q328
	Q6028641 P2534 " F = \nabla f " S143 Q328
	Q164399 P2534 "C = \frac{q}{V}." S143 Q328
	Q4936241 P2534 "\frac12 \Delta \big( \| \nabla u \|^{2} \big) = \big\| \nabla ( \mathrm{d} u ) \big\|^{2} + \big\langle \mathrm{Ric}_{M} \nabla u, \nabla u \big\rangle - \big\langle \mathrm{Riem}_{N} (u) (\nabla u, \nabla u) \nabla u, \nabla u \big\rangle." S143 Q328
	Q1434913 P2534 "\frac{A_0}{A_x}=e^{\gamma x}" S143 Q328
	Q190746 P2534 "A = {\cot\alpha}." S143 Q328
	Q6579586 P2534 "\mbox{RAROC} = {\mbox{Expected return} \over \mbox{Economic capital}} <ref name="pstat.ucsb.edu">[http//www.pstat.ucsb.edu/research/papers/report10_2004%5B1%5D.pdf Quantifying Risk in the Electricity Business A RAROC-based Approach]</ref> or \mbox{RAROC} = {\mbox{Expected return} \over \mbox{Value at risk}}<ref name="pstat.ucsb.edu"/> " S143 Q328
	Q5133090 P2534 " S^1 = \{ ( \cos{\theta}, \sin{\theta} ) \, \| \, 0 \leq \theta < 2\pi \}." S143 Q328
	Q17028365 P2534 "{}^2E(f) = 1 \quad if there is an ''i'' such that ''f''(''i'') > 0," S143 Q328
	Q2281199 P2534 "\mathbf{Z}(p^\infty)=\{\exp(2\pi i m/p^n) \mid m\in \mathbf{Z}^+,\,n\in \mathbf{Z}^+\}.\;" S143 Q328
	Q7601243 P2534 "\text{SSG} = \frac{\rho_o - \rho_f}{\rho_f}" S143 Q328
	Q1317594 P2534 "D_{ij} \subseteq (\tfrac{1}{2})D_i " S143 Q328
	Q918099 P2534 "R(r, s) \leq \binom{r + s - 2}{r - 1}. " S143 Q328
	Q7887071 P2534 "\hat{y} = \hat{f}(\mathbf{x}) = \hat{b} + \sum_i x_i" S143 Q328
	Q5625530 P2534 "\mathbf{u} \oplus_E \mathbf{v}=\frac{1}{1+\frac{\mathbf{u}\cdot\mathbf{v}}{c^2}}\left\{\mathbf{u}+\frac{1}{\gamma_\mathbf{u}}\mathbf{v}+\frac{1}{c^2}\frac{\gamma_\mathbf{u}}{1+\gamma_\mathbf{u}}(\mathbf{u}\cdot\mathbf{v})\mathbf{u}\right\}" S143 Q328
	Q2061913 P2534 " \min_f \sum_{i=1}^{n} V(f(\hat x_i), \hat y_i) + \lambda R(f)" S143 Q328
	Q7752056 P2534 "Y_{\rm dart} = V_{Y0}t - \frac{1}{2}gt^2" S143 Q328
	Q208641 P2534 "F_{top} = - P_{top} \cdot A." S143 Q328
	Q331481 P2534 "C = \lbrace U_\alpha \alpha \in A\rbrace" S143 Q328
	Q4454675 P2534 "B_{ab} = P_{cd}{{{W_a}^c}_b}^d+\nabla^c\nabla_aP_{bc}-\nabla^c\nabla_cP_{ab}" S143 Q328
	Q18358314 P2534 " Z_ \mathrm {IT} = Z + Y \parallel Z_ \mathrm {IT} " S143 Q328
	Q111124 P2534 "\forall x, y \isin A \quad (xy)^2 = xy xy = xx yy = x^2 y^2 ." S143 Q328
	Q6272372 P2534 "P=\frac{W}{t} = \frac{(mg)h}{t}\ " S143 Q328
	Q472787 P2534 "\liminf_{n\to\infty}\frac{p_{n+1}-p_n}{\log p_n}=0" S143 Q328
	Q11009045 P2534 " h\nu = 2\mu_\text{n} B \pm 2d_\text{n} E ," S143 Q328
	Q5089136 P2534 "E_{\alpha, \beta} (z) = \sum_{k=0}^\infty \frac{z^k}{\Gamma(\alpha k + \beta)}." S143 Q328
	Q4907094 P2534 " u(t)\leq \alpha+ \int_0^t f(s)\,w(u(s))\,ds,\qquad t\in[0,\infty)," S143 Q328
	Q840026 P2534 "L \propto \log N" S143 Q328
	Q6378865 P2534 "u_t = u_{xxxxx}+10u_{xxx}u+25u_{xx}u_x+20u^2u_x = \frac16 (6u_{xxxx}+60uu_{xx}+45u_x^2+40u^3)_x. " S143 Q328
	Q7700715 P2534 "q_1 \cong \langle a_1, ... , a_n \rangle" S143 Q328
	Q16000835 P2534 "r_{los}(t)=Re \left\{ \frac{ \lambda \sqrt{G_{los}} }{4\pi}\times \frac{s(t) e^{-j2\pi l/\lambda}}{l} \right\} " S143 Q328
	Q2031467 P2534 "1 \to \mathrm{Z}_2 \to \operatorname{Spin}(n) \to \operatorname{SO}(n) \to 1." S143 Q328
	Q1713926 P2534 " \text{DSCR} = \text{Net Operating Income} / \text{Debt Services} " S143 Q328
	Q1431119 P2534 "[P,Q]=PQ-QP=-i\hbar,\," S143 Q328
	Q7544313 P2534 "MTF_{smear}(u) = \frac {sin(\pi \alpha u)} {\pi \alpha u}" S143 Q328
	Q7935892 P2534 "f_a(k) = a^2 k (1-a)^{k-1}" S143 Q328
	Q909960 P2534 "Z_\mathrm{eff} = Z - S " S143 Q328
	Q386471 P2534 "\frac{1 + \mathrm{Interest}}{1 + \mathrm{Inflation}} = 1 + \mathrm{Real}" S143 Q328
	Q21072524 P2534 "Activity = var(y(t)). " S143 Q328
	Q5421524 P2534 "\mathcal{E}_{q}^{\epsilon}(d)=\,\! Choose r\,\! with probability proportional to e^{\epsilon q(d,r)}\times\mu(r)\,\!, where d\in\mathcal{D}^n,r\in R\,\!." S143 Q328
	Q17086746 P2534 "H^{-i}(j_x^*C)\ne 0 or H^{i}(j_x^!C)\ne 0" S143 Q328
	Q2152221 P2534 " 1+z=\frac{\lambda}{1215.67\mathrm{\AA}} " S143 Q328
	Q955341 P2534 "z_{n+1} = (\|\operatorname{Re} \left(z_n\right)\|+i\|\operatorname{Im} \left(z_n\right)\|)^2 + c, \quad z_0=0 " S143 Q328
	Q7665169 P2534 "\left[\mathcal{S}_n(f)\right](x)=e^{-nx}\sum_{k=0}^\infty{\frac{(nx)^k}{k!}f\left(\frac{k}{n}\right)}" S143 Q328
	Q2269145 P2534 "f\left(\sum_{i=1}^n z_i e_i \right) = \sum_{i=1}^n \bar z_i e_i " S143 Q328
	Q428273 P2534 " \frac{\partial \rho} {\partial t} + \nabla \cdot \mathbf{J} = 0, " S143 Q328
	Q5395707 P2534 "\dot{x}_j = \sum_i a_i Q_{ij} x_i" S143 Q328
	Q5275226 P2534 "<math chem>\sum_{b=0}^{a} x_b {_{a}^{b}} \ \ce{S ->} \sum_{d=0}^c y_d {_c^d} \ \ce{P}." S143 Q328
	Q898817 P2534 "E_i = F_\alpha\left(\sum_{i\neq j} \rho_\beta (r_{ij}) \right) + \frac{1}{2} \sum_{i\neq j} \phi_{\alpha\beta}(r_{ij})," S143 Q328
	Q1434261 P2534 "f(x) = \int_{x-1}^{x+1} s(\tau)\, d\tau\ = \int_{-1}^{+1} s(x + \tau) \,d\tau\," S143 Q328
	Q5371927 P2534 "\begin{pmatrix}\frac{1}{3}&0&0&0\\0&\frac{1}{3}&0&0\\0&0&\frac{1}{3}&0\\0&0&0&-1\end{pmatrix} \in \text{SU}(4), \qquad \begin{pmatrix}1&0\\0&-1\end{pmatrix} \in \text{SU}(2)_{\text{R}}" S143 Q328
	Q24939036 P2534 " \frac{d\|\|\mathbf{r}\|\|}{dt} = \frac{d \langle \mathbf{r},\mathbf{r} \rangle^{1/2} }{dt}" S143 Q328
	Q1427965 P2534 "S(n) \ge \Sigma(n) \,\!" S143 Q328
	Q168388 P2534 " d_k which includes the desired signal plus undesired interference and" S143 Q328
	Q6800945 P2534 "\alpha = 1 - \frac{D_sP_n}{D_nP_s} " S143 Q328
	Q1154357 P2534 "\dot x=f(x,\lambda)\quad f\colon\mathbb{R}^n\times\mathbb{R}\rightarrow\mathbb{R}^n." S143 Q328
	Q6653181 P2534 "{n \choose \lfloor{n/2}\rfloor} \approx 2^n \, \frac{1}{\sqrt{n}}" S143 Q328
	Q25303891 P2534 "\frac{1}{2} \left( \overline{u_i u_i} \right) = \int_0^\infty E(k)\; dk, " S143 Q328
	Q1426583 P2534 "x_0\mapsto f(x_0)" S143 Q328
	Q1102 P2534 "\cdots \rightarrow R(-i)^{b_i} \rightarrow \cdots \rightarrow R(-2)^{b_2} \rightarrow R(-1)^{b_1} \rightarrow R \rightarrow k \rightarrow 0." S143 Q328
	Q2406566 P2534 " t = a T + e x \," S143 Q328
	Q905514 P2534 "r=Ae^{{-E_a}/{kT}}" S143 Q328
	Q7885148 P2534 " q = \mathbf{S}(q) + \mathbf{V}(q)\," S143 Q328
	Q3115531 P2534 "(x-4)(x-1)^2(x^2-3)^2(x^2+x-5)" S143 Q328
	Q900231 P2534 "dU = \delta Q - \delta W.\; <ref>Freedman, Roger A., and Young, Hugh D. (2008). 12th Edition. Chapter 19 First Law of Thermodynamics, page 656. Pearson Addison-Wesley, San Francisco.</ref>" S143 Q328
	Q17004900 P2534 " \text{Risk} = (\text{expected loss in case of the accident}) \times (\text{probability of the accident occurring})" S143 Q328
	Q4891252 P2534 "\frac{dT}{dt}=\frac{T_0-T}{\tau}" S143 Q328
	Q942046 P2534 "\sigma(f(z_1),f(z_2)) \leq \rho(z_1,z_2)" S143 Q328
	Q5156566 P2534 " X = \pm \sum_{\nu}^{ } x_\nu \rho^\nu," S143 Q328
	Q16967498 P2534 "2 \cos (2 \alpha) = (2 \cos \alpha)^2 - 2" S143 Q328Q261288 P2534 "u=\int_0^\varphi \frac{\mathrm d\theta} {\sqrt {1-m \sin^2 \theta}}\, . " S143 Q328
	Q7624691 P2534 "\exists\,c>0 \mbox{ s.t. } \langle Au-Av , u-v \rangle\geq c \\|u-v\\|^2 \quad \forall u,v\in X." S143 Q328
	Q28509 P2534 "u \otimes v \mapsto Y(u,z)v = \sum_{n \in \mathbf{Z}} u_n v z^{-n-1}." S143 Q328
	Q7849522 P2534 "n > d_1^i + \cdots + d_m^i. \, " S143 Q328
	Q7229466 P2534 " \text{variance} \le \frac14 (M - m)^2. " S143 Q328
	Q2362762 P2534 "L(R)=\{x\mid \exists y R(x,y)\}. \, " S143 Q328
	Q687568 P2534 " \varphi = \pi-( \phi_2 - \phi_1 ) " S143 Q328
	Q464196 P2534 "\Phi = \int{J_N} \, {\rm d}t." S143 Q328
	Q25098818 P2534 " 0 \to \Omega^p_X \to \Omega^p_X(\log D) \overset{\beta}\to \oplus_j {i_j}_*\Omega^{p-1}_{D_j} \to 0, \, p \ge 1" S143 Q328
	Q589 P2534 "Q^2+\left ( \tfrac{J}{M} \right )^2\le M^2\, " S143 Q328
	Q4751070 P2534 "n = 5" S143 Q328
	Q4807191 P2534 "ax + by < c \text{ and } ax + by \geq c," S143 Q328
	Q503869 P2534 " \gamma = \frac{C_P}{C_V} = \frac{c_P}{c_V}" S143 Q328
	Q17097272 P2534 " D_n(z)=d_0+d_1 z+d_2 z^2+ \cdots + d_{n-1}z^{n-1} + d_n z^n " S143 Q328
	Q1056298 P2534 "V_\text{out} = A(V_\text{in}^+ - V_\text{in}^-)" S143 Q328
	Q4390154 P2534 "\Pi_D = - {1 \over A} \left( \frac{\partial G}{\partial x} \right)_{T,V, A} " S143 Q328
	Q7546859 P2534 "r=k[\mathrm{Co(NH_3)_5Cl^{2+}}][\mathrm{OH}^-]" S143 Q328
	Q17162803 P2534 " s= x^2 - 1 ." S143 Q328
	Q25303662 P2534 "G(s\| \nu,a)=\sum_{n=0}^\infty P(N\| \nu,a)(1-s)^N = \exp(-a s^\nu)." S143 Q328
	Q721116 P2534 "M = \frac{\mbox{stack}}{\mbox{small blind} + \mbox{big blind} + \mbox{total antes}} " S143 Q328
	Q623755 P2534 "P=(T_1-T_2)v" S143 Q328
	Q5283907 P2534 "\sum_{k=0}^\infty ar^k = a + ar + ar^2 + ar^3 +\cdots" S143 Q328
	Q2662236 P2534 " \Pr \left(\text{test error} \leqslant \text{training error} + \sqrt{ \frac{1}{N} \left [ D \left (\log \left (\tfrac{2N}{D} \right )+1 \right )-\log \left (\tfrac{\eta}{4} \right ) \right]} \right )= 1 - \eta," S143 Q328
	Q607569 P2534 " \Theta(x) = \frac{T_H-T(x)}{T_H-T(0)} = e^{-NTU} = e^{-\frac{h P x}{\dot{m} c}} = e^{-\frac{G x}{\dot{m} c L}} " S143 Q328
	Q5422477 P2534 "X_n=o_p(a_n) \," S143 Q328
	Q538557 P2534 "\det(A) = \sum_{\sigma \in S_n} \sgn(\sigma) \prod_{i = 1}^n a_{\sigma(i), i}," S143 Q328
	Q7551053 P2534 "\ (1/(1+r)^t) " S143 Q328
	Q428386 P2534 " \frac{1}{16}\left[\begin{array}{ccccc}- & \# & 7 \\ 3 & 5 & 1 \end{array}\right]" S143 Q328
	Q1351825 P2534 "{f(x+h)-f(x)\over h}." S143 Q328
	Q860923 P2534 "\left(\pm1, \pm1, \pm(1+\sqrt{2})\right).\ " S143 Q328
	Q215169 P2534 "\vec{r}(\lambda,\phi) = (\cos{\lambda} \cdot \cos{\phi}) \, \hat\imath + (\sin{\lambda} \cdot \cos{\phi}) \, \hat\jmath + (\sin{\phi}) \, \hat{k} \ ." S143 Q328
	Q4914489 P2534 "\partial_t \boldsymbol{q} = \underline{\underline{\boldsymbol{D}}} \,\nabla^2 \boldsymbol{q} + \boldsymbol{R}(\boldsymbol{q}), " S143 Q328
	Q308495 P2534 "T \cup E \models O;" S143 Q328
	Q2112483 P2534 "\cdots\overset{d_{n+1}}{\longrightarrow}E_n\overset{d_n}{\longrightarrow}\cdots\overset{d_3}{\longrightarrow}E_2\overset{d_2}{\longrightarrow}E_1\overset{d_1}{\longrightarrow}E_0\overset{\epsilon}{\longrightarrow}M\longrightarrow0." S143 Q328
	Q728255 P2534 " A(0,T) = \frac{1}{T} \int_{0}^{T} S(t) dt." S143 Q328
	Q5519695 P2534 " h(X) = -\int_\mathbb{R} f(x) \log f(x) \,dx. " S143 Q328
	Q17708655 P2534 "M^{z+} + Red_{solution} \stackrel{\text{catalytic surface}} \Longrightarrow M_{solid} + Oxy_{solution}" S143 Q328
	Q16148845 P2534 "u'(t) = L u(t) + N(u(t) ), \qquad u(t_0)=u_0, \qquad \qquad (1)" S143 Q328
	Q7857002 P2534 "T_G(x,y)=\sum\nolimits_{A\subseteq E} (x-1)^{k(A)-k(E)}(y-1)^{k(A)+\|A\|-\|V\|}," S143 Q328
	Q1279571 P2534 "\sqrt{2} \approx 1 + \frac{1}{3} + \frac{1}{3\cdot4} - \frac{1}{3\cdot 4\cdot 34} = 1.4142156 \ldots" S143 Q328
	Q17082571 P2534 " A_\varepsilon = \{ x \in X \, \| \, d(x, A) \leq \varepsilon \}" S143 Q328
	Q5161165 P2534 "x \mapsto Ax+ b" S143 Q328
	Q5262612 P2534 "\boldsymbol{Ax}=\boldsymbol{b}" S143 Q328
	Q3813244 P2534 "\left [ \hat{a}, \hat{a}^\dagger \right ] = 1~." S143 Q328
	Q4201931 P2534 "{}_2F_1(a,b;c;z) =\frac{\Gamma(c)}{\Gamma(a)\Gamma(b)} \frac{1}{2\pi i} \int_{-i\infty}^{i\infty} \frac{\Gamma(a+s)\Gamma(b+s)\Gamma(-s)}{\Gamma(c+s)}(-z)^s\,ds." S143 Q328
	Q723441 P2534 "t=\frac{log (r)}{log (b)}d --- equivalent --- t=\frac{ln (r)}{ln (b)}d" S143 Q328
	Q6961560 P2534 " \mathbf{X} \geq 0, \qquad \forall {i,j}\quad x_{ij} \geq 0." S143 Q328
	Q7294746 P2534 " 8\pi W= \frac{D^2_1}{\varepsilon_1} + \frac{D^2_2}{\varepsilon_2} + \frac{D^2_3}{\varepsilon_3}. " S143 Q328
	Q2997419 P2534 "f(x) = \frac{a x + b}{c x + d}" S143 Q328
	Q4915488 P2534 "C^{oo} = \operatorname{cl}(\operatorname{co} \{\lambda c \lambda \geq 0, c \in C\})" S143 Q328
	Q685727 P2534 " 2 \psi + 180^\circ - \theta = 180^\circ. " S143 Q328
	Q4899640 P2534 " n_{t+1} = \frac{R_0 n_t}{1+ n_t/M}. " S143 Q328
	Q17014030 P2534 "y_{it} = X_{it}\mathbf{\beta}+\alpha_{i}+u_{it} for t=1,..,T and i=1,...,N" S143 Q328
	Q6086067 P2534 " K = \frac{1}{2} HD^2 H\, " S143 Q328
	Q4177149 P2534 "\operatorname{pos}(U) = \max_{\omega \in U} \operatorname{pos}(\{\omega\})" S143 Q328
	Q5127710 P2534 "F(\sigma) = \int_{C_{0}} F(p) \, \mathrm{d} \gamma(p) + \int_{0}^{T} \mathbf{E} \left[ \left. \frac{\partial}{\partial t} \nabla_{H} F_{t} (-) \right\| \Sigma_{t} \right] (\sigma) \, \mathrm{d} \sigma_{t}." S143 Q328
	Q3147827 P2534 "{m+n \choose r}=\sum_{k=0}^r{m \choose k}{n \choose r-k},\qquad m,n,r\in\mathbb{N}_0," S143 Q328
	Q5380913 P2534 "F(x, \ t) = \sin \left[ 2 \pi \left( \frac {x}{\lambda - \Delta \lambda } - ( f + \Delta f )t \right) \right] + \sin \left[ 2 \pi \left( \frac {x}{\lambda + \Delta \lambda } - ( f - \Delta f )t \right) \right] " S143 Q328
	Q908669 P2534 "\ F_\text{C} = \frac{1} {4 \pi \varepsilon_0} \frac{q_1 q_2} {r^2}" S143 Q328
	Q2898260 P2534 "\|\Phi^+\rangle = \frac{1}{\sqrt{2}} (\|0\rangle_A \otimes \|0\rangle_B + \|1\rangle_A \otimes \|1\rangle_B)." S143 Q328
	Q4836741 P2534 "ds^2 = -\frac{(r^2 - r_+^2)(r^2 - r_-^2)}{l^2 r^2}dt^2 + \frac{l^2 r^2 dr^2}{(r^2 - r_+^2)(r^2 - r_-^2)} + r^2 \left(d\phi - \frac{r_+ r_-}{l r^2} dt \right)^2 " S143 Q328
	Q7379701 P2534 "\left(\pm1,\ \pm1,\ \pm1,\ \pm(1+\sqrt{2}),\ \pm(1+\sqrt{2})\right)" S143 Q328
	Q4274197 P2534 "T_\lambda u(x)=\int_{\mathbf{R}^n}e^{i\lambda S(x,y)}a(x,y)u(y)\,dy, \qquad x\in\mathbf{R}^m, \quad y\in\mathbf{R}^n," S143 Q328
	Q2630362 P2534 " a^2 = b^2 + c^2 - 2 b c \cos \alpha " S143 Q328
	Q4688954 P2534 "\mathcal{L}_X g_{ab}=2c g_{ab} " S143 Q328
	Q3535676 P2534 "R_{\rm d} = \sqrt{r_{\rm d}^2 + \frac{3}{4}\left(\frac{m_{\rm e}}{m_{\rm d}}\right)^2 \left(\frac{\lambda_{\rm C}}{2\pi}\right)^2}," S143 Q328
	Q905122 P2534 " k_{act} = A\cdot e^{-\frac{\Delta G^{\ddagger}}{RT}} " S143 Q328
	Q211041 P2534 "\sum_{n=1}^\infty n^{-n} = \int_0^1 x^{-x} dx\quad\quad(=1.291285997...)" S143 Q328
	Q338028 P2534 " (p_{01}p_{02}p_{03}p_{23}p_{31}p_{12}) \,\!" S143 Q328
	Q732473 P2534 "\omega_0 = {1 \over \sqrt{LC}}" S143 Q328
	Q7106480 P2534 "C(x,0)=I_n {\rm~for~all~} x\in X" S143 Q328
	Q757568 P2534 " \mu_\text{B} = \frac{e \hbar}{2 m_\text{e}} = 1/2 a.u." S143 Q328
	Q5156937 P2534 "\mathrm{2\ BkO_2\ +\ H_2\ \longrightarrow \ Bk_2O_3\ +\ H_2O}" S143 Q328
	Q6060952 P2534 " f(x) - f(u) \geqq g(x, u) \cdot \nabla f(u), \, " S143 Q328
	Q626974 P2534 "\!\,N(x,y)=(b-y,x)," S143 Q328
	Q170731 P2534 " \left(\frac{\partial \ln N_i}{\partial P} \right)_T = -\frac{V_{i,aq}-V_{i,cr}} {RT} " S143 Q328
	Q7190748 P2534 " F_u(y) = P(X-u \leq y \| X>u) = \frac{F(u+y)-F(u)}{1-F(u)} \, " S143 Q328
	Q17005785 P2534 " S\in sB(S_1,\ldots,S_j) \Longleftrightarrow \bigcap_{k=1}^j S_k \subset S\subset \bigcup_{k=1}^j S_k. \, " S143 Q328
	Q7369753 P2534 "\frac{\partial \phi}{\partial t} + c^2 \left ( \frac{\partial v}{\partial y} + \frac{\partial u}{\partial x} \right ) = 0" S143 Q328
	Q7113889 P2534 "R_a = 1.22 \, w f," S143 Q328
	Q25304583 P2534 "\int_{y_0}^{y_1} \int_{x_0}^{x_1} (\kappa_1^2 + \kappa_2^2) \sqrt{g} \,dx \,dy" S143 Q328
	Q1375954 P2534 "\mathbf{r}(t) = f(t)\mathbf{i} + g(t)\mathbf{j} + h(t)\mathbf{k}" S143 Q328
	Q15005793 P2534 " \left(\frac{dP}{dT} \right) = \frac{\gamma_D}{V}C_V, " S143 Q328
	Q5280340 P2534 "f_* Sh(X) \to Sh(Y)" S143 Q328
	Q1141329 P2534 "\mathrm{^{238}_{\ 92}U \ + \ ^{1}_{0}n \ \longrightarrow \ ^{239}_{\ 92}U \ \xrightarrow [23.5\ min]{\beta^-} \ ^{239}_{\ 93}Np \ \xrightarrow [2.3565\ d]{\beta^-} \ ^{239}_{\ 94}Pu}" S143 Q328
	Q5900512 P2534 "H=\bigg({\Bbb C}^2\backslash 0\bigg)/\Gamma, " S143 Q328
	Q7281501 P2534 "x=2^{1+\max(U\cup V)} + \sum_{u\in U} 2^u." S143 Q328
	Q25103942 P2534 "\left(\log n\right)^7<\sqrt n" S143 Q328
	Q3730823 P2534 " i = \frac {nFAc_{j}^{0}\sqrt{D_{j}}}{\sqrt{\pi t}} " S143 Q328
	Q4596935 P2534 "(\alpha\circ_0\beta)\circ_1(\gamma\circ_0\delta) = (\alpha\circ_1\gamma)\circ_0(\beta\circ_1\delta)" S143 Q328
	Q2912520 P2534 "\alpha_s=-\frac{2\pi}{\beta_0 \ln(E/\Lambda_{QCD})}" S143 Q328
	Q1814838 P2534 "\nabla_{\dot\gamma(t)}X=0\text{ for }t \in I.\," S143 Q328
	Q1806378 P2534 "r = A \cdot e^{-\Delta H/(R \cdot T)}" S143 Q328
	Q389208 P2534 "a^m \equiv 1 \pmod{n}" S143 Q328
	Q2204117 P2534 "T(v_1,v_2,\ldots,v_r) = T(v_{\sigma 1},v_{\sigma 2},\ldots,v_{\sigma r})" S143 Q328
	Q7831153 P2534 "(\mathbf{u}\times\mathbf{v})\cdot\mathbf{w}=\mathbf{u}\cdot(\mathbf{v}\times\mathbf{w})=(\mathbf{w}\times\mathbf{u})\cdot\mathbf{v}=\det(\mathbf{u}\mathbf{v}\mathbf{w})." S143 Q328
	Q6213680 P2534 "\exists a_n \ \forall g \ \exists u \ \exists y \ (g = u^{-1}(a_n y a_n^{-1} y^{-1}) u) ." S143 Q328
	Q5868065 P2534 "10^{8 \times 10^{16}}," S143 Q328
	Q25304585 P2534 "\arg\max_{i\in S} (v_i\cdot i)" S143 Q328
	Q178777 P2534 "F_N = \dot m\, g_0\, I_{sp-vac} - A_e\, p \;" S143 Q328
	Q10966036 P2534 "a(z)=a_0+\tbinom{n}{1}a_1 z+\tbinom{n}{2}a_2 z^2+\dots+a_n z^n," S143 Q328
	Q4986585 P2534 "Rev_t = WACC_t \times RAB_{t-1} + Dep_t+Opex_t" S143 Q328
	Q3229339 P2534 "\mathrm{exp} T_pM \to M" S143 Q328
	Q7281405 P2534 " E(b,N) = b \lfloor \log_b (N) +1 \rfloor \, " S143 Q328
	Q17013274 P2534 "\frac{\text{side of smallest cube enclosing} \ o}{\text{side of largest cube enclosed in} \ o}" S143 Q328
	Q1269186 P2534 "x_{\lambda} " S143 Q328
	Q127944 P2534 "\lambda' - \lambda = \frac{h}{m_e c}(1-\cos{\theta})," S143 Q328
	Q5199272 P2534 "\mathcal{A} (E) = \{ T \in \mathrm{Lin} (E; F_{T}) \mid T \mbox{ surjective and } \dim_{\mathbb{R}} F_{T} < + \infty \}." S143 Q328
	Q7820875 P2534 "\int_\mathbb{R}\left(\int_\mathbb{R}\|f(x,y)\|\,dx\right)\, dy" S143 Q328
	Q25303704 P2534 "\left(x^2+1\right) \left(x^2-2\right) \left(x^2+2\right) \left(x^2+7\right)" S143 Q328
	Q3115503 P2534 " (x-3) (x-1)^4 (x+1)^4 (x+3) (x^2-6) (x^2-2) (x^4-6x^2+2)^5 (x^4-6x^2+3)^4 (x^4-6x^2+6)^5. \, " S143 Q328
	Q6345568 P2534 " H_{D}(x,R) = -\sum_{i \in (1\dots r)} P_{D}(d_i,x,R) \log P_{D}(d_i,x,R)." S143 Q328
	Q2827945 P2534 "A = s \frac{c_r + c_t}{2}" S143 Q328
	Q25303623 P2534 " \phi_q = -k \frac{dT(x)}{dx}" S143 Q328
	Q498186 P2534 " (f_g \cdot f_h)(x) = f_g(f_h(x)) = f_g(hx) = g(hx) = (gh)x = f_{gh}(x) ," S143 Q328
	Q5085784 P2534 "\mathrm{[H^+]} = K_a \frac{C_a - \Delta}{C_b + \Delta}" S143 Q328
	Q25305240 P2534 " N(y_{\max}) = N_0 e^{-\tfrac{y_{\max}^2}{\sigma_y^2}}." S143 Q328
	Q749601 P2534 "p_f + p_p = 0\," S143 Q328
	Q25303719 P2534 "\|\psi_{ij}\rangle=\|\phi\rangle_i\otimes \|\phi\rangle_j," S143 Q328
	Q2256693 P2534 " \omegaTM\to T^*M, " S143 Q328
	Q7310801 P2534 "e^{-q_1 T}S_1(0) N(d_1) - e^{-q_2 T}S_2(0) N(d_2)" S143 Q328
	Q4901356 P2534 "\, Nx^2 + k = y^2\implies \,N\left(\frac{mx + y}{k}\right)^2 + \frac{m^2 - N}{k} = \left(\frac{my + Nx}{k}\right)^2 " S143 Q328
	Q3933836 P2534 "RL(\mathrm{dB}) = 10 \log_{10} {P_\mathrm i \over P_\mathrm r}" S143 Q328
	Q6042609 P2534 "4T = \sqrt{(a+b+c)(a+b-c)(a-b+c)(-a+b+c)}." S143 Q328Q49833 P2534 "\frac{Du}{Dt} = -\frac{1}{\rho} \frac{\partial p}{\partial x} + f v + \frac{1}{\rho} \frac{\partial \tau_x}{\partial z}" S143 Q328
	Q904824 P2534 "\left (\frac{T}{W}\right)_{cruise}=\frac{1}{(\frac{L}{D})_{cruise}}" S143 Q328
	Q18359310 P2534 " F_i^{-1}(\alpha) = \inf\{t\in \mathbb{R} F_i(t)\ge\alpha) \},\quad 0<\alpha<1. " S143 Q328
	Q2897180 P2534 "\sum_{(u,v) \in E} a(u,v) \cdot f(u,v)" S143 Q328
	Q6786278 P2534 "m_G(x) = \sum_{k\geq0} m_k x^k." S143 Q328
	Q1052516 P2534 " \Phi(\Omega) = \int_M \Omega \wedge * \Omega," S143 Q328
	Q15984843 P2534 " n_1 + n_2+ \cdots +n_r=n of n with n_1\ge n_2\ge \cdots \ge n_r\ge 1 " S143 Q328
	Q1292333 P2534 "(f+g)(x) = f(x) + g(x), \quad\forall x\in E, " S143 Q328
	Q4736615 P2534 "\forall x \in S, \quad \alpha(x,x) = 0." S143 Q328
	Q1698533 P2534 "SV = EDV - ESV" S143 Q328
	Q685140 P2534 " \forall x \forall y [\forall z (z \in x \Leftrightarrow z \in y) \Rightarrow x = y]." S143 Q328
	Q8037605 P2534 "\theta=\phi \mod 2\pi in some interval of length 2\pi" S143 Q328
	Q6542067 P2534 "<math id="ZFS">\hat{\mathcal{H}}=D\left(S_z^2-\frac{1}{3}S(S+1)\right)+E(S_x^2-S_y^2) " S143 Q328
	Q300951 P2534 "A =\frac{p \cdot q}{2}." S143 Q328
	Q4998565 P2534 "\left\lceil\log_k (k - 1) + \log_k (\text{number of nodes}) - 1\right\rceil." S143 Q328
	Q17105405 P2534 " \vec E_{\rm phys}(\vec x)~=~ \vec e~ \hat a~ M(\vec x)~\exp(ikz-{\rm i}\omega t) ~+~ {\rm Hermitian~conjugate}~" S143 Q328
	Q7187310 P2534 "I = pv" S143 Q328
	Q5511135 P2534 "J_1^2+J_2^2+J_3^2=\frac{1}{4}(j^2-1)I" S143 Q328
	Q1053589 P2534 " u = U + u'(t,x,y)\!" S143 Q328
	Q7449297 P2534 "P f(x) = \sum_{i, j = 1}^{n} a_{ij} (x) \frac{\partial^{2} f}{\partial x_{i} \, \partial x_{j}}(x) + \sum_{i = 1}^{n} b_{i} (x) \frac{\partial f}{\partial x_{i}} (x) + c(x) f(x)," S143 Q328
	Q390741 P2534 "\alpha(\langle v\rangle)=\langle \beta(v)\rangle" S143 Q328
	Q191081 P2534 " A, " S143 Q328
	Q1095056 P2534 "[p_0,p_1,\cdots,p_n]=[\sigma_n(e_0),\sigma_n(e_1),\cdots,\sigma_n(e_n)]" S143 Q328
	Q6795886 P2534 " \sum_{e_j \in S_i} x_i \geq y_j ; (if y_j \geq 0 then at least one set e_j \in S_i is selected)." S143 Q328
	Q174443 P2534 "E_\mathrm{heat} = V_\mathrm{eff} I_\mathrm{eff} \; t " S143 Q328
	Q410693 P2534 "\frac{\tau_\lambda}{\tau_{\lambda_0}}=\left (\frac{\lambda}{\lambda_0}\right )^{-\alpha}" S143 Q328
	Q17071746 P2534 " \frac{\mathrm{d} x_i}{\mathrm{d}t}= F_i (x)-V_i(x), where V_i(x)= [V^-_i(x)-V^+_i(x)] " S143 Q328
	Q174241 P2534 "\Delta \Omega = -2\pi\ \frac{J_2}{\mu\ p^2}\ \frac{3}{2}\ \cos i\, " S143 Q328
	Q18350109 P2534 " I_1 = \mathrm{tr}(\boldsymbol{\sigma})" S143 Q328Q1200279 P2534 "\mathcal{L}_{X} g = 0 \,." S143 Q328
	Q3177856 P2534 "n_k = \lfloor k \phi \rfloor = \lfloor m_k \phi \rfloor -m_k \," S143 Q328
	Q7446182 P2534 " S = \text {(WW, WB, BW, BB)} " S143 Q328
	Q214850 P2534 "\omega(y) = m(\{x f(x) > y\})," S143 Q328
	Q17144130 P2534 "M\models\varphi(\boldsymbol{a},\boldsymbol{b}_i)\quad\Leftrightarrow\quad i\in X." S143 Q328
	Q3090749 P2534 " \psi = c_g\psi_g + c_e\psi_e " S143 Q328
	Q7332995 P2534 "p_j=Prob({x_j})." S143 Q328
	Q3258414 P2534 " f_Y(y; \sigma) = \frac{\sqrt{2}}{\sigma\sqrt{\pi}}\exp \left( -\frac{y^2}{2\sigma^2} \right) \quad y>0," S143 Q328
	Q7534797 P2534 "g_{i j} = \mathbf e_i \cdot \mathbf e_j" S143 Q328
	Q3676605 P2534 "w=\sqrt{1-\frac{U}{E}}." S143 Q328
	Q848501 P2534 "\tan{(\theta)} \approx \mu_\mathrm{s}\," S143 Q328
	Q4086819 P2534 "L_x (k) = \frac{2k+1}{N}\sum_{t=-1}^{t=1}x(t)P_k(t), " S143 Q328
	Q1393230 P2534 "e A \rightarrow A" S143 Q328
	Q3707695 P2534 "n_\mathrm{A} = n_\mathrm{B} \times \frac{10}{1} = 50" S143 Q328
	Q2319551 P2534 "\,^{238}_{92}\mathrm{U}\ + \,^{24}_{12}\mathrm{Mg}\to \,^{259}_{104}\mathrm{Rf}\ + 3 \,^{1}_{0}\mathrm{n}" S143 Q328
	Q17097770 P2534 "\Delta x = r \cos \Delta \alpha + l\," S143 Q328
	Q7269245 P2534 "Z_\mathrm{in}=Z_0 \frac{Z_L + Z_0\tanh(\gamma l)}{Z_0 + Z_L\tanh(\gamma l)}" S143 Q328
	Q6652769 P2534 "\displaystyle p_n(x;a,b;q) = {}_2\phi_1(q^{-n},abq^{n+1};aq;q,xq) " S143 Q328
	Q7621125 P2534 "v(p+r,t) = v(p,t)+(\nabla v)(p,t)(r)+\text{(higher order terms)}," S143 Q328
	Q8047577 P2534 " \mathcal{E}(g) = \frac{\int_M R_g \, dV_g}{\left(\int_M \, dV_g\right)^{\frac{n-2}{n}}}," S143 Q328
	Q2088081 P2534 "\Delta\lambda = \lambda^{\mathrm{state 2}}_{\mathrm{observed}} - \lambda^{\mathrm{state 1}}_{\mathrm{observed}} where \lambda is the wavelength of the spectral peak of interest and \lambda^{\mathrm{state 2}}_{\mathrm{observed}} > \lambda^{\mathrm{state 1}}_{\mathrm{observed}}" S143 Q328
	Q81192 P2534 "J\, f(1) = a(1) f(2) + b(1) f(1), \quad J\, f(n) = a(n) f(n+1) + a(n-1) f(n-1) + b(n) f(n), \quad n>1," S143 Q328
	Q5709140 P2534 "\lim_{r \rightarrow 1-} (1-r) \sum_{n=1}^\infty \frac{n a_n r^n}{1-r^n} = A . \, " S143 Q328
	Q5475668 P2534 "e^{x_1y_1}, e^{x_1y_2}, e^{x_2y_1}, e^{x_2y_2}." S143 Q328
	Q6951517 P2534 " E(b,N) = b \lfloor \log_b (N) +1 \rfloor \, " S143 Q328
	Q5018300 P2534 " x = {1 \over 3} + {(-23 + 3i \sqrt{237})^{1/3} \over 3 \cdot 2^{2/3}} + {11 \over 3 \cdot (2 \cdot (-23 + 3i \sqrt{237}))^{1/3}} " S143 Q328
	Q5612159 P2534 "X^8-16=(X^4-4)(X^4+4)=(X^2-2)(X^2+2)(X^2-2X+2)(X^2+2X+2)." S143 Q328
	Q6791840 P2534 " \alpha_s = \int {\left\| M_s \right\|^2 N_s (E)N_s (E + \hbar \omega ) \times [f(E) - f(E + \hbar \omega )]{\rm{ }}} dE " S143 Q328
	Q2510203 P2534 "a_1+a_2+\cdots+a_{24}\equiv 4a_1\equiv 4a_2\equiv\cdots\equiv4a_{24}\pmod{8}" S143 Q328
	Q4385634 P2534 "dr_t = a(b-r_t)\, dt + \sigma\sqrt{r_t}\, dW_t" S143 Q328
	Q1503766 P2534 "u = (u_n), v = (v_n) \in \mathbb{R}^\mathbb{N}" S143 Q328
	Q7441805 P2534 " S(x) = \frac {16V}{3L\pi}[4x(1-x)]^{3/2} = \pi R_{max}^2[4x(1-x)]^{3/2} " S143 Q328
	Q207450 P2534 "n_s={2f\over{p}}," S143 Q328
	Q898675 P2534 "z = a + b\,\omega\qquad(\omega = e^{2\pi i/3})" S143 Q328
	Q920450 P2534 "\exists \mathbf{I} \, ( \empty \in \mathbf{I} \, \and \, \forall x \in \mathbf{I} \, ( \, ( x \cup \{x\} ) \in \mathbf{I} ) ) ." S143 Q328
	Q7636898 P2534 "b_i(\sigma_{-i})\, " S143 Q328
	Q3859871 P2534 " A \leq_1 B \Rightarrow A \leq_m B \Rightarrow A \leq_{tt} B \Rightarrow A \leq_{wtt} B \Rightarrow A \leq_T B," S143 Q328
	Q4444304 P2534 "V = \frac{2}{9}\frac{\left(\rho_p - \rho_f\right)}{\mu} g\, R^2," S143 Q328
	Q4835538 P2534 "S=\int_M K[\mathbf{B}\wedge \mathbf{F}]" S143 Q328
	Q2976081 P2534 " E = \frac{F - 700}{7.5}" S143 Q328
	Q10451997 P2534 " M_v = (-2.43\pm0.12) (\log_{10}(P) - 1) - (4.05 \pm 0.02) \, " S143 Q328
	Q18206243 P2534 "\mathrm{~^{14}_{6}C}\rightarrow\mathrm{~^{14}_{7}N}+ e^- + \bar{\nu}_e" S143 Q328
	Q7271385 P2534 "V = \frac {2 \pi r^2 h}{3} \;." S143 Q328
	Q4817239 P2534 " w \approx a \left( \frac{1}{\alpha} - \frac{1}{\alpha + \beta} \right) " S143 Q328
	Q5299535 P2534 "\displaystyle{F_f(re^{i\theta}) ={1\over 2\pi} \int_0^{2\pi} f(\varphi)\cdot {1- r^2\over 1 - 2r\cos (\theta -\varphi) + r^2}\,d\varphi,}" S143 Q328
	Q5644349 P2534 "m_n = \int_{-\infty}^\infty x^n\,d \mu(x)\ ?" S143 Q328
	Q5986522 P2534 " \frac{df}{dz} = \frac{a}{z}f" S143 Q328
	Q471794 P2534 "ax^2+1=y^2," S143 Q328
	Q4830561 P2534 "\forall x \; \exists y \; \forall z \; (z \in y \leftrightarrow z \in x \wedge \phi(z))" S143 Q328
	Q6032790 P2534 "\log(N_i+N_e)=23.491 - 7.5\log(n_m)\,," S143 Q328
	Q676237 P2534 "R_1 R_2\exp(2g_\text{threshold}\,l) \exp(-2\alpha l) = 1." S143 Q328
	Q899137 P2534 " \langle \psi \vert A \vert \psi \rangle. " S143 Q328
	Q1781706 P2534 "(x_1, \ldots, x_k).\exists x_{k+1}, \ldots x_m. A_1 \wedge \ldots \wedge A_r," S143 Q328
	Q7209073 P2534 "\Delta_Q = a{\partial\over\partial x}+b{\partial\over\partial y}+c{\partial\over\partial z}." S143 Q328
	Q4747796 P2534 "\text{WAL} = \sum_{i=1}^n \frac {P_i}{P} t_i," S143 Q328
	Q7841288 P2534 "\displaystyle l_n(x)=(-1)^nL_n^{(x-n)}(x)." S143 Q328
	Q220680 P2534 "d(T(x),T(y)) \le q d(x,y)" S143 Q328
	Q25304863 P2534 "\binom{n}{(1-\gamma)n}." S143 Q328
	Q25113057 P2534 " H_{i+1}=\sum_{m=-1}^1 (a_m f_{i+m} + b_mf'_{i+m}) = 0. \qquad (1) " S143 Q328
	Q7180955 P2534 "\mathrm{PM} = 180^\circ - \|\Delta \phi\|." S143 Q328
	Q11157999 P2534 "\frac{$200 - $100}{$200} * 100\% = 50\%" S143 Q328
	Q26336 P2534 "F = \frac{1}{4\pi \varepsilon_0}\frac{qQ}{r^2}= k_e\frac{qQ}{r^2}\, ," S143 Q328
	Q6428138 P2534 "\frac{4 \pi m}{\sqrt{1 - \frac{2m}{r c^2}}} " S143 Q328Q750463 P2534 "c(t) = A_c\sin\left(\omega_\mathrm{c}t + \phi_\mathrm{c}\right)." S143 Q328
	Q849699 P2534 " \mathbf{g}_{hk\ell} = h \mathbf{b}_1 + k \mathbf{b}_2 + \ell \mathbf{b}_3 ." S143 Q328
	Q6094424 P2534 "\underset{\boldsymbol\beta} {\operatorname{arg\,min}} \sum_{i=1}^n \big\| y_i - f_i (\boldsymbol\beta) \big\|^p, " S143 Q328
	Q7051860 P2534 "T_\Lambda M = T\Lambda\oplus E^s\oplus E^u" S143 Q328
	Q3258326 P2534 "d^2 = {1 \over \pi l n}" S143 Q328
	Q6885951 P2534 "U=U_1\coprod \cdots\coprod U_k, V=V_1\coprod \cdots\coprod V_k" S143 Q328
	Q1411818 P2534 "{}^{40}Ar + \nu \rightarrow {}^{40}K + e^{-} \,." S143 Q328
	Q17099522 P2534 "\displaystyle{\bar a=-a +2(a,1)1,\,\,\, L(a)b = ab,\,\,\, R(a)b=ba.}" S143 Q328
	Q18356486 P2534 " \{e^{2 i \pi n t}\}_{n \isin \mathbb{Z}}" S143 Q328Q4863456 P2534 "B^{ij} \wedge B^{kl}" S143 Q328
	Q7395087 P2534 " dS=\mu S\,dt+\sqrt{\nu} S\,dZ_1+(e^{\alpha +\delta \varepsilon} -1)S \, dq" S143 Q328
	Q1144819 P2534 "A_n \sim \frac{c\lambda^n}{n}" S143 Q328
	Q1383744 P2534 "\sqrt{3}." S143 Q328
	Q3333767 P2534 "\text{d}s^2 = -\text{d}t^2 + \sum_{j=1}^{D-1} t^{2p_j} [\text{d}x^j]^2," S143 Q328
	Q462254 P2534 "m\ddot{x}_j=k(x_{j+1}+x_{j-1}-2x_j)[1+\alpha(x_{j+1}-x_{j-1})]" S143 Q328
	Q7432778 P2534 "\displaystyle{P(z)=\sum (c_iz+d_i)^{-4}.}" S143 Q328
	Q847163 P2534 " Y=AL^{\beta}K^\alpha" S143 Q328
	Q3651639 P2534 " I(d) = I_0 \ e^{-d \ / \lambda(E)} " S143 Q328
	Q7201785 P2534 "\omega_{ce} = eB/m_ec = 1.76 \times 10^7 B \mbox{rad/s} \," S143 Q328
	Q7935891 P2534 " M(t) = M_0 + \left(M_\text{eq}-M_0\right)\exp(-t/\tau)." S143 Q328
	Q2166727 P2534 " \frac{\pi}{4} = 4 \arctan \left(\frac{1}{5} \right) - \arctan \left(\frac{1}{239} \right) " S143 Q328
	Q6421071 P2534 "K_g = C q_1 \mu_g \frac{P_1}{a} G (P_1^2 - P_2^2)^2" S143 Q328
	Q2344515 P2534 " \mathrm{chord}\ \theta = 2 \sin \frac{\theta}{2}, \, " S143 Q328
	Q2348536 P2534 "r_{HS}(t_0) = \frac{c}{H_0}," S143 Q328
	Q5264358 P2534 "y=X\beta," S143 Q328
	Q1288707 P2534 " X^\tau_t=X_{\min(t,\tau)}" S143 Q328
	Q3258267 P2534 " \det X_G = \prod_{j=1}^r P_j(x_{g_1},x_{g_2},\dots,x_{g_n})^{\deg P_j}" S143 Q328
	Q3879418 P2534 "n = \sum_{i = 1}^{c + 1} \varphi^i(n)," S143 Q328Q2277040 P2534 " f(X_1, X_2, \dots , X_n) = X_1 \cdot f(1, X_2, \dots , X_n) + X_1' \cdot f(0, X_2, \dots , X_n)" S143 Q328
	Q17156818 P2534 "K_E=\frac{V_{RM}}{V_{O_2}} (approximately 20)" S143 Q328
	Q7085712 P2534 " \mathbf{T} + \lambda_1 \stackrel{\nabla}{\mathbf{T}} = 2\eta_0 (\mathbf{D} + \lambda_2 \stackrel{\nabla}{\mathbf{D}}) " S143 Q328
	Q1097021 P2534 "\frac{1}{2}\left(-p_1 + p_2\right) = \frac{1}{2}\left(-p_1 + p_1 + (2i, 2j)\right) = (i, j)" S143 Q328
	Q7646195 P2534 " \log \left( \frac{\Pr(\text{Sense}_A \| \text{Collocation}_i)}{ \Pr( \text{Sense}_B \| \text{Collocation}_i)} \right) " S143 Q328
	Q1286721 P2534 " LC_{float}=\max(S_T - S_{min},0) = S_T - S_{min}, ~~\text{and} ~~ LP_{float}=\max(S_{max} - S_T,0) = S_{max} - S_T," S143 Q328
	Q3890103 P2534 "\hat{\rho}(\hat{p})= \max \ \{\rho\ge 0 p\in P(s), \forall p\in B(\rho,\hat{p})\}" S143 Q328
	Q2795123 P2534 "S\circ R = \{ (x,z)\in X\times Z\mid \exists y\in Y (x,y)\in R\land (y,z)\in S \}." S143 Q328
	Q2296021 P2534 "T^kV = V^{\otimes k} = V\otimes V \otimes \cdots \otimes V." S143 Q328
	Q5349488 P2534 "\cdots \xrightarrow{\delta_n+1} C_n(E)\xrightarrow{\delta_n} C_{n-1}(E)\rightarrow \cdots \rightarrow C_1(E)\xrightarrow{\delta_1} C_0(E)\xrightarrow{\varepsilon} Z\rightarrow 0," S143 Q328
	Q686291 P2534 "\operatorname{Aff}(A) = V \rtimes \operatorname{GL}(V)" S143 Q328
	Q7140398 P2534 "\left[-\frac{\hbar^2}{2m}\nabla^2 + V(r)\right]\Psi(\mathbf r) = E\Psi(\mathbf r)" S143 Q328
	Q5036361 P2534 "T_\text{load} = T_\text{hold}\ e^{ \mu \phi} ~," S143 Q328
	Q5736209 P2534 " F^H = \exists x [R(c_y,x) \wedge \neg S(x,f_z(x))]. " S143 Q328
	Q3826118 P2534 " L = (( \Sigma \cup { \theta } ) \times \Gamma) \cup (\Sigma \times ( \Gamma \cup { \theta } )) " S143 Q328
	Q1444687 P2534 " f(x) = \frac{ 1 }{ 2 } \sqrt{ ( 1 - x^2 ) } " S143 Q328
	Q6517883 P2534 "R_n(x) = \frac{\sqrt{2}}{x+1}\,L_n\left(\frac{x-1}{x+1}\right)" S143 Q328
	Q5505332 P2534 " P_y = P_{y0}(2e^{-\frac{\pi\|\epsilon\|^2}{2\alpha_0}}-1)" S143 Q328
	Q4228979 P2534 " \|\Kappa\|^2 + \|t\|^2 = \mathbf{1}" S143 Q328
	Q172891 P2534 "\sqrt{\tfrac{10}{3(5-\sqrt{5})}} = \sqrt{\tfrac{5+\sqrt{5}}{6}}.\ " S143 Q328
	Q4086855 P2534 " \left( y' \right)^m = f(x,y),\, when m is a natural number (i.e., a [[positive integer]]), and f(x,y) is a [[polynomial]] in two variables (i.e., a bivariate polynomial)." S143 Q328
	Q6427429 P2534 " U_n^{(a)}(x;q) = (-a)^nq^{n(n-1)/2}{}_2\phi_1(q^{-n}, x^{-1};0;q,qx/a)" S143 Q328
	Q9492 P2534 "\phi(x) = ce^{-h^2 x^2}," S143 Q328
	Q217491 P2534 "\theta = {(t_1 - t_0) + (t_2 - t_3 ) \over 2}," S143 Q328
	Q6085632 P2534 "J\, f(1) = a(1) f(2) + b(1) f(1), \quad J\, f(n) = a(n) f(n+1) + a(n-1) f(n-1) + b(n) f(n), \quad n>1," S143 Q328
	Q5957874 P2534 "R=\frac{GM}{V_k^2}" S143 Q328
	Q903501 P2534 " j = \frac{\hbar}{2mi}\left(\Psi^* \frac{\partial \Psi }{\partial x}- \Psi \frac{\partial \Psi^* }{\partial x} \right) ," S143 Q328
	Q3537578 P2534 "S_{\rho}(z)=\int_I\frac{\rho(t)\,dt}{z-t}, \qquad t \in I \subset \mathbb{R}, \; z \in \mathbb{C} \backslash \mathbb{R} " S143 Q328
	Q4719500 P2534 "h \alpha ^ A = \cosh A + \sinh A \ \alpha ^{\pi/2}." S143 Q328
	Q3018544 P2534 "\zeta(s) = \sum_{n=1}^N\frac{1}{n^s} + \gamma(1-s)\sum_{n=1}^M\frac{1}{n^{1-s}} + R(s) " S143 Q328
	Q761604 P2534 "\mathrm{d} X_t = a(X_t) \, \mathrm{d} t + b(X_t) \, \mathrm{d} W_t," S143 Q328
	Q18206850 P2534 " \hat{x} represents the vector {{math\|'''''x'''''}} diagonlized into a matrix (\hat{x} = I\vec{x})" S143 Q328
	Q8062844 P2534 " \ell_x = probability of surviving from age 0 to age x" S143 Q328
	Q186971 P2534 "U_{-t} = \pi \, U_{t}\, \pi" S143 Q328
	Q57145 P2534 " W(r,k) \leq 2^{2^{r^{2^{2^{k + 9}}}}}," S143 Q328
	Q829645 P2534 " e^{it \Delta}." S143 Q328
	Q6148579 P2534 "dr(t) = \left[\theta(t) - \alpha(t) r(t)\right]\,dt + \sigma(t)\, dW(t)\,\!" S143 Q328
	Q16856760 P2534 "\mathrm{Re} = \frac{{\mathbf V} {\mathbf L}}{{\bold \nu}} \ " S143 Q328
	Q1530791 P2534 " \int_{-\infty}^\infty \|f(x)\|^2 \, \mathrm dx < \infty, " S143 Q328
	Q5051854 P2534 "g (Z,\sigma)\to (V,\tau) is continuous \iff \forall i\in I f_i\circ g (Z,\sigma)\to(V_i,\tau_i) is continuous." S143 Q328
	Q5649021 P2534 " \mathrm{HQC} = -2 L_{max} + 2 k \ln(\ln(n)), \ " S143 Q328
	Q3998979 P2534 " xy \lor yz \lor xz " S143 Q328
	Q1727319 P2534 "S = \sqrt {P^2 + Q^2 + D^2}" S143 Q328
	Q1063089 P2534 " A - A(h) = a_0h^{k_0} + a_1h^{k_1} + a_2h^{k_2} + \cdots " S143 Q328
	Q15295505 P2534 " 2u_{tx}+u_xu_{xx}-u_{yy} = 0. \, " S143 Q328
	Q3208514 P2534 " \phi(Hp_n)\|\prod_{i = 1}^{n - 1} {Hp_i}^a\mbox{ and }Hp_n > Hp_{n - 1}" S143 Q328
	Q7582083 P2534 "Sq\,22 \times 5" S143 Q328
	Q179043 P2534 "\ Z = \|Z\| e^{j\arg (Z)}" S143 Q328
	Q1440016 P2534 "f_i=i\frac{c}{n*L}," S143 Q328
	Q630369 P2534 "Q = V_\mathrm{rms}I_\mathrm{rms}\sin \left(\phi \right)\," S143 Q328
	Q1042429 P2534 "f(x;\mu,c)=\sqrt{\frac{c}{2\pi}}~~\frac{e^{ -\frac{c}{2(x-\mu)}}} {(x-\mu)^{3/2}}" S143 Q328
	Q6322802 P2534 "\forall a \in T \sum_{j \in S(a)} p_j \leq W(a).\," S143 Q328
	Q172881 P2534 " F = ma_c = \frac{m v^2}{r}" S143 Q328
	Q1066997 P2534 "Q = C L H^n" S143 Q328
	Q1196729 P2534 " \sum_{p \le n} \frac{\ln p}{p} - \ln n" S143 Q328
	Q2322550 P2534 " E_K = h\nu - I\,," S143 Q328
	Q17100668 P2534 " \lim_{y \to q} \big( \lim_{x \to p} f(x, y) \big). \, " S143 Q328
	Q971651 P2534 "\Lambda_n(z)=\int_0^z \frac{\log^{n-1}\|t\|}{1+t}\;dt." S143 Q328
	Q1105671 P2534 " \gamma_c(A) = \frac{d^2_{\min}(A)}{4E_b}." S143 Q328
	Q16951242 P2534 "G \times X \to X, \quad (g, x) \mapsto g \cdot x" S143 Q328
	Q545570 P2534 " 1 - \left(1-\frac{1}{10000}\right)^{20000} \approx 86\%" S143 Q328
	Q1516247 P2534 "(u(x)-u(d))(v(y)-v(d))" S143 Q328
	Q3406254 P2534 " K_0\supseteq K_1 \supseteq K_2 \cdots" S143 Q328Q5156430 P2534 "R_x(k)=\sum_{j=0}^{N-k-1} x_jx_{j+k}.\," S143 Q328
	Q17078119 P2534 " y = ax^2 + bx + c\,," S143 Q328
	Q474182 P2534 "P \,=\,A\cdot\frac{1-\left(\frac{1}{1+r}\right)^{n} }{r}" S143 Q328
	Q1369234 P2534 "r_i = \min\{d_i, a_i\}" S143 Q328
	Q25098899 P2534 " \operatorname{Pe}(x,y)=\int_{-\infty}^\infty \exp(i(t^4+xt^2+yt)) \, dt." S143 Q328
	Q7628498 P2534 "\mathcal{L}=-\frac{1}{4}(\partial^\mu A^\nu-\partial^\nu A^\mu)(\partial_\mu A_\nu-\partial_\nu A_\mu)+\frac{1}{2}(\partial^\mu \phi+m A^\mu)(\partial_\mu \phi+m A_\mu) " S143 Q328
	Q204563 P2534 " Zn_{(s)} \leftrightarrow Zn^{2+}_{(aq)} + 2e^-" S143 Q328
	Q1651704 P2534 " A \or B" S143 Q328
	Q2068748 P2534 "a_{2n-1}=\sum_{i=1}^{n-1} a_i a_{2n-i-1}" S143 Q328
	Q59750 P2534 " h_d(n) = \min_i \left \{H(n,o_i) \| o_i \in \mathrm{OPEN}_{d'} \right \} " S143 Q328
	Q359205 P2534 "\mathbf{[A]}= s^2 \mathbf{[L]} + s \mathbf{[R]} + \mathbf{[D]} = s \mathbf{[Z]}" S143 Q328
	Q4868123 P2534 "l_a l^a = n_a n^a = m_a m^a = \bar{m}_a \bar{m}^a=0\,," S143 Q328
	Q2518906 P2534 "{\mathbf v}= v_\text{x} \mathbf{e}_\text{x} + v_\text{y} \mathbf{e}_\text{y} + v_\text{z} \mathbf{e}_\text{z}" S143 Q328
	Q7306138 P2534 "[2^3,\,3^2],\ [5^2,\,3^3],\ [2^5,\,6^2],\ [11^2,\,5^3],\ [3^7,\,13^3]," S143 Q328
	Q902785 P2534 "E=h\nu\," S143 Q328
	Q6810340 P2534 " \frac{d^2y}{dt^2} + (\alpha^2 + \omega^2 \sgn \cos(t))y = 0 " S143 Q328
	Q216906 P2534 "\frac{1}{z} = \frac{\bar z}{z \bar z} = \frac{\bar z}{\\|z\\|^2} = \frac{a - bi}{a^2 + b^2} = \frac{a}{a^2 + b^2} - \frac{b}{a^2+b^2}i." S143 Q328
	Q7690028 P2534 "\mathrm{TKOF}=\frac{m_{\mathrm{bullet}}\cdot v_{\mathrm{bullet}}\cdot d_{\mathrm{bullet}}}{7000} (Equation 1)" S143 Q328
	Q5430671 P2534 "\mathcal{J} (x_1, x_2, \dots, x_n) = \frac{( \sum_{i=1}^n x_i )^2}{n \cdot \sum_{i=1}^n {x_i}^2}" S143 Q328
	Q7268326 P2534 " q=\frac{n(\text{Quadrant I})+n(\text{Quadrant III})-n(\text{Quadrant II})-n(\text{Quadrant IV})}{N}," S143 Q328
	Q18355355 P2534 "L_x (k) = \frac{2k+1}{N}\sum_{t=-1}^{t=1}x(t)P_k(t), " S143 Q328
	Q1668499 P2534 " \mathrm{plus}(a, b) \rightarrow a + b" S143 Q328
	Q1191271 P2534 "L_n=\oint_{z=0} \frac{dz}{2\pi i } z^{n+1} T_{zz}~," S143 Q328
	Q7843925 P2534 "V=\frac{abc}{6}." S143 Q328
	Q2981471 P2534 "\mathcal{P}= {''P''<sub>1</sub>, ''P''<sub>2</sub>, ..., ''P''<sub>n</sub>} ⊂ '''X''' ( \mathbb{F}_q) on '''X'''." S143 Q328
	Q383372 P2534 "M = \frac{f_2}{f_1}," S143 Q328
	Q874375 P2534 "dU=T\,dS-P\,dV+\mu\,dM" S143 Q328
	Q7202230 P2534 "C_{t} = C_{0} e^{-k_{e}t} \," S143 Q328
	Q1936341 P2534 "\sum_{c\,\in\, C} (p_{c,t}\cdot q_{c,t})=\sum_{c\,\in\, C} [(P_t\cdot p'_{c,t})\cdot q_{c,t}]=P_t\cdot \sum_{c\,\in\, C} (p'_{c,t}\cdot q_{c,t})" S143 Q328
	Q17005178 P2534 "\frac {c}{s}= \frac {10} {(D_h/D_t)(N_s/1000)^{1.5}}" S143 Q328
	Q619458 P2534 "\int f(x) \; d\alpha(x)" S143 Q328
	Q3300648 P2534 "A \leq_{\mathrm{m}} B." S143 Q328
	Q7098859 P2534 "I\propto \left[ E_\mathrm{sig}\cos(\omega_\mathrm{sig}t+\varphi) + E_\mathrm{LO}\cos(\omega_\mathrm{LO}t) \right]^2 \propto \frac{1}{2}E_\mathrm{sig}^2+\frac{1}{2}E_\mathrm{LO}^2+2E_\mathrm{LO}E_\mathrm{sig}\cos(\omega_\mathrm{sig}t+\varphi)\cos(\omega_\mathrm{LO}t) " S143 Q328
	Q17152706 P2534 " \textstyle x\in {N}," S143 Q328
	Q1064434 P2534 "E(\mathbf k) = E_0 + \frac{\hbar^2 \mathbf k^2}{2 m^*}" S143 Q328
	Q4669840 P2534 "\left\|p^n \frac{a}{b}\right\|_p = p^{-n}." S143 Q328Q6692777 P2534 "\Delta E \Delta t \ge \frac{\hbar}{2} \ , " S143 Q328
	Q2387099 P2534 " \xi \in (\min\{x_0,\dots,x_n\},\max\{x_0,\dots,x_n\}) \," S143 Q328
	Q8814 P2534 " P V^{n} = \operatorname{constant} \qquad " S143 Q328
	Q3333620 P2534 "s_a = \frac{1}{n} \sum_{i=1}^n \sin \theta_i," S143 Q328
	Q93042 P2534 " x^{6972593} + x^{3037958} + 1. " S143 Q328
	Q5657831 P2534 "\Xi(g)=\int_Ka(kg)^\rho dk," S143 Q328
	Q17142102 P2534 "X(z_k)=X(z)\|_{z=z_k}=\sum_{n=0}^{N-1}x[n]z_k^{-n},\quad k=0, 1, ..., N-1," S143 Q328
	Q5365770 P2534 "\frac{\dot m_0}{\dot m_{01}} = \sqrt{\frac{T_{01}}{T_0}} \sqrt{\frac {\epsilon_0^2 (1 - \epsilon_c)^2 - (\epsilon_2 - \epsilon_c \epsilon_0)^2}{\epsilon_{01}^2 (1 - \epsilon_c)^2 - (\epsilon_{21} - \epsilon_c \epsilon_{01})^2}}" S143 Q328
	Q1074890 P2534 "\hat{H} = \hat{H}_{0} + \lambda \hat{V}." S143 Q328Q17119376 P2534 " P(x,p)=\frac{1}{\pi\hbar}\int_{-\infty}^\infty \varphi^*(p+q)\varphi(p-q)e^{-2ixq/\hbar}\,dq" S143 Q328
	Q3392521 P2534 "\sigma P^n \times P^m \to P^{(n+1)(m+1)-1}\ " S143 Q328Q1408386 P2534 "ds^2 = \rho^2\,d\varphi^2 + R^2\,d\lambda^2" S143 Q328
	Q23579076 P2534 "R^f = \{ r \in R \mid f(r) = r \}." S143 Q328
	Q1139111 P2534 "Y = \Big\{ [x] x \in X \Big\} = \Big\{\{v \in X v \sim x\} x \in X\Big\}," S143 Q328
	Q17009530 P2534 "f(x)=pf(x-1)+(1-p)f(x+1)" S143 Q328
	Q1778961 P2534 "c_\mathrm d = \dfrac{ 2F_\mathrm d}{ \rho u^2 A}\, " S143 Q328
	Q7279983 P2534 "D_h = \sqrt{2 \times H \times R_e + H^2}<!--Pythagoras!-->" S143 Q328
	Q17146059 P2534 "V_{min}(z) = \sum_{k=0}^p v_{min}(k) z^{-k}" S143 Q328
	Q1424012 P2534 "\bigcap_{j\in J}U_j \neq \varnothing." S143 Q328
	Q8069450 P2534 "V_{max}\ \propto\ \sqrt[3]{power/f}.<ref name="Loftin"/>" S143 Q328
	Q4695005 P2534 "\varphi_{AB} = \frac{q}{\hbar} \int_P \mathbf{A} \cdot d\mathbf{x}" S143 Q328
	Q756307 P2534 "\ell = \mu^{-1} = ( (\mu/\rho) \rho)^{-1}," S143 Q328
	Q7239914 P2534 " \text{John} N \qquad \text{Mary} N \qquad \text{the} N \cdot N_0^l \qquad \text{dog} N_0 \qquad cat N_0" S143 Q328Q5018842 P2534 "1^2 + 2^2 + 3^2 + \cdots + n^2 = {n(n + 1)(2n + 1)\over 3!}" S143 Q328
	Q2899466 P2534 "\nu\mathbb{P}^2\to \mathbb{P}^5" S143 Q328
	Q1391812 P2534 "S=\int d^4x \left[aX^2-bX\right]" S143 Q328
	Q109144 P2534 "\Delta(t) = 1,\quad \nabla(z) = 1,\quad V(q) = 1." S143 Q328
	Q3049016 P2534 " d , distance or gap between the surfaces (called the [[mean free path]])" S143 Q328
	Q10972421 P2534 "L_p(x) = \frac{\sum_{k=1}^n x_k^p}{\sum_{k=1}^n x_k^{p-1}}." S143 Q328
	Q523 P2534 " \Delta{m} = m_\mathrm{f} - m_\mathrm{b} " S143 Q328
	Q6784627 P2534 "\frac{b^{p - 1} - 1}{p}" S143 Q328
	Q2116709 P2534 "\forall \delta \ A f = A (T_\delta f).\," S143 Q328Q5456367 P2534 "M_{\mathrm{right}}^{\mathrm{fixed}} = \int_{0}^{L} \frac{q dx \, x^2 (L-x)}{L^2} = \frac{q L^2}{12} " S143 Q328
	Q7291979 P2534 "x(t)=x_c(t)\cos(2 \pi f_0 t)-x_s(t)\sin(2 \pi f_0 t)= \Re \left \{ \underline{x}(t)e^{j 2 \pi f_0 t}\right \} ," S143 Q328
	Q373645 P2534 "F(K)(a,z)=a^{-w(K)}L(K)\," S143 Q328
	Q202943 P2534 "x = \frac{\sqrt{4ac+b^2}-b}{2a} " S143 Q328
	Q1124538 P2534 "P(\mathbf{y} \| \mathbf{x}) = \sum_\mathbf{h} P(\mathbf{y}\|\mathbf{h}, \mathbf{x}) P(\mathbf{h} \| \mathbf{x})" S143 Q328
	Q1150180 P2534 "\bigcap_{m=1}^{\infty}\bigcup_{n=1}^{\infty} \left(r_{n}-(\tfrac{1}{2})^{n+m}, r_{n}+(\tfrac{1}{2})^{n+m}\right)" S143 Q328
	Q81244 P2534 " \mathit{Vs}(a)=\mathit{CT}_v(a)-\mathit{CT}_f(a) \," S143 Q328
	Q17086765 P2534 " \widehat{\Omega}\psi(\mathbf{r},t) = \psi(\mathbf{r}',t') " S143 Q328
	Q558214 P2534 " S = \frac{n-1}{R+r} , " S143 Q328
	Q650738 P2534 "U_i = \lim_{T\to \infty} \inf \frac{1}{T} \sum_{t=0}^{T} u_i(x_t)," S143 Q328
	Q1417619 P2534 "\lambda (x) \ [\operatorname{STATE} \ x]" S143 Q328
	Q25324524 P2534 " \\| \dot \phi \\|_\phi \doteq \\| \dot \phi \circ \phi^{-1} \\|_V=\\| v \\|_V , " S143 Q328
	Q354095 P2534 " \\|x+y\\|>2-\delta" S143 Q328
	Q2293126 P2534 "\sum_{\stackrel{p_{n+1}-p_n>x^{1/2}}{x\le p_n\le 2x}}p_{n+1}-p_n\ll x^{2/3}.<ref>{{cite journal\|author=Kaisa Matomäki\|title=Large differences between consecutive primes\|journal=Quarterly Journal of Mathematics\|volume=58\|year=2007\|pages=489–518\|doi=10.1093/qmath/ham021}}.</ref>" S143 Q328
	Q5103861 P2534 "C_\Phi= \left (\operatorname{id}_n\otimes\Phi \right ) \left (\sum_{ij}E_{ij}\otimes E_{ij} \right ) = \sum_{ij}E_{ij}\otimes\Phi(E_{ij}) \in \mathbb{C} ^{nm \times nm}" S143 Q328
	Q17017695 P2534 "\boldsymbol{\mathcal{A}}^n(\mathbf{r}, t) = [ \underbrace{\mathcal{A}^n_0(\mathbf{r}, t)}_{\text{timelike}} , \underbrace{\mathcal{A}^n_1(\mathbf{r}, t), \mathcal{A}^n_2(\mathbf{r}, t), \mathcal{A}^n_3(\mathbf{r}, t)}_{\text{spacelike}} ] = [\phi^n (\mathbf{r}, t), \mathbf{A}^n (\mathbf{r}, t)]" S143 Q328
	Q1457734 P2534 "\tau_{i}\dot{y}_{i}=-y_{i}+\sum_{j=1}^{n}w_{ji}\sigma(y_{j}-\Theta_{j})+I_{i}(t)" S143 Q328
	Q6470604 P2534 "y(t_0+\tau) = E(\tau,t_0,y(t_0))\ y(t_0)" S143 Q328
	Q5461949 P2534 "T_{g} = T_{g,\infty}-\frac{K}{M_{n}}" S143 Q328Q3258367 P2534 "f(k;\rho) = \rho\operatorname{B}(k, \rho+1)," S143 Q328
	Q583960 P2534 " M \mapsto S + \lambda \overrightarrow{SM}, " S143 Q328
	Q1970283 P2534 "F(z, m) = \sum_{k=0}^{\infty} f(k T + m)z^{-k}" S143 Q328
	Q5422300 P2534 " \liminf_{n \to \infty} \frac{f(n)}{m(n)} = 1 " S143 Q328
	Q1324943 P2534 "Z(E+\Delta E)=Z(E)e^{\Delta E/k_B T}," S143 Q328
	Q6889770 P2534 " M^{p,q}_m(\mathbb{R}^d) = \left\{ f\in \mathcal{S}'(\mathbb{R}^d)\ \ \left(\int_{\mathbb{R}^d}\left(\int_{\mathbb{R}^d} \|V_gf(x,\omega)\|^p m(x,\omega)^p dx\right)^{q/p} d\omega\right)^{1/q} < \infty\right\}." S143 Q328
	Q25100669 P2534 "\pi_n K(C) = \pi_{n+1} \|S_*(C)\|" S143 Q328
	Q5571831 P2534 "S^3 = \{\mathbf{x}\in \mathbb{R}^4 \mid \|\mathbf{x}\|=1 \}" S143 Q328
	Q841007 P2534 "1+r\sum_{i=0}^{(g-3)/2}(r-1)^i" S143 Q328
	Q1964918 P2534 "P = \frac {{(2S-575)^2}-625} {5000} ; \quad S = \frac {575 + \sqrt {625(8P+1)}} {2}" S143 Q328
	Q16981559 P2534 " (\Delta x)^2 = \frac {\int_{-\infty}^{\infty} (x-\mu)^2 f(x)f^{}(x) \,dx} {\int_{-\infty}^{\infty} f(x)f^{}(x) \, dx} " S143 Q328
	Q1560157 P2534 "\sigma f(A_1,\dots,A_n)=f(\sigma A_1,\dots,\sigma A_n)" S143 Q328
	Q9300786 P2534 "F_D is the drag [[force]], which is by definition the force component in the direction of the flow velocity,<ref>See [[lift force]] and [[vortex induced vibration]] for a possible force components transverse to the flow direction.</ref>" S143 Q328
	Q2426155 P2534 "\varphi(\mathbf{r}) \ \stackrel{\mathrm{def}}{=}\ \varphi_{sr}(\mathbf{r}) + \varphi_{\ell r}(\mathbf{r})," S143 Q328
	Q2743587 P2534 " \mathbf{G}=\frac{8\pi G}{c^4}\mathbf{T}," S143 Q328
	Q7124033 P2534 "\int_a^b f(x)\,dx = \lim_{\Delta x\to 0}\sum f(x_i)\,\Delta x," S143 Q328
	Q2338929 P2534 "v_{k+1}=\sum_{j=1}^k \mu_j v_j+\sum_{j=k+1}^n \mu_j w_j." S143 Q328
	Q1190543 P2534 "f'(x) = rx^{r-1}" S143 Q328
	Q1235853 P2534 " J_+ = \{ j = 1,2,...,n \| j associated with the criteria having a positive impact, and" S143 Q328
	Q1421717 P2534 "x = \rho \cos \varphi" S143 Q328
	Q7882889 P2534 "\ \frac{1}{v}=\frac{K_m}{V_{max}[S]} + {1 \over V_\max}" S143 Q328
	Q4272300 P2534 " F(s) = \int_0^\infty f(t) e^{-st}\,dt " S143 Q328Q422009 P2534 "X = T P^{\top} + E" S143 Q328
	Q2364925 P2534 "\,I^+(x) = \{ y \in M \| x \ll y\}" S143 Q328
	Q7616380 P2534 "m_n=\int_0^\infty x^n\,d\mu(x)\," S143 Q328
	Q5900506 P2534 " S = bc \sin A = ac \sin B = ab \sin C \," S143 Q328
	Q1235317 P2534 "\bar{\partial}\Gamma(\Omega^{p,q})\rightarrow\Gamma(\Omega^{p,q+1})" S143 Q328
	Q7072039 P2534 "X=X_0\cup I_1\cup\ldots\cup I_r." S143 Q328
	Q177045 P2534 " \mathrm dS = \frac{\delta Q}{T} \,\, \,\,\,\,\,\,\,\,\,\,\,\,\,\,\,\,\,\,\,\,\, \text {(closed system, idealized fictive reversible process)}." S143 Q328
	Q17107455 P2534 "\displaystyle{C^*=\{X (X,Y) > 0\,\,\mathrm{for}\,\,Y \in \overline{C}\}.}" S143 Q328
	Q838442 P2534 "h = \frac{(f - 4)(f - 3)}{12}." S143 Q328
	Q371685 P2534 " \sum_{\ell \in \mathrm{leaves}} 2^{-\mathrm{depth}(\ell)} \leq 1. " S143 Q328
	Q4491865 P2534 "\frac{dx}{dt}=L(x)\cdot\frac{\delta E}{\delta x}(x)+M(x)\cdot\frac{\delta S}{\delta x}(x)." S143 Q328
	Q818888 P2534 "1 = \sum_{n=1}^{\infty} \frac{1}{2^n} = \frac{1}{2} + \frac{1}{4} + \frac{1}{8} + \frac{1}{16} + \cdots" S143 Q328
	Q935731 P2534 "\mathbf E =\frac{1}{2}\left(\nabla_{\mathbf X}\mathbf u + (\nabla_{\mathbf X}\mathbf u)^T + (\nabla_{\mathbf X}\mathbf u)^T\nabla_{\mathbf X}\mathbf u\right)\approx \frac{1}{2}\left(\nabla_{\mathbf X}\mathbf u + (\nabla_{\mathbf X}\mathbf u)^T\right)\,\!" S143 Q328
	Q3497519 P2534 " \frac{\partial n}{\partial t} + \frac{\partial n}{\partial a} = - \mu(t,a) n. " S143 Q328
	Q7975356 P2534 " Z_0 = \left \{ \begin{matrix} Z_\mathrm f \dfrac {\lambda_\mathrm g}{\lambda} & \text{(TE mode)} \\ \\ Z_\mathrm f \dfrac {\lambda}{\lambda_\mathrm g} & \text{(TM mode)} \end{matrix} \right ." S143 Q328
	Q5891460 P2534 " H_p(X,X-x, G)" S143 Q328
	Q17011401 P2534 " E_x = A (\frac{d\theta}{dx})^2" S143 Q328
	Q1357684 P2534 "\varphi_x(y) = \left\langle y , x \right\rangle, " S143 Q328
	Q7433031 P2534 " k[x_{ij}] = \bigoplus_{r\ge 0} A_k(n, r)." S143 Q328
	Q332007 P2534 "\vec{H}_{0}=H_{0}\hat{z}=H_{0}\cos\theta \hat{r}" S143 Q328
	Q1344007 P2534 " \operatorname{perm}(A)=\sum_{\sigma\in S_n}\prod_{i=1}^n a_{i,\sigma(i)}." S143 Q328
	Q3258347 P2534 "{{(n + s - 1)!} \over {s!(n - 1)!}} = {{n + s - 1} \choose {s}} = {{n + s - 1} \choose {n - 1}}" S143 Q328
	Q5337735 P2534 "H\mathcal{E}(G) \to \mathcal{V}(G)" S143 Q328
	Q3229353 P2534 "h\overline{D}\to\overline{U}" S143 Q328
	Q5712543 P2534 " \mu_a = {{\mu_0} \times {(1+kH)}} " S143 Q328
	Q1000646 P2534 "M=\beta \cdot (\max{(\sum_{i=1}^{N}{Assets_i},\sum_{i=1}^{N}{Revenues_i})})^{\alpha} .\," S143 Q328
	Q629940 P2534 "T(n) = 3 T(\lceil n/2\rceil) + cn + d" S143 Q328
	Q468999 P2534 "r=k \frac{K_1K_2C_AC_B}{(1+K_1C_A+K_2C_B)^2}. \, " S143 Q328
	Q18391201 P2534 "{L}(r) = {\Sigma ~S^{2/\gamma} \over 2({\mathbf \nabla \times u})\cdot\hat{\mathbf z}}~," S143 Q328
	Q1276570 P2534 " \mathrm{EXPTIME} = \bigcup_{k \in \mathbb{N} } \mathrm{ DTIME } \left( 2^{ n^k } \right) . " S143 Q328
	Q4896411 P2534 " J^{\mu,\nu}(z) = \sum_{k\ge 0} \frac{(-z)^k}{\Gamma(k\mu+\nu+1)k!}." S143 Q328
	Q2269270 P2534 "2\gamma(x,y)=\text{var}\left(Z(x) - Z(y)\right) = E\left[((Z(x)-\mu(x))-(Z(y) - \mu(y)))^2\right]. " S143 Q328
	Q691387 P2534 "U=\frac{1}{2m}\sum_{i=1}^{N} p_{ix}^2 + p_{iy}^2 + p_{iz}^2" S143 Q328
	Q5446133 P2534 "S\in FX \mapsto\bigvee\left\{f(s)\vert s\in S\right\}" S143 Q328
	Q104831 P2534 "I_\mathrm{v} = 683 \cdot \overline{y}(\lambda) \cdot I_\mathrm{e}," S143 Q328
	Q3043036 P2534 "E_{xc}^{\mathrm{LDA}}[\rho] = \int \rho(\mathbf{r})\epsilon_{xc}(\rho)\ \mathrm{d}\mathbf{r}\ ," S143 Q328
	Q17099712 P2534 "[f,g]_n = \frac{1}{(2\pi i)^n}\sum_{r+s=n} (-1)^r\binom{k+n-1}{s}\binom{h+n-1}{r} \frac{\mathrm{d}^r f}{\mathrm{d}\tau^r}\frac{\mathrm{d}^s g}{\mathrm{d}\tau^s} \ . " S143 Q328
	Q5567092 P2534 "Y_i\|x_{1,i},\ldots,x_{k,i} \ \sim \operatorname{Categorical}(p_{i,1},\ldots,p_{i,m}),\text{ for }i = 1, \dots , n" S143 Q328
	Q5421269 P2534 " (a,b) = \omega((-1)^{\operatorname{ord}(a)\operatorname{ord}(b)}b^{\operatorname{ord}(a)}/a^{\operatorname{ord}(b)})^{(q-1)/n}" S143 Q328
	Q575304 P2534 "\mathcal{E} = -{d\Phi_B \over dt}, \ " S143 Q328
	Q25325321 P2534 "voltage(Time) = Number of Loops * Area * \frac{d Magnetic Field(time)}{dtime} " S143 Q328
	Q3055344 P2534 "\overrightarrow{AB}" S143 Q328
	Q8024053 P2534 "C_P=\frac{4}{27}C_D" S143 Q328
	Q7136870 P2534 "G(a_n;x)=\sum_{n=0}^\infty a_nx^n." S143 Q328Q380172 P2534 " ((XX)X)X,\qquad (X(XX))X,\qquad (XX)(XX),\qquad X((XX)X),\qquad X(X(X*X))." S143 Q328
	Q6420195 P2534 " p_{12} p_{34}+p_{13}p_{42}+p_{14} p_{23} = 0 " S143 Q328
	Q638185 P2534 "\left\{ 1, \ p, \ q, \ r, \ pq, \ pr, \ qr, \ n \right\}." S143 Q328
	Q428091 P2534 " C V^* \otimes V \rightarrow k " S143 Q328
	Q17099247 P2534 "\displaystyle{L(a)b=ab}" S143 Q328
	Q1143513 P2534 "\vec{\omega}\equiv \nabla \times \vec{u}\,," S143 Q328
	Q6015420 P2534 "\Delta y = f'(x)\,\Delta x + \varepsilon\, \Delta x\," S143 Q328
	Q1069516 P2534 "\lim_{\Delta x\rightarrow 0}\frac{\Delta y}{\Delta x} = \lim_{\Delta x\rightarrow 0}\frac{f(x + \Delta x)-f(x)}{\Delta x}," S143 Q328
	Q2055371 P2534 "\|x\|^n=\sum_{\|k\|=n}{\binom{n}{k}x^k};\ \ x\in\mathbb{R}^m,\ k\in\mathbb{N}^m_0,\ n\in\mathbb{N}_0,\ m\in\mathbb{N}" S143 Q328
	Q4112212 P2534 "i=\arccos{h_z\over\left\|\mathbf{h}\right\|}," S143 Q328
	Q3990757 P2534 " 1~\mathrm{Th} = 1~\frac{\mathrm{u}}{e} = 1~\frac{\mathrm{Da}}{e} = 1.036426 \times 10^{-8}\,\mathrm{kg\,C^{-1}}" S143 Q328
	Q2280060 P2534 "S\propto\nu^\alpha." S143 Q328
	Q6486358 P2534 " A_{g}\,\,\, + \,\,\, S \,\,\, \rightleftharpoons \,\,\, A_{ad}" S143 Q328
	Q4868768 P2534 "\displaystyle k_n(x) = \frac{2}{\pi}\int_0^{\pi/2}\cos(x\tan\theta-n\theta) \, d\theta" S143 Q328
	Q3278575 P2534 "y''(s) = f(y(s),y'(s),s)" S143 Q328
	Q10843505 P2534 "\mathbf{V} = \mathbf{W} \mathbf{H} \,." S143 Q328
	Q261527 P2534 "f(\vec{v}+\vec{w}) = f(\vec{v})+f(\vec{w}) for all \vec{v}, \vec{w}\in V" S143 Q328
	Q4751135 P2534 "\{ z \in D \|f_j(z)\| < 1, 1 \le j \le N \}\," S143 Q328
	Q5409013 P2534 " \mathbf{g}_{hk\ell} = h \mathbf{b}_1 + k \mathbf{b}_2 + \ell \mathbf{b}_3 ." S143 Q328
	Q527266 P2534 " \|c_b(t)\|^2 \propto \sin^2 (\omega t/2) ," S143 Q328
	Q3059012 P2534 "p(\textbf{x}_k\|\textbf{x}_{k-1},\textbf{x}_{k-2},\dots,\textbf{x}_0) = p(\textbf{x}_k\|\textbf{x}_{k-1} )" S143 Q328
	Q41364 P2534 "\lambda = \frac{v}{f}\,\,," S143 Q328
	Q5168010 P2534 "U = \sum_i \frac{GM_i}{r_i} " S143 Q328
	Q4854237 P2534 "F_{0,\lambda} = \frac{\int_0^\lambda E_{\lambda,b} d\lambda}{\int_0^\infty E_{\lambda,b} d\lambda} =\frac{\int_0^\lambda E_{\lambda,b} d\lambda}{\sigma T ^4} =\int_0^{\lambda T} \frac{E_{\lambda,b}}{\sigma T ^5} d(\lambda T) = f(\lambda T) " S143 Q328
	Q7366583 P2534 "\mathfrak{g}_\lambda = \{X\in\mathfrak{g} [H,X]=\lambda(H)X\text{ for all }H\in\mathfrak{h}\}. " S143 Q328
	Q8658 P2534 "w_j O_i(s,t) \geq w_i O_j(s,t)" S143 Q328
	Q617965 P2534 "\operatorname{ch}(L) = \exp(c_{1}(L)) = \sum_{m=0}^\infty \frac{c_1(L)^m}{m!}." S143 Q328
	Q17098901 P2534 " 12\cdot(283)^{3/2}\zeta_k(2)(2\pi)^{-6} = 0.9812\ldots" S143 Q328
	Q1970572 P2534 " M_{ij} = \frac{\mu_0}{4\pi} \oint_{C_i}\oint_{C_j} \frac{\mathbf{ds}_i\cdot\mathbf{ds}_j}{\|\mathbf{R}_{ij}\|} " S143 Q328
	Q4390268 P2534 "[x,y,z] = (xy)z - x(yz).\," S143 Q328
	Q5611339 P2534 "H = blc \left ( 1 + \frac{2h}{b} \right ) + W \tan \phi \left ( 1 + 0.64 \left [ \left ( \frac{h}{b} \right ) \cot^{-1} \left ( \frac{h}{b} \right ) \right ] \right )" S143 Q328
	Q7108183 P2534 "C_D = C_{D_0} + \frac{(C_L)^2}{\pi e_0 AR}" S143 Q328
	Q6796059 P2534 "F_{\alpha \beta} \, = \, \partial_{\alpha} A_{\beta} \, - \, \partial_{\beta} A_{\alpha} \," S143 Q328
	Q6667312 P2534 "\mathrm{CodeValue} = \sum_{i=1}^N s_i \cdot 2^{i-1} where s_i represents a value 0 or 1 depending on the state of the ''i<sup>th</sup>'' switch." S143 Q328
	Q4936246 P2534 " (\nabla_X J)X =0 \, " S143 Q328
	Q7619923 P2534 " r(t) = g(e(t), c(t)) \, " S143 Q328
	Q1205942 P2534 "y^{(n)}(x) + \sum_{i=0}^{n-1} a_i(x) y^{(i)}(x) = b(x).\quad\quad {\rm (i)}" S143 Q328
	Q898351 P2534 " \| n_1 \rang \| n_2 \rang " S143 Q328
	Q3070886 P2534 " B_{in}=B_{out}+B_{lost}+B_{destroyed} \qquad \mbox{(1)} " S143 Q328
	Q4447685 P2534 "P_G = P_3 \cdot P_2 \cdot P_1 \cdot P_0" S143 Q328
	Q5165416 P2534 "P(X\leq x) = P(X<x+1)" S143 Q328
	Q4545908 P2534 "\left(\sqrt{1/55},\ \sqrt{1/45},\ 1/6,\ \sqrt{1/28},\ \sqrt{1/21},\ \sqrt{1/15},\ \sqrt{1/10},\ \sqrt{1/6},\ \sqrt{1/3},\ \pm1\right)" S143 Q328
	Q15264444 P2534 "x_n = \sum_{i=1}^n N(n,i)\, k^{i-1} = \sum_{i=1}^n \frac{1}{n}{n\choose i}{n\choose i-1} k^{i-1}." S143 Q328
	Q948664 P2534 "\begin{align} \|A+B\| &\ge \|A+H\| + \|B+H\| - \|H\| \\ &\ge \|A\| + \|B\| - \|H\|. \end{align} " S143 Q328
	Q7662748 P2534 "x - a,\ " S143 Q328
	Q7113544 P2534 " CR=\frac{V_1}{V_2}," S143 Q328
	Q25111847 P2534 "x^T F_1 x + 2g_1^T x + h_1 \le 0 \Longrightarrow x^T F_2 x + 2g_2^T x + h_2 \le 0" S143 Q328
	Q4024260 P2534 "A = f^{-1}(0).\," S143 Q328
	Q17056200 P2534 " V(x,k) = \sup_{X_T \in \mathcal{A}(x)} \mathbb{E}\left[u\left(X_T + k C_T\right)\right]," S143 Q328
	Q6522493 P2534 "\lambda_e = \frac{h}{\sqrt{2m_e e V}} \ , " S143 Q328
	Q377798 P2534 "ds^2=\lambda^2(z,\overline{z})\, dz\,d\overline{z}" S143 Q328
	Q122192 P2534 "r = \lim_{n \to \infty} \frac{1}{n} H(M_1, M_2, \dots M_n)," S143 Q328
	Q7187735 P2534 " E (\mathbf{r}, t) = E^{(+)}(\mathbf{r}, t) + E^{(-)}(\mathbf{r}, t)" S143 Q328
	Q253728 P2534 "d^\prime = V_{ud} d + V_{us} s, " S143 Q328
	Q1971904 P2534 "t_{\text{riser}} = 1.25t_{\text{casting}}" S143 Q328
	Q7512907 P2534 "z(t)=at^2+bt" S143 Q328
	Q633824 P2534 " \Psi_\mathrm{total} = \psi_\mathrm{electronic} \times \psi_\mathrm{nuclear} " S143 Q328
	Q7576710 P2534 " \frac{1}{\omega_{n-1}(r)}\int\limits_{\partial B(x, r)} \! u(y) \, \mathrm{d} S(y) " S143 Q328
	Q4915409 P2534 "\left[\begin{matrix}0&A\\A^T&0\end{matrix}\right]," S143 Q328
	Q583760 P2534 "\forall a, b \in X,\ (aRb \and bRa) \; \Rightarrow \; a = b" S143 Q328
	Q7269568 P2534 " q (q_1,q_2,\ldots q_n) = (q q_1,q q_2,\ldots q q_n) " S143 Q328
	Q693545 P2534 "[\alpha]_\lambda^T = \frac{ 100 \times \alpha}{l \times c}" S143 Q328
	Q11393214 P2534 "N=\frac{B^2}{2\mu_{0}mc^2}" S143 Q328
	Q7179798 P2534 "\langle\!\langle a_1, a_2, ... , a_n \rangle\!\rangle \cong \langle 1, -a_1 \rangle \otimes \langle 1, -a_2 \rangle \otimes ... \otimes \langle 1, -a_n \rangle," S143 Q328
	Q25051591 P2534 " \{x_1,\ldots,x_n\} \mapsto \max\{x_1,\ldots,x_n\}, \, " S143 Q328
	Q3755281 P2534 " \mathrm{var}(\delta(X_1, X_2, \ldots, X_n)) \leq \mathrm{var}(\tilde{\delta}(X_1, X_2, \ldots, X_n)) " S143 Q328
	Q1026877 P2534 "x = \frac {\pm \pi \left(A\left(G - P^2\right) + \sqrt {A^2 \left(G - P^2\right)^2 - \left(P^2 + A^2\right)\left(G^2 - P^2\right)}\right)} {P^2 + A^2}\," S143 Q328
	Q5532483 P2534 "Ax=y" S143 Q328
	Q7310828 P2534 "\frac{\partial\theta}{\partial t}~=~\alpha~\nabla^2\theta ," S143 Q328
	Q3492725 P2534 "F(t, x, y) = {\partial F \over \partial t}(t, x, y) = 0" S143 Q328
	Q17103599 P2534 " X_k = \sum_{n=0}^{N-1} x_n \omega_N^{nk} " S143 Q328
	Q1211555 P2534 " dy_{CP} = (\frac{P_{f} - P_{0}}{P_{f}}).\frac{360}{t} " S143 Q328
	Q8588 P2534 " \| \psi \rangle = \frac{1}{\sqrt{2}} \bigg( \| 00\ldots0 \rangle + \|11\ldots1 \rangle \bigg). " S143 Q328
	Q5159261 P2534 " \text{Minimize}\, wL + rK \, \, \text{with respect to}\,\, L \,\, \text{and} \,\, K," S143 Q328
	Q17146174 P2534 "L = \left \{\lambda \in \mathbf{C} \ e^\lambda \in {\overline{\mathbf{Q}}}^\times \right \}." S143 Q328
	Q4788659 P2534 " F(x)\le\liminf_{n\to\infty} F_n(x_n)." S143 Q328Q431186 P2534 " v_i X \longrightarrow R_+" S143 Q328
	Q5389254 P2534 "13=\eta (\eta +2)(2\eta-1)(3-2\eta)(\eta+3)," S143 Q328
	Q6803613 P2534 "y_i=\alpha+\beta x_i +\epsilon_i\," S143 Q328
	Q37640 P2534 "T = 2\pi\sqrt{\frac{a^3}{\mu}}" S143 Q328
	Q1548694 P2534 "\Delta t=t_{1}-t_{0}=\frac{B-A}{a}." S143 Q328
	Q1052622 P2534 "n!+1 = m^2," S143 Q328
	Q184871 P2534 "e^{ix}=\cos x+i\sin x" S143 Q328
	Q25303632 P2534 "\textrm{cr}(K_{m,n}) \le \left\lfloor\frac{n}{2}\right\rfloor\left\lfloor\frac{n-1}{2}\right\rfloor\left\lfloor\frac{m}{2}\right\rfloor\left\lfloor\frac{m-1}{2}\right\rfloor" S143 Q328
	Q631614 P2534 "\Delta V = V(\vec{r}+\delta \vec{r})-V(\vec{r})=\delta \vec{r} \cdot \nabla V (\vec{r}) + \frac{1}{2} (\delta \vec{r} \cdot \nabla)^2V(\vec{r})+..." S143 Q328
	Q17100712 P2534 " f(\mathbf{x_i}) = \mathbf{y_i} for i=1, \ldots ,N" S143 Q328
	Q1502576 P2534 " \frac{dS_j}{dt} = f_j \left (S_1,S_2, \ldots, S_N \right) " S143 Q328
	Q16255394 P2534 "[M_{\mu\nu},M_{\rho\sigma}]=\eta_{\nu\rho}M_{\mu\sigma}-\eta_{\mu\rho}M_{\nu\sigma}+\eta_{\nu\sigma}M_{\rho\mu}-\eta_{\mu\sigma}M_{\rho\nu}" S143 Q328
	Q2993330 P2534 "(p-1)(q-1)/2." S143 Q328
	Q995686 P2534 " \{a^n b^n c^n d^n\| n \geq 1 \} <ref name="gazdar1998"/>" S143 Q328
	Q6954759 P2534 "W_{\text{NMSSM}}=W_{\text{Yuk}}+\lambda S H_u H_d + \frac{\kappa}{3} S^3 " S143 Q328
	Q7661311 P2534 " \mbox{SMAPE} = \frac{1}{n}\sum_{t=1}^n \frac{\left\|F_t-A_t\right\|}{(\|A_t\|+\|F_t\|)/2}" S143 Q328
	Q716189 P2534 "\operatorname{E} \left [ \frac{R(n)}{S(n)} \right ]=C n^H \text{ as } n \to \infty \, ," S143 Q328
	Q7164655 P2534 "Z\xleftarrow{\eta} Y \xrightarrow{\tau} X." S143 Q328
	Q592911 P2534 " \exists{x}\, P \qquad \forall{x}\, P " S143 Q328
	Q6752022 P2534 "{\frac{n(n-1)}{2}}" S143 Q328
	Q5047048 P2534 " d(z,\gamma(1/2))^2 \le \frac{1}{2}d(z,\gamma(0))^2 + \frac{1}{2}d(z,\gamma(1))^2 - \frac{1}{4}d(\gamma(0),\gamma(1))^2." S143 Q328
	Q1262627 P2534 " x \mapsto e^{ix} , " S143 Q328
	Q1800062 P2534 "i_{\text{1}} = I_{\text{B}} + i_{\text{F}}" S143 Q328
	Q5463029 P2534 " \mathrm{Input} = \mathrm{Output} + \mathrm{Accumulation} " S143 Q328
	Q844922 P2534 "H\psi(x)=\left[-\frac{\hbar^2}{2m}\frac{d^2}{dx^2}+V(x)\right]\psi(x)=E\psi(x)" S143 Q328
	Q3527113 P2534 "\rho\colon G \to GL(V)" S143 Q328
	Q5409005 P2534 "1 = \sum_{a = 1}^\omega \lambda^{-a}\ell(a)b(a)" S143 Q328
	Q6803654 P2534 "\operatorname{MSPE}(L)=\operatorname{E}\left[\left( g(x_i)-\widehat{g}(x_i)\right)^2\right]." S143 Q328
	Q6415903 P2534 " T_{tot} = \frac{4}{28} + 2 + \frac{1.5 \times 28}{2} \left(\frac{1}{2.5} \right)" S143 Q328
	Q7540131 P2534 "E[X_i^2]=E[Y_i^2], i=1,\dots,n, \text{ and } \ E[X_iX_j] \le E[Y_i Y_j] for i \neq j," S143 Q328
	Q751310 P2534 "1\ \mbox{PI} = 1\ \mbox{Pa}\cdot\mbox{s} = 1\ \mbox{N}\cdot\mbox{s}/\mbox{m}^{2} = 10\ \mbox{dyn}\cdot\mbox{s}/\mbox{cm}^{2} = 10\ \mbox{P}" S143 Q328
	Q355293 P2534 " Y = 0.2126 R + 0.7152 G + 0.0722 B" S143 Q328
	Q5609384 P2534 " \sum_{k \geq 3} (k-2) (f_k-g_k) = 0." S143 Q328
	Q278059 P2534 " T_s = {1 \over f_s}, " S143 Q328
	Q5762481 P2534 "p_i=\mathrm{Pr}(X=i),\quad i=0,1,2" S143 Q328
	Q5310244 P2534 " D(X_1,\ldots,X_n) = H\left( X_1, \ldots, X_n \right) - \sum_{i=1}^n H\left( X_i \mid X_1, \ldots, X_{i-1}, X_{i+1}, \ldots, X_n \right) ," S143 Q328
	Q173582 P2534 "(\nabla f(x))\cdot \mathbf{v} = D_{\mathbf v}f(x)." S143 Q328
	Q1444718 P2534 "L_c(s,t)=(1-t) c_0(s)+ t c_1(s) \, " S143 Q328
	Q690494 P2534 "\dot x=f(x)" S143 Q328
	Q2376736 P2534 "S=k\log W \," S143 Q328
	Q17015685 P2534 "i{\partial \psi \over \partial t} = -\frac{1}{ 2} \frac{\partial^2 \psi}{ \partial x^2}- a \ln \|\psi\|^2\psi" S143 Q328
	Q1367799 P2534 "X_w(a,b)=\frac{1}{\|a\|^{1/2}} \int_{-\infty}^{\infty} x(t)\overline\psi\left(\frac{t-b}{a}\right)\, dt" S143 Q328
	Q5506662 P2534 "\Psi(p) = \sum_{i=1}^N d^2(p, x_i)" S143 Q328
	Q2962307 P2534 "\mathbf{V}_\mathrm{quad} = \frac{\lambda d^2 Cos[2 \phi]}{4 \pi \epsilon_0 s^2} ([[SI]] units)" S143 Q328
	Q1168321 P2534 "\prod_{(x,y)\,P(x)=Q(y)=0} (x-y)" S143 Q328
	Q803623 P2534 " \mathbf{\ddot{r}}_i = \sum_{\underset{j \ne i}{j=1}}^n {Gm_j (\mathbf{r}_j-\mathbf{r}_i) \over r_{ij}^3}" S143 Q328
	Q493980 P2534 "m_v \circ s = s' \circ m_e" S143 Q328
	Q1635593 P2534 "ds^2 = dt^2-t^2(d \chi ^2+\sinh^2{\chi} d\Omega^2)\ " S143 Q328
	Q6047623 P2534 " \mathrm{S} = \left( \frac{r}{c} \right)^2 \frac {\mu N}{P}" S143 Q328
	Q7861380 P2534 "K_\mathrm{sat}^{(1)} = \rho \left ((V_\mathrm{P}^{(1)})^{2}-\frac{4}{3}(V_\mathrm{S}^{(1)})^{2} \right) " S143 Q328
	Q4381561 P2534 "\ (1/(1+r)^t) " S143 Q328
	Q1343972 P2534 "\sum_{p\text{ prime }}\frac1p = \frac12 + \frac13 + \frac15 + \frac17 + \frac1{11} + \frac1{13} + \frac1{17} + \cdots = \infty" S143 Q328
	Q1529451 P2534 "y_0 = x_0 + x_1 \, " S143 Q328
	Q957693 P2534 "T(s) = \frac{Y(s)}{X(s)} = \frac{G(s)}{1+G(s)H(s)}" S143 Q328
	Q7980403 P2534 " L = \begin{cases} 1.33 \, f^{0.284} \, d^{0.588} \,\mbox{, if } 14 < d \le 400 \\ 0.45 \, f^{0.284} \, d \, \, \, \, \, \, \, \, \, \, \mbox{, if } 0 < d \le 14 \end{cases}" S143 Q328
	Q3820608 P2534 "P = I^2R \," S143 Q328
	Q5153552 P2534 " G \equiv \int_{-\infty}^{\infty} e^{-{1 \over 2} x^2}\,dx" S143 Q328
	Q188946 P2534 " \alpha = \frac{1}{4 \pi \varepsilon_0} \frac{e^2}{\hbar c} = \frac{\mu_0}{4 \pi} \frac{e^2 c}{\hbar} = \frac{k_\text{e} e^2}{\hbar c} = \frac{c \mu_0}{2 R_\text{K}} = \frac{e^2}{4 \pi}\frac{Z_0}{\hbar}" S143 Q328
	Q4967066 P2534 "BS = \frac{1}{N}\sum\limits _{t=1}^{N}(f_t-o_t)^2 \,\!" S143 Q328
	Q444184 P2534 " P = -\alpha\;R \frac{d}{dR} \left (\frac{\gamma\;_s}{R} \right ) \,\! " S143 Q328
	Q332465 P2534 "0 \le \sum_{n = 1}^m (a_n + \|a_n\|) \le \sum_{n = 1}^m 2\|a_n\|\le \sum_{n = 1}^\infty 2\|a_n\|." S143 Q328
	Q3893853 P2534 "\sum_{i=1}^m d_i = m(m-1) + \sum_{i=m+1}^n d_i." S143 Q328
	Q13645891 P2534 "M_k(n) = \frac{n(n^k+1)}{2}" S143 Q328
	Q7229803 P2534 " \frac{dN}{dt} = r N \left(1 - \frac {N}{K} \right)" S143 Q328
	Q623761 P2534 "\varepsilon_{i_1 i_2 \cdots i_n}" S143 Q328
	Q3503236 P2534 "\{s(k^e n + r)_{n \geq 0} e \geq 0 \text{ and } 0 \leq r \leq k^e - 1\}." S143 Q328
	Q7001957 P2534 "\displaystyle{\int_{\partial\Omega} A\, dx + B\, dy =\iint_\Omega (B_x-A_y)\, dx\, dy.}" S143 Q328
	Q210841 P2534 "\Diamond P \leftrightarrow \lnot \Box \lnot P;" S143 Q328
	Q189114 P2534 "\theta = n \times 137.5^{\circ},\ r = c \sqrt{n}" S143 Q328
	Q7540133 P2534 " R_X\geq H(X\|Y), \," S143 Q328
	Q864480 P2534 "A = 2\left(6+6\sqrt{2}+\sqrt{3}\right)a^2 \approx 32.4346644a^2" S143 Q328
	Q7269521 P2534 "(1-x)(1 + x + x^2 + \dotsb + x^n) = 1 (or (1+x)(1-x+x^2-\dotsb+(-x)^n)=1 if we follow the second convention)." S143 Q328
	Q6433699 P2534 " \\|\alpha^n\\| " S143 Q328
	Q7915797 P2534 " L(t,q,v) = \frac{1}{2} m v^2 - V(q)," S143 Q328
	Q5365788 P2534 "\Delta u = f \text{ in }\Omega," S143 Q328
	Q3629662 P2534 " C= \frac{\varepsilon A}{d}." S143 Q328
	Q5175339 P2534 "\int_{-1}^{+1} \frac {f(x)} {\sqrt{1 - x^2} }\,dx" S143 Q328
	Q5527832 P2534 " P(m) = \int s(x) N(x - m)\, dx " S143 Q328
	Q1303310 P2534 " \tau_{\alpha,\beta} = \varphi_{\beta} \circ \varphi_{\alpha}^{-1}." S143 Q328
	Q7268353 P2534 "((x_1,\dots,x_n),(y_1,\dots,y_n))= \sum_j x_jy_j." S143 Q328
	Q7602993 P2534 " \dot{\mathbf{x}}(t) = \mathbf{A}(t) \mathbf{x}(t) + \mathbf{B}(t) \mathbf{u}(t) , \mathbf{x}(t_0) = \mathbf{x}_0 ," S143 Q328
	Q7291446 P2534 " R = \frac{a+b}{a+b+c+d} = \frac{a+b}{{n \choose 2 }}" S143 Q328
	Q339011 P2534 "A = A^{\top}." S143 Q328
	Q1703592 P2534 " \frac{2}{\pi}x\leq \sin{x} \leq x\text{ for }x \in \left[0,\frac{\pi}{2}\right]." S143 Q328
	Q5178947 P2534 " N \to \infty, \quad \text{Problem } B^{\lambda N} \to \text{Problem } B^\lambda " S143 Q328
	Q1190709 P2534 "C_V = \left({\partial U\over\partial T}\right)_V." S143 Q328
	Q5278323 P2534 "\omega_f(t) = \sup_{d(x,y)\le t} d(f(x),f(y)). \, " S143 Q328
	Q7431716 P2534 " v(x,y)= \frac{2\pi\kappa}{\lambda} \int{p(x,y,z)} \, dz" S143 Q328
	Q5422402 P2534 "S(\boldsymbol \beta) = \sum_{i=1}^m [y_i - f(x_i, \ \boldsymbol \beta) ]^2" S143 Q328
	Q1144560 P2534 "x \mapsto \frac{1} {x}," S143 Q328
	Q4635630 P2534 " duration(A,B) = (B_y - A_y) \times 360 + (B_m - A_m) \times 30 + (B_d - A_d); A \le B" S143 Q328
	Q25305567 P2534 " (dh,dh)=\int_X dh\wedge \star dh = \int_W (\varphi^\prime(u)^2 \psi(v)^2 + \varphi(u)^2 \psi^\prime(v)^2) \, du \wedge \star du \le 2M^2 \, \\|dU\\|^2 < \infty, " S143 Q328
	Q6899008 P2534 "\ y = a_0 + a_{1}r + a_{2}q + \nu ," S143 Q328
	Q2664563 P2534 "Q S \times A \to \mathbb{R}" S143 Q328
	Q2381860 P2534 "-\frac{\hbar^2}{2m}\frac{d^2 \psi}{dx^2}(x) +V(x)\psi(x) = E\psi(x)" S143 Q328
	Q769124 P2534 "F(r) = r^p" S143 Q328
	Q25303762 P2534 "y_i = x_i^\top\beta + \varepsilon_i." S143 Q328
	Q82415 P2534 "+1.0000000000 +1.1913785723 \cos(x) -0.0793018558 \cos(2x) -0.2171442026 \cos(3x) -0.0014526076 \cos(4x)" S143 Q328
	Q5532513 P2534 "A=U\Sigma_1 [ X, 0] Q^*" S143 Q328
	Q4147361 P2534 "h^{\mu\nu}T_{\mu\nu}," S143 Q328
	Q856666 P2534 "\forall h\in\mathfrak{h}, [h,x]=\lambda(h)x" S143 Q328
	Q2152944 P2534 "\exists x_1\ldots\exists x_m\,\varphi(x_1,\ldots,x_m) " S143 Q328
	Q3926180 P2534 " E_{\omega} = E + \omega \left[ Q - \frac{1}{2i} \int d^{3} x(\phi^{} \partial_{t} \phi - \phi \partial_{t} \phi^{}) \right], " S143 Q328
	Q149999 P2534 " m = \frac{\text{change in } y}{\text{change in } x} = \frac{\Delta y}{\Delta x}," S143 Q328
	Q438859 P2534 "\sum_{n=1}^m n(-1)^{n-1}." S143 Q328
	Q2091629 P2534 " \left\| r \right\| = r, \text{ if } r \text{ ≥ } 0 " S143 Q328
	Q3077645 P2534 "e^{A+B} = \lim_{N \rightarrow \infty} (e^{A/N}e^{B/N})^N, " S143 Q328
	Q2845240 P2534 "((x_1,y_1),(x_2,y_2),\dots,(x_k,y_k))\,." S143 Q328
	Q16930666 P2534 " k_x = \frac{l\pi}{L}" S143 Q328
	Q7829798 P2534 "\begin{array}{c}\vdots \\ \| \\ F_2 \\ \| \\ F_1 \\ \| \\F_0. \end{array}" S143 Q328
	Q671944 P2534 "\bigcup \{ X, \bigcup X, \bigcup \bigcup X, \bigcup \bigcup \bigcup X, \bigcup \bigcup \bigcup \bigcup X, \ldots \}." S143 Q328Q7811378 P2534 " T \square \square F = 0 " S143 Q328
	Q2568075 P2534 "f = 2 \Omega \sin \varphi.\," S143 Q328
	Q7069677 P2534 " \frac{d^2 y}{dx^2} = - g(x) y(x) + s(x) " S143 Q328
	Q16147211 P2534 "\lim_{x\rightarrow\infty}\frac{\pi(x)\ln(x)}{x}" S143 Q328
	Q900117 P2534 "\frac{\pi}{3\sqrt{2}} \simeq 0.74048." S143 Q328
	Q5370010 P2534 "\,M = (Q, \Sigma, \Gamma, \delta, q_0, Q_\textrm{F}, \sigma_0) where" S143 Q328
	Q1412905 P2534 " H=G=\left\|2A-1 \right\|=\left\|1-2B \right\| \, " S143 Q328
	Q7333813 P2534 " d(\mathbf{X},\mathbf{Y})^2 = (X_1-Y_1)^2 + (X_2-Y_2)^2 + \ldots + (X_n-Y_n)^2 = (\mathbf{X}-\mathbf{Y})\cdot(\mathbf{X}-\mathbf{Y}). " S143 Q328
	Q827658 P2534 "\mathrm{SPF} = \frac{\int A(\lambda) E(\lambda)d\lambda}{\int A(\lambda) E(\lambda)/\mathrm{MPF}(\lambda) \, d\lambda}," S143 Q328
	Q620614 P2534 "\sum_{a\in A}C(a,f(a))" S143 Q328
	Q5156513 P2534 "f_i X \to Y_i \," S143 Q328
	Q18205157 P2534 "\xi_k(s) = \frac{1}{\Gamma(s)} \int_0^{+\infty} \frac{t^{s-1}}{e^t-1}\mathrm{Li}_k(1-e^{-t}) \, dt \ " S143 Q328
	Q5104977 P2534 " S=\frac{n_e}{a_0n_{cr}}," S143 Q328
	Q7208595 P2534 " EHS = HS \times (1 - NPOT) + (1-HS) \times PPOT" S143 Q328
	Q6436967 P2534 "F({u}^{-1})=-mh^{2}u^{2}\left(\frac{\mathrm{d}^{2}u}{\mathrm{d}\theta ^{2}}+u\right)." S143 Q328
	Q6393212 P2534 " \prod_{k=3}^\infty \cos\left(\frac\pi k\right) = 0.1149420448\dots. " S143 Q328
	Q12129 P2534 "\mathrm{SD} = \frac{\mathrm{ES} }{\tan 1'' }" S143 Q328Q1549368 P2534 "\rm Si + 2H_2O \rightarrow SiO_2 + 2H_{2\ (g)}" S143 Q328
	Q549269 P2534 " \Phi(x) = \frac{1}{\sqrt{2 \pi}} \int_{-\infty}^x e^{-\frac{1}{2} z^2} dz. " S143 Q328
	Q25106477 P2534 " x = r_1 g_1 + \cdots + r_m g_m. \, " S143 Q328
	Q7798010 P2534 "[X,Y,Z]=1 and [Y,Z,X]=1" S143 Q328
	Q5221089 P2534 "f(x) = \max_{z \in Z} \phi(x,z)." S143 Q328
	Q17278655 P2534 "d=\sqrt{r^2-\left(\frac{\ell}{2}\right)^2}" S143 Q328
	Q1191750 P2534 "{n \choose k}." S143 Q328
	Q11757549 P2534 "\mathrm{ROE} = \frac{\mbox{Net Income}}{\mbox{Shareholder Equity}} X 100 <ref>http//www.investopedia.com/terms/r/returnonequity.asp Investopedia Return on Equity</ref>" S143 Q328
	Q18207769 P2534 "C_{hc}(i) = N_R(i) + C_{(clo-i)}(i) " S143 Q328
	Q733697 P2534 "r = b + a \cos \theta \ ." S143 Q328
	Q3523172 P2534 "x+2=0." S143 Q328
	Q6448080 P2534 "dx = f(x,t) \, dt + \sigma dw" S143 Q328
	Q6934475 P2534 "\vec{v}_{i} \rightarrow \vec{v}_{\mathrm{CMS}} + \hat{\mathbf{R}} ( \vec{v}_{i} - \vec{v}_{\mathrm{CMS}} )" S143 Q328
	Q5532500 P2534 "E_{int}(x) = -\frac{q^2} {16\pi\epsilon_0{x}} " S143 Q328
	Q11078257 P2534 " c_i=(c_{i-1}\oplus k_i)^3," S143 Q328
	Q815820 P2534 "\frac{\partial}{\partial t}\iiint Q\, dV + \iint F\, d\mathbf{A} = 0," S143 Q328
	Q4926640 P2534 "r[k]=\sum_{n=-\infty}^{\infty}h[n]s[k-n]" S143 Q328
	Q17079993 P2534 "E[W^{\text{M/G/}k}] = \frac{C^2+1}{2} \mathbb E [ W^{\text{M/M/}c}]" S143 Q328
	Q6381065 P2534 "Q(z_1,\ldots z_n) = z_1^2+ z_2^2+\cdots+z_n^2." S143 Q328
	Q131030 P2534 "(A + B)\mathbf{x} = A\mathbf{x} + B\mathbf{x}," S143 Q328
	Q1058762 P2534 "M_1=MB*m \, definitional relationship between monetary base ''MB'' (bank reserves plus currency held by the non-bank public) the narrowly defined [[money supply]], M_1," S143 Q328
	Q863829 P2534 "\log(^K_{A}) = \log(^K_{A \to 0}) + \frac{\gamma A_\mathrm{m}} {3.454RT}" S143 Q328
	Q229354 P2534 "H_T = \sum_R W_R \cdot D_{T,R}\ " S143 Q328
	Q3001796 P2534 "(f \otimes 1)(a \otimes z) = b (g \otimes 1)(a \otimes z) b^{-1}" S143 Q328
	Q17099681 P2534 "K_i(C) = \pi_i(B^+C)" S143 Q328
	Q917661 P2534 "R \triangleq \left\{\mathbf{x} \in \mathbb{R}^n x_i = c_i \ (\text{for } i\in S) \text{ and } a_i \leq x_i \leq b_i \ (\text{for } i \notin S)\right\}" S143 Q328
	Q215551 P2534 "a_{LC}/a'_{LC}<a_{LW}/a'_{LW}." S143 Q328
	Q3217196 P2534 "\forall \ \exists \ \nabla \ \wedge \ \infty." S143 Q328
	Q1142143 P2534 "\Gamma T^M=\Delta^(\mathcal{I}/\mathcal{I}^2)." S143 Q328
	Q5226082 P2534 "F_{p-1} C \subset F_p C." S143 Q328
	Q23495177 P2534 "\mathbf{r}_\mathrm{cg} \times \mathbf{F} = \boldsymbol{\tau}," S143 Q328
	Q517378 P2534 "{\mathbb P}\biggl(\bigcup_{i} A_i\biggr) \le \sum_i {\mathbb P}(A_i)." S143 Q328
	Q6060346 P2534 " H=(b_{1}-b_{0})'\big(\operatorname{Var}(b_{0})-\operatorname{Var}(b_{1})\big)^\dagger(b_{1}-b_{0})," S143 Q328
	Q7690283 P2534 "F(x, y) = \tfrac{1}{2} k_1 x^2 + \tfrac{1}{2} k_2 y^2 + \cdot\cdot\cdot" S143 Q328
	Q217608 P2534 " f(x) = x^2 - 3 x + 4," S143 Q328
	Q14390354 P2534 "\frac{(2n+1)\times(2n^2+2n+3)}{3}" S143 Q328
	Q18338 P2534 "\mathcal{L}_{QCD} = i\overline U (\partial_\mu-ig_sG_\mu^a T^a)\gamma^\mu U + i\overline D (\partial_\mu-i g_s G_\mu^a T^a)\gamma^\mu D." S143 Q328
	Q5532447 P2534 " c(p,y,t) = \sum_i b_{ii} \left( y^{b_{yi}}e^{b_{ti}t} p_i + \sum_{j\,\,j\neq i} b_{ij} \sqrt{p_ip_j} y^{b_y} e^{b_tt}\right)." S143 Q328
	Q129609 P2534 " Q_{10}=\left( \frac{R_2}{R_1} \right )^{10/(T_2-T_1) }" S143 Q328
	Q5262609 P2534 " \forall x\, (\text{FARMER} (x) \and \exists y \,( \text{DONKEY}(y) \and \text{OWNS}(x,y)) \rightarrow \text{BEAT}(x,y)) " S143 Q328
	Q284681 P2534 "R_{crit} = \frac{\pi M}{\sqrt{k - 1}}," S143 Q328
	Q1784114 P2534 "\mathrm{TAS} is true airspeed" S143 Q328
	Q1466519 P2534 "\lambda_1\lambda_2\cdots\lambda_n \mathrm{vol} (K)\le 2^n \mathrm{vol} (\mathbb{R}^n/\Gamma)." S143 Q328
	Q7189715 P2534 "\frac{1}{n+1}\binom{2n}{n},<ref>{{harvtxt\|Kim\|Roush\|1978}}.</ref>" S143 Q328
	Q2631097 P2534 "S(a,b) = \sum_{n=a}^b \frac{p_n}{q_n}" S143 Q328
	Q1665922 P2534 "\ s(t) = V \cos(\omega t)" S143 Q328
	Q947053 P2534 "Y_t=\int_0^t H_s\,dX_s," S143 Q328
	Q4008398 P2534 "prog I_{static} \times I_{dynamic} \to O" S143 Q328
	Q104225 P2534 "\boldsymbol\omega_\mathrm{p} = \frac{\boldsymbol I_\mathrm{s} \boldsymbol\omega_\mathrm{s}\sin(\boldsymbol \alpha) } {\boldsymbol I_\mathrm{p} \cos(\boldsymbol \alpha)}" S143 Q328
	Q3915873 P2534 "\Delta^n(i) = \mathrm{Hom}_{\mathbf{\Delta}} ([i], [n])" S143 Q328
	Q2634498 P2534 "x_n=n^2 + 4\sum_{k = 1}^{n - 1} k = 3n^2-2n." S143 Q328
	Q906907 P2534 "\mathcal{O}_X^{\oplus I}\|_{U} \to \mathcal{O}_X^{\oplus J}\|_{U} \to \mathcal{F}\|_{U} \to 0" S143 Q328
	Q901747 P2534 "\Gamma = ~~~~{G \|M\|^2 \|m_{\beta \beta}\|^2}," S143 Q328
	Q17098496 P2534 "{\text{MPS}}=\frac{\text{Skill Variety + Task Identity + Task Significance } }{\text{3} }{\text{ x Autonomy x Feedback}}" S143 Q328
	Q1894545 P2534 "G(x) = \frac{1}{\sqrt{2\pi \sigma^2}} e^{-\frac{x^2}{2 \sigma^2}}" S143 Q328
	Q1322357 P2534 "E_{k}=\tfrac{1}{2}mv^{2} ,\quad p=mv . \," S143 Q328
	Q6522492 P2534 "T\colon \Omega_c^m(M)\to \mathbb{R}" S143 Q328
	Q4724375 P2534 "\sigma^2 = \bar{(x^2)} - \bar x^2 = \displaystyle\frac {\sum_{i=1}^N x_i^2 - (\sum_{i=1}^N x_i)^2/N}{N}. \!" S143 Q328
	Q852824 P2534 "\mathcal{L}=-b^2\sqrt{-\det\left(\eta+{F\over b}\right)}+b^2" S143 Q328
	Q17092769 P2534 " \hat{m}_{ij}^{(2\eta - 1)} = \frac{\hat{m}_{ij}^{(2\eta-2)}x_{i+}}{\sum_{k=1}^J \hat{m}_{ik}^{(2\eta-2)}}" S143 Q328
	Q843905 P2534 " \pi = \frac{C}{d}" S143 Q328
	Q7604400 P2534 "\displaystyle \sum_{k\geq2} (k-3) t_k \leq -3.\,\! " S143 Q328
	Q7208506 P2534 " P ( \text{ one hit in B } ) = \lambda \|B\| e ^ {-\lambda\|B\|} \rightarrow \lambda \|B\| \text { as } \|B\| \rightarrow \infty" S143 Q328
	Q6744305 P2534 "u=\frac{u_{\star}}{\kappa}\ln\frac{z}{z_0}," S143 Q328
	Q17103137 P2534 "-\Delta u = f, \qquad u\|_{\partial\Omega} = 0" S143 Q328
	Q3598797 P2534 "D^3 = \{x\in\R^3\ \|\ \|x\|\leq 1\}. " S143 Q328
	Q5583481 P2534 "\lambda = \frac{\varepsilon_1 - \varepsilon_2}{\varepsilon_1}." S143 Q328
	Q3154012 P2534 " \operatorname{sys}^2 \leq \frac{2}{\sqrt{3}} \;\operatorname{area}(\mathbb T^2)," S143 Q328
	Q7333122 P2534 "X(fg)= (Xf)g + f(Xg)." S143 Q328
	Q269236 P2534 " \theta_i is the topic distribution for document ''i''," S143 Q328
	Q898559 P2534 "E={RT \over F}\ln \frac{a_\mathrm{H^+}}{ \sqrt{p_\mathrm{H_2}/p^0}}" S143 Q328
	Q911916 P2534 "F(\{a_i\},\{\alpha A_j\}) = F(\{a_i\},\{A_j\}).\," S143 Q328
	Q283024 P2534 " \text{Books} = \text{Knowledge} = \text{Power} = \frac{\text{Mass} \times \text{Distance}^2}{\text{Time}^3}." S143 Q328
	Q249439 P2534 "q_\text{P} = \sqrt{4 \pi\epsilon_0 \hbar c} = \frac{e}{\sqrt{\alpha}} = 1.875\;5459 \times 10^{-18} [[coulomb]]s," S143 Q328
	Q6901740 P2534 " x_1^t \cdots x_d^t \not\in (x_1^{t+1},\dots,x_d^{t+1}). \, " S143 Q328
	Q874572 P2534 "UT2 = UT1 + 0.022\cdot\sin(2\pi t) - 0.012\cdot\cos(2\pi t) - 0.006\cdot\sin(4\pi t) + 0.007\cdot\cos(4\pi t)\;\mbox{seconds}" S143 Q328
	Q2625091 P2534 "g(z) = \exp \left( z^{-1/k}\right)\," S143 Q328
	Q17080460 P2534 "\frac{R_{\text{ac}}}{\mu L} = a B_{\text{max}} f + c f + e f^2" S143 Q328
	Q836475 P2534 "\forall C \biggl( \lnot \exist W \left( C \in W \right) \iff \exist F \Bigl( \forall x \bigl( \exist W \left( x \in W \right) \Rightarrow \exist s \left( s \in C \and \langle s, x \rangle \in F \right) \bigr) \and \forall x \forall y \forall s \bigl( \left( \langle s, x \rangle \in F \and \langle s, y \rangle \in F \right) \Rightarrow x = y \bigr) \Bigr) \biggr)." S143 Q328
	Q5332891 P2534 " f(\alpha) = \frac{1}{1+\alpha^2} \, , " S143 Q328
	Q5035397 P2534 "(\sigma_{ij} - \bar{\sigma}_{ij}) \mathbf{\hat{n}} = - \gamma \mathbf{\hat{n}} (\nabla_{\!S} \cdot \mathbf{\hat{n}}) + \nabla_{\!S} \gamma \qquad ; \quad \nabla_{\!S} \gamma = \nabla \gamma - \mathbf{\hat{n}} (\mathbf{\hat{n}} \cdot \nabla \gamma)" S143 Q328
	Q7525341 P2534 " f(x,\cdot) [[upper semicontinuous]] and [[quasiconvex function\|quasiconcave]] on Y, \forall x\in X, and" S143 Q328
	Q5377229 P2534 "\frac{\mathit{KE}}{\textrm{Weight}} = \frac{\frac{1}{2}mv^2}{\gamma V} = \frac{\frac{1}{2}\bigl(\rho V\bigr)v^2}{\rho g V} &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;(1)" S143 Q328
	Q278549 P2534 " F(x)\le\liminf_{n\to\infty} F_n(x_n)." S143 Q328
	Q5666472 P2534 " A \leftrightarrow \neg \neg A." S143 Q328
	Q6889727 P2534 "\begin{vmatrix} x_1 & x_1^q & x_1^{q^2}\\x_2 & x_2^q & x_2^{q^2}\\x_3 & x_3^q & x_3^{q^2} \end{vmatrix}" S143 Q328
	Q4867017 P2534 " V_I(f) = \frac{1}{2\pi}\int_a^b \! \left\| \frac{d}{dt} {\rm Arg} \, f(t) \right\| \,\, dt \, = \frac{1}{2\pi} \int_a^b \! \left\| {\rm Im}\left(\frac{f'}{f}\right) \right\| \, dt. " S143 Q328
	Q4937704 P2534 "E=\int d^3x\, \left[ \frac{1}{2}\overrightarrow{D\varphi}^T \cdot \overrightarrow{D\varphi} +\frac{1}{2}\pi^T \pi + V(\varphi) + \frac{1}{2g^2}\operatorname{Tr}\left[\vec{E}\cdot\vec{E}+\vec{B}\cdot\vec{B}\right]\right]" S143 Q328
	Q17009676 P2534 "\mathbf{E}(z, t) = \operatorname{Re}\! \left[\mathbf{E}_0 e^{i(kz - \omega t)}\right]\! ," S143 Q328
	Q3457815 P2534 "\frac{ \Delta p }{ L }. " S143 Q328
	Q7293213 P2534 "RMI=\frac{R_1-R_2}{R_1+R_2}," S143 Q328
	Q5210828 P2534 " N(z) = C + Dz + \int_{\mathbb{R}} \left(\frac{1}{\lambda - z} - \frac{\lambda}{1+\lambda^2} \right) d\mu(\lambda), \quad z\in\mathbb{H}," S143 Q328
	Q2858846 P2534 " f^*(\varphi) = \varphi \circ f " S143 Q328
	Q601134 P2534 "\sum_{i=1}^{n} \frac{x_i}{x_{i+1}+x_{i+2}} \geq \frac{n}{2}" S143 Q328
	Q25304502 P2534 " T(p) = e^{-p \tau} " S143 Q328
	Q748664 P2534 "\Delta a=\sin^{-1}\left(\frac {V_w\sin(w-d)}{V_a}\right)" S143 Q328
	Q3098707 P2534 "(u,v)(w,z) = (u w - v z , u z + v w ). " S143 Q328
	Q1142726 P2534 "f P^\ast \rightarrow A" S143 Q328
	Q7624524 P2534 "S(\rho)=-{\rm Tr}(\rho\log \rho)." S143 Q328
	Q7617810 P2534 "<math display="block"> f(\theta) = \mathbb E_{\xi} [F(\theta,\xi)] " S143 Q328
	Q186475 P2534 " f^\prime_x,\ f_x,\ \partial_x f, \frac{\partial}{\partial x}f, \text{ or } \frac{\partial f}{\partial x}." S143 Q328
	Q2628445 P2534 "0\rightarrow M^\prime\rightarrow M\rightarrow M^{\prime\prime}\rightarrow0" S143 Q328
	Q5579024 P2534 " \dot{\varepsilon}=k A^{m}S^{n} <ref name="Wiley Interscience Fundamentals">{{cite web\|url=http//www3.interscience.wiley.com/journal/112716313/abstract\| title=Wiley Interscience Fundamentals\| accessdate=2009-01-09}}</ref>" S143 Q328
	Q1071058 P2534 " \sum_{i=1}^N O_i = 20 \, " S143 Q328
	Q288600 P2534 "(1 + i_\$) = \frac {E_tS_{t + k}} {S_t} (1 + i_c)" S143 Q328
	Q836100 P2534 "F(n) \approx \frac{9 \times 10^{n-1}}{n!}." S143 Q328
	Q746502 P2534 "\lambda = \frac{i_cL}{\Phi_0}" S143 Q328
	Q5149101 P2534 "RPF = \frac{U_{PAH}}{P_{PAH}} V" S143 Q328
	Q161462 P2534 "\theta = \tan^{-1} \bigg( \frac {\text{Rise}}{\text{Run}} \bigg) \," S143 Q328
	Q7198193 P2534 "V_{min}(z) = \sum_{k=0}^p v_{min}(k) z^{-k}" S143 Q328
	Q634307 P2534 "\mathrm{Ar} = \frac{g L^3 \rho_\ell (\rho - \rho_\ell)}{\mu^2}" S143 Q328
	Q3278015 P2534 "\frac{1}{\phi}(x_2-x_1)=x_4-x_1=x_2-x_3=\phi(x_2-x_4)=\phi(x_3-x_1)=\phi^2(x_4-x_3) where \phi=\frac{1}{2}(1+\sqrt 5) \approx 1.618" S143 Q328
	Q25212824 P2534 "\frac {\Delta \varepsilon_p} {2} = \varepsilon_f '(2N)^c" S143 Q328
	Q7941479 P2534 "u=\frac{u_{\star}}{\kappa}\ln\frac{z}{z_0}," S143 Q328
	Q1295910 P2534 "d(X,Y) = \frac{\left\| E(X,Y) \right\|}{\|X\|\|Y\|}" S143 Q328
	Q1145895 P2534 "F = \frac{Id}{k} " S143 Q328
	Q2152232 P2534 "\langle df, dr\rangle = \frac{\partial f}{\partial r}" S143 Q328
	Q3516834 P2534 "\frac {\delta r}{r} = \frac{4ik\tilde n}{1-{\tilde n}^2}\frac{d\tilde n}{d\eta}\int_{0}^{\infty} \eta(z,t)e^{2i\tilde nkz}dz+2iku(t)" S143 Q328
	Q1047540 P2534 "Q = 2\pi K \frac{\left(D_b - D_m\right) \left(D_w - D_m\right) }{\ln \frac{R_i}{R_w} }" S143 Q328
	Q25303823 P2534 "<math >\frac{N_h}{N_g}=e^{-\frac{\hbar \omega_h}{k_bT_h}} " S143 Q328
	Q870845 P2534 "\ p_{X,Y}(x,y)=p_{Y\|X}(y\|x)\,p_X(x) " S143 Q328
	Q5105584 P2534 "\Delta_0\log f = -K f^2," S143 Q328
	Q5089262 P2534 "\partial A = \{ (x, y) \in E(G) \ \ x \in A, y \in V(G) \setminus A \}." S143 Q328
	Q17014187 P2534 "{v_1^2 \over 2}+{p_1\over\rho} = {v_2^2 \over 2}+{p_2\over\rho}" S143 Q328
	Q664150 P2534 " J=J_\mathrm{S} \,e^{-{(1+j)d/\delta }}" S143 Q328
	Q5419221 P2534 "V_i(X_j)=w_j" S143 Q328
	Q7259620 P2534 " \rho \frac{\partial u}{\partial t} = -\frac{\partial p}{\partial x} + \mu \left(\frac{\partial^2 u}{\partial r^2} + \frac{1}{r} \frac{\partial u}{\partial r}\right) \, " S143 Q328
	Q17050456 P2534 "Q( \prod_x f(x) )= f(x) \, ." S143 Q328
	Q7554294 P2534 "E=\left \lbrack \frac{LOC . B^{.333}}{P}\right \rbrack^3 \left ( \frac{1}{t^4} \right )" S143 Q328
	Q17058458 P2534 "Y_{ij} \sim N(\gamma_{00},(\tau_0^2+\sigma^2))" S143 Q328
	Q3294606 P2534 "\mathrm{Conversion\ rate} = \frac{\mathrm{Number\ of\ Goal \ Achievements}}{\mathrm{Visitors}}" S143 Q328
	Q1852282 P2534 "\Gamma = \frac{E^-}{E^+} " S143 Q328
	Q5535573 P2534 " \tau = \mu \frac{d u}{d x}," S143 Q328
	Q7808338 P2534 "x_{n+1}=x_n^2-y_n^2+ax_n+by_n\," S143 Q328
	Q2826086 P2534 " p \vee q" S143 Q328
	Q953062 P2534 "T \sin \theta = \frac {mv^2}{r} \," S143 Q328
	Q3121428 P2534 " A \Rightarrow^+ A\alpha," S143 Q328
	Q8060008 P2534 "w = \frac{1}{2}\left[q + c\left( e^Q -1 \right) \right]" S143 Q328
	Q17146652 P2534 "K(iw) =k(w)+ i a(w) \quad (1.3)" S143 Q328
	Q4377358 P2534 "x^* = \frac{R^2}{\|x\|^2} x." S143 Q328
	Q17099388 P2534 "\Delta(v)=1\otimes v+v\otimes 1" S143 Q328
	Q193516 P2534 "\mathrm{MA}= \frac{f_O}{f_E}" S143 Q328
	Q215414 P2534 " W = \gamma \Delta A \,\!" S143 Q328
	Q4117184 P2534 "\mathbf{f} = - \nabla P ." S143 Q328
	Q1499325 P2534 "A \to a A_1 A_2 \cdots A_n" S143 Q328
	Q15555076 P2534 " v_p = a(M_\mathrm{avg}) + b \rho, " S143 Q328
	Q213788 P2534 "<math chem>\ce{{NO} + {NO2}} + \begin{Bmatrix}\ce{2NaOH}\\\ce{Na2CO3}\end{Bmatrix} \ce{-> 2 NaNO2} + \begin{Bmatrix}\ce{H2O}\\\ce{CO2}\end{Bmatrix}" S143 Q328
	Q7020561 P2534 "\lim_{n\to\infty}\frac{m}{n}=\frac{6\ln(2)\ln(10)}{\pi^2} \approx 0.97027014 {{OEIS\|id=A086819}}.<ref>{{MathWorld\|urlname=LochsTheorem\|title=Lochs' Theorem}}</ref>" S143 Q328
	Q5141583 P2534 "f,g \colon X \rightarrow Y" S143 Q328
	Q115767 P2534 " \mathrm{Da} = \frac{ \text{reaction rate} }{ \text{convective mass transport rate} }" S143 Q328
	Q17099337 P2534 " f_X(x\| \theta) = h(x)\ \exp\Big(\ \eta(\theta) T(x) - A(\theta)\ \Big) \,\! ," S143 Q328
	Q1459394 P2534 "\mathrm{IMG}f = \frac{\pi_1 (X, t)}{\bigcap_{n\in\mathbb{N}}\mathrm{Ker}\,\digamma^n}" S143 Q328
	Q17144526 P2534 "\beta^-=\frac{\operatorname{Cov}(r_i,r_m \mid r_m<u_m)}{\operatorname{Var}(r_m \mid r_m<u_m)}" S143 Q328
	Q17106378 P2534 " X_n = \left(0,\frac{1}{n}\right) \cup (n,n+1) = \left\{ x \in {\bold R}^+ 0 < x < \frac{1}{n} \ \text{ or } \ n < x < n+1 \right\}. " S143 Q328
	Q5255108 P2534 "\text{Ch}(F(w\lambda)) = \Delta_1\Delta_2\cdots\Delta_ne^\lambda" S143 Q328
	Q25113032 P2534 "p G_d(E) \to X" S143 Q328
	Q2383161 P2534 "\alpha = \frac{\mbox{number of de-excitations via electron emission}}{\mbox{number of de-excitations via gamma-ray emission}}" S143 Q328
	Q976607 P2534 "\left\lceil\frac{rs-r-s+2}{r-1}\right\rceil=s." S143 Q328
	Q6510410 P2534 "S=\sum_{i=1}^{n}{r_i(\beta)}^2," S143 Q328
	Q6543810 P2534 "[X,fY]=\rho(X)f\cdot Y + f[X,Y]" S143 Q328
	Q1083626 P2534 "\Delta{v_i}= {2\sin(\frac{\Delta{i}}{2})\sqrt{1-e^2}\cos(w+f)na \over {(1+e\cos(f))}}" S143 Q328
	Q5170714 P2534 " L(x) = \begin{cases} \operatorname{sinc}(x)\, \operatorname{sinc}(x/a) & \text{if}\;\; -a < x < a\\ 0 & \text{otherwise} \end{cases} " S143 Q328
	Q5349493 P2534 " \cdots \to H_n(A) \to^{\!\!\!\!\!\! i_} H_n(X) \to^{\!\!\!\!\!\! j_} H_n (X,A) \to^{\!\!\!\!\!\!\partial} H_{n-1}(A) \to \cdots." S143 Q328
	Q5761218 P2534 "\sigma_1, \dots, \sigma_m" S143 Q328
	Q864998 P2534 "h = \sqrt{e^2-\frac{1}{2}a^2}=\frac{\sqrt{2}}{2}a" S143 Q328
	Q6707088 P2534 "y_t = \alpha + X_t \beta+\varepsilon_t,\," S143 Q328
	Q5503436 P2534 "\mu(\pi) = \frac{(\mathrm{dim}\,\pi)^2}{\|G\|}," S143 Q328
	Q1814130 P2534 "b^{\log_b(x)} = x\text{ because }\mbox{antilog}_b(\log_b(x)) = x" S143 Q328
	Q17148751 P2534 "S=\{a_1+\cdots+a_n\ a_1\in A_1,\ldots,a_n\in A_n \ \mathrm{and}\ P(a_1,\ldots,a_n)\not=0\}," S143 Q328
	Q1999772 P2534 "x=c \cosh \frac{v}{c} \cos u" S143 Q328
	Q487005 P2534 "R_{hs} = \frac {\Delta T}{P_{th}} - R_s <!-- Rhs = delta T / P_th - Rs -->" S143 Q328
	Q5975014 P2534 " A \; = \; 10 \; - \; 20 \; C_N " S143 Q328
	Q7829620 P2534 "\cdots\rightarrow 2\rightarrow 1\rightarrow 0" S143 Q328
	Q7187858 P2534 " \alpha_x = \alpha_y \ \stackrel{\mathrm{def}}{=}\ \alpha. " S143 Q328
	Q3984018 P2534 "I(XY) \leq S(\rho) - \sum_i p_i S(\rho_i)" S143 Q328
	Q1258643 P2534 "\hat{H} = \hat{H}_{\text{field}} +\hat{H}_{\text{atom}} +\hat{H}_{\text{int}}" S143 Q328
	Q5155090 P2534 "Ja\Omega=a^*\Omega" S143 Q328
	Q5279092 P2534 "I = I_S\left(e^\frac{V_D}{nV_T} - 1\right)," S143 Q328
	Q5034459 P2534 "\frown\; H_p(X;R)\times H^q(X;R) \rightarrow H_{p-q}(X;R)." S143 Q328
	Q75920 P2534 "\Delta E = E_{out} - E_{in} = 0" S143 Q328
	Q1051896 P2534 "I(t) = I_0 \exp \left (- t / \tau \right)" S143 Q328
	Q4937332 P2534 "(a;q)_n = \prod_{0\le j<n}(1-aq^j) = (1-a)(1-aq)\cdots(1-aq^{n-1})." S143 Q328
	Q186634 P2534 "\widehat{f}(a/p)=\widehat{f_p}(a)). " S143 Q328
	Q1432976 P2534 " Ax = b. \, " S143 Q328
	Q554388 P2534 "T=T(x,y,z)" S143 Q328
	Q6683773 P2534 "H_s(t) = J(t)\vec{S}_L \cdot \vec{S}_R ." S143 Q328
	Q176814 P2534 "J \colon \pi_r (\mathrm{SO}(q)) \to \pi_{r+q}(S^q) \,\!" S143 Q328
	Q2121861 P2534 " \gamma(t)=\begin{pmatrix}x(t)\\y(t)\end{pmatrix}=\begin{pmatrix}\frac{2a}{\pi} t\cot(t)\\\frac{2a}{\pi} t\end{pmatrix}" S143 Q328
	Q14754879 P2534 "P(A)=1-\left(\frac{5}{6}\right)^{6} = \frac{31031}{46656} \approx 0.6651\, ," S143 Q328
	Q25303847 P2534 "x^my^m=(xy)^mc_2^{\binom{m}{2}}c_3^{\binom{m}{3}}\cdots c_{m-1}^{\binom{m}{m-1}}c_m" S143 Q328
	Q2301505 P2534 " \frac{dN}{dt} = r N \left( \frac{N}{A} - 1 \right) \left( 1 - \frac{N}{K} \right)," S143 Q328
	Q15998917 P2534 " \mathcal{C}\int_a^b \frac{f(t)}{t-x} \, dt \quad (\hbox{for } a<x<b)" S143 Q328
	Q6984440 P2534 " (\nabla_X J)X =0 \, " S143 Q328
	Q7226630 P2534 "sa+tb=c\ " S143 Q328
	Q7243329 P2534 " \pi(N) \approx \frac{N}{\log(N)} " S143 Q328
	Q648995 P2534 "Z(S) = \left \{x \in \mathbf{A}^n \mid f(x) = 0 \text{ for all } f\in S \right \}." S143 Q328
	Q5165805 P2534 " g^2(q;\tau) = \frac{\langle I(t)I(t+\tau)\rangle}{\langle I(t)\rangle^2}" S143 Q328
	Q6501076 P2534 "\,v_d = \mu E." S143 Q328
	Q1231309 P2534 "a*b=\overline{ab}." S143 Q328
	Q5165508 P2534 " 2x H_n(x\mid q) = H_{n+1} (x\mid q) + (1-q^n) H_{n-1} (x\mid q)" S143 Q328
	Q5421567 P2534 "((P \and Q) \to R) \dashv\vdash (P \to (Q \to R))" S143 Q328
	Q7103669 P2534 "H = -\sum_{i=1}^N p_i \log p_i ." S143 Q328
	Q6481172 P2534 " G^{ab} + \Lambda \, g^{ab} = 8 \pi \, T^{ab}," S143 Q328
	Q5188519 P2534 "1 - \chi(S), \, " S143 Q328
	Q4746409 P2534 "x-x_0=-\lambda (x_P-x_0)" S143 Q328
	Q17008018 P2534 "P = C V^2 f" S143 Q328
	Q634557 P2534 "\mathrm{ad}(x)(y) = [x, y]." S143 Q328
	Q6666859 P2534 "\sum_{i=1}^n a_i\log\frac{a_i}{b_i}\geq a\log\frac{a}{b}," S143 Q328
	Q734113 P2534 "\epsilon_Y = \frac{\%\ \mbox{change in demand}}{\%\ \mbox{change in income}}" S143 Q328
	Q6707093 P2534 "\dot x = Ax + X(x,y),\quad\dot y = Y(x,y)\ " S143 Q328
	Q17002141 P2534 "(Px \land xRy) \rightarrow Py" S143 Q328
	Q8038857 P2534 " \forall x, y, z, \dots I(x, y, z, \dots) \implies f(x, y, z, \dots) \, " S143 Q328
	Q58347 P2534 " \mathbf{v} = \mu \left( \mathbf{E} + \mathbf{v \times B} \right), \ " S143 Q328
	Q966010 P2534 " \Pr (y_j = 0) = \pi + (1 - \pi) e^{-\lambda} " S143 Q328
	Q25111446 P2534 " [H,A] = \lambda A \, " S143 Q328
	Q5385031 P2534 "v_{k+1}= - \sum_{i=1}^k v_i." S143 Q328
	Q1413277 P2534 "TD = MD - \frac{1}{N}" S143 Q328
	Q6146297 P2534 "1+d\sum_{i=0}^{k-1}(d-1)^i ." S143 Q328
	Q17105482 P2534 "Q = C H_a^n" S143 Q328
	Q1139299 P2534 " \frac{dN}{dt} = rN \left(1 - \frac{N}{K}\right) " S143 Q328
	Q17015997 P2534 " \Gamma\tau =\tau^\lambda(\partial_\lambda +\Gamma_\lambda^i\partial_i) " S143 Q328
	Q1493740 P2534 "b^n + a_{n-1} b^{n-1} + \cdots + a_1 b + a_0 = 0." S143 Q328
	Q12036496 P2534 " \lim_{n\to\infty} \frac{x_{n +1}-\alpha}{\prod^k_{i=0}(x_{n-i}-\alpha)} = L = \frac{(-1)^{k+1}} {(k+1)!}\frac{f^{(k+1)}(\alpha)}{f'(\alpha)}, " S143 Q328
	Q2851442 P2534 " (1-g)(1+g+\ldots+g^{n-1})=1-g^n," S143 Q328
	Q5385323 P2534 "\Theta_{00}={4\lambda \over \pi D_{00}}, (1)" S143 Q328
	Q1608174 P2534 "a^2 - c^2 = d^2 - b^2" S143 Q328
	Q4791125 P2534 " p_a=(-1)^n(\chi(\mathcal{O}_M)-1).\," S143 Q328Q5449732 P2534 " Y_{n,1}, Y_{n,2}, \dots, Y_{n,n} \, " S143 Q328
	Q12138 P2534 "D = \left\lfloor{Y/100}\right\rfloor - \left\lfloor{Y/400}\right\rfloor - 2" S143 Q328
	Q2032198 P2534 "\\|f\\|' = \sup \{ \|f(x)\| \,\, x \in X, \ \\|x\\| \le 1 \}." S143 Q328
	Q5505100 P2534 "\muA\otimes A\to A,\qquad \etaI\to A,\qquad\deltaA\to A\otimes A\qquad\mathrm{and}\qquad\varepsilonA\to I" S143 Q328
	Q7644621 P2534 "\phi\left(x_0\right) = \sigma = \sup_{x \in C} \phi(x) > \inf_{x \in C} \phi(x)" S143 Q328
	Q5421270 P2534 "(p_i(t) x_i^\prime)^\prime + q_i(t) x_i = 0, \,\,\,\,\,\,\,\,\,\, x_i(a)=1,\,\, x_i^\prime(a)=R_i\, where i=1,2, \ldots, n. " S143 Q328
	Q1047547 P2534 "\begin{pmatrix}0&0&\cdots&0&-a_0\\1&0&\cdots&0&-a_1\\0&1&\cdots&0&-a_2\\\vdots&\vdots&\ddots&\vdots&\vdots\\0&0&\cdots&1&-a_{n-1}\end{pmatrix}." S143 Q328
	Q606195 P2534 "\mathbf{L}=\epsilon_0\sum_{i=x,y,z}\int \left(E^i\left(\mathbf{r}\times\mathbf{\nabla}\right)A^i\right)d^{3}\mathbf{r} ," S143 Q328
	Q4063874 P2534 "\eta= \frac{n}{n_0}," S143 Q328
	Q613955 P2534 " v = \frac{d [P]}{d t} = \frac{ V_\max {[S]}}{K_\mathrm{M} + [S]} ." S143 Q328
	Q8041582 P2534 "Xf(L) = \int_L f = \int_{\mathbf{R}} f(x_0+t\theta)dt" S143 Q328
	Q7661331 P2534 "L = 4\pi R^2\sigma T^4 \," S143 Q328
	Q17019912 P2534 " \| \rho \| = \frac{\mathrm{VSWR}-1}{\mathrm{VSWR}+1}" S143 Q328
	Q5348912 P2534 "C(\varepsilon) = \frac{1}{N^2} \sum_{\stackrel{i,j=1}{i \neq j}}^N \Theta(\varepsilon - \|\| \vec{x}(i) - \vec{x}(j)\|\|), \quad \vec{x}(i) \in \Bbb{R}^m," S143 Q328
	Q963287 P2534 "\operatorname{VaR}_\alpha(X)=\inf\{x \in \mathbb{R}P(X+x<0)\le 1-\alpha\}=\inf\{x\in \mathbb{R}1-F_X(-x) \ge \alpha\}.<ref>{{cite journal\|last=Artzner\|first=Philippe\|last2=Delbaen\|first2=Freddy\|last3=Eber\|first3=Jean-Marc\|last4=Heath\|first4=David\|year=1999\|title=Coherent Measures of Risk\|journal=Mathematical Finance\|volume=9\|issue=3\|pages=203–228\|url=http//www.math.ethz.ch/~delbaen/ftp/preprints/CoherentMF.pdf\|format=pdf\|accessdate=February 3, 2011\|doi=10.1111/1467-9965.00068}}</ref><ref>{{cite book\|first1=Hans\|last1=Foellmer\|first2=Alexander\|last2=Schied\|title=Stochastic Finance\|publisher=[[Walter de Gruyter]]\|year=2004\|isbn=311-0183463\|series=de Gruyter Series in Mathematics\|volume=27\|location=Berlin\|pages=177–182\|mr=2169807}}</ref>" S143 Q328
	Q17097705 P2534 "\dim_\mathbf{C}M=a(M)=\operatorname{tr.deg.}_\mathbf{C}\mathbf{C}(M)." S143 Q328
	Q2279929 P2534 " z^2 \frac{d^2y}{dz^2} + z \frac{dy}{dz} + (z^2 - \nu^2)y = z^{\mu+1}." S143 Q328
	Q808880 P2534 "c = a \,\bmod\, n. \, " S143 Q328
	Q4836961 P2534 " B=\frac{2\pi}{\lambda}\int \! n_2I(z)\,dz \," S143 Q328
	Q4781508 P2534 "f = \frac{1}{2 \pi \sqrt{LC}}." S143 Q328
	Q4669805 P2534 "\mathbf{L} = \mathbf{r} \times m \mathbf{v} " S143 Q328
	Q4010518 P2534 " \boldsymbol{\omega} = \tau \mathbf{T} + \kappa \mathbf{B} \qquad \qquad (1)" S143 Q328
	Q11315066 P2534 " \zeta_{\mathcal O}(s) = \operatorname{tr} \; \mathcal O^{-s} " S143 Q328
	Q2045366 P2534 "\exists x\, \forall y\, \lnot (y \in x)" S143 Q328
	Q79188 P2534 "x = x_0e_0 + x_1e_1 + x_2e_2 + \ldots + x_{14}e_{14} + x_{15}e_{15},\,." S143 Q328
	Q6860008 P2534 " m(x) = \frac{\bar{F}(x)}{f(x)} ," S143 Q328
	Q5473281 P2534 " B(T) = \exp\left(\int_0^T r(u)\, du\right)" S143 Q328
	Q7001154 P2534 "\int \!{\frac {{\it f'}(z-r)dr }{r^3}}. [[UserBo Jacoby\|Bo Jacoby]] ([[User talkBo Jacoby\|talk]]) 0800, 13 January 2012 (UTC)." S143 Q328
	Q5349805 P2534 "\alpha_1 = \frac{4G}{c^2}\frac{M}{b_1}" S143 Q328Q1096326 P2534 "\Delta E\ = \pi r^2\gamma_{OW}(1-\|cos{\theta_{OW}}\|)^2" S143 Q328
	Q1868884 P2534 "B=-\frac{2M }{Q}\ \omega " S143 Q328
	Q3687052 P2534 "g_{\mu \nu} = e_\mu^{\ a} e_\nu^{\ b} \eta_{ab}," S143 Q328
	Q6865374 P2534 " W = \arg \min_X ( \max_Y score(Y, X))" S143 Q328Q17105392 P2534 " \mathrm{P}(u,v)= \mathrm{A}(u,v)\cdot\mathrm{exp}(i\,\mathrm{\Theta}(u,v))," S143 Q328
	Q5463046 P2534 "k = \frac{\pi \Delta \nu_\circ}{2^{1/2}} \sim 2 \Delta \nu_\circ" S143 Q328
	Q7456650 P2534 " dX_t =\left(rU_t\sqrt{1-X_t} - \delta X_t\right)\,dt+\sigma(X_t)\,dz_t, \qquad X_0=x." S143 Q328
	Q7316287 P2534 "E(v,h) = -\sum_i a_i v_i - \sum_j b_j h_j -\sum_i \sum_j v_i w_{i,j} h_j" S143 Q328
	Q7999136 P2534 "\\|f\\|=\sum_{n=-\infty}^\infty \|\hat{f}(n)\|,\," S143 Q328
	Q1559192 P2534 " ds^2= \frac{1}{2\omega^2} [ -(dt + e^x dz)^2 + dx^2 + dy^2 + \tfrac{1}{2} e^{2x} dz^2], \qquad\qquad -\infty < t,x,y,z < \infty," S143 Q328
	Q4761629 P2534 "Q = 2{\pi}\left ( \frac{E}{{\delta}E} \right )" S143 Q328
	Q12859399 P2534 "\frac{\operatorname{d}y}{\operatorname{d}x}=\frac{\alpha}{y-x}" S143 Q328
	Q1626445 P2534 "X_1+X_2+\ldots+X_n \stackrel{d}{=} c_n X+d_n , " S143 Q328
	Q5041178 P2534 "\mu \left( \Omega \cap \mathbb{B}_{r} (p) \right) \leq C \sigma \left( \partial \Omega \cap \mathbb{B}_{r} (p) \right)," S143 Q328
	Q17103851 P2534 " y'(t) = f(t, y(t)), \quad y(t_0) = y_0 ." S143 Q328
	Q7047773 P2534 "\Gamma_{ws} = \Pr(s\|w)," S143 Q328
	Q5276211 P2534 "y(m,n) = y^{+}(m-n) + y^{-}(m+n)" S143 Q328
	Q2226695 P2534 "a^2 = b^3 = (ab)^7 = 1,\," S143 Q328
	Q4915253 P2534 "\int p(x) \, d\mu_i(x) =0 whenever ''i'' ≤ deg(''p'')." S143 Q328
	Q7239557 P2534 "y_k = \mathbf{h}_k^H \mathbf{x}+n_k, \quad k=1,2, \ldots, K" S143 Q328
	Q3133701 P2534 "\frac {dm} {dt} = A \frac {D} {d} (C_\mathrm{s}-C_\mathrm{b})" S143 Q328
	Q7990328 P2534 " \operatorname{ch}(V) = \frac{\sum_{w\in W} \varepsilon(w) e^{w(\lambda+\rho)}}{e^{\rho}\prod_{\alpha \in \Delta^{+}}(1-e^{-\alpha})}" S143 Q328
	Q13424908 P2534 " r = \frac{1.22 \lambda}{2 n \sin{\theta}} = \frac{0.61 \lambda}{\mathrm{NA}} " S143 Q328
	Q7433209 P2534 "ds^2 = -f(r)^2 \, dt^2 + g(r)^2 \, dr^2 + r^2 \left( d\theta^2 + \sin^2\theta \, d\phi^2 \right), " S143 Q328
	Q7558992 P2534 "[\mathfrak{g},\mathfrak{g}]" S143 Q328
	Q1929885 P2534 "c(T) = \sum_{m \in M} c(m, T(m))" S143 Q328
	Q2111 P2534 " c =\frac {1}{\sqrt{\varepsilon_0 \mu_0}} \ . " S143 Q328
	Q4812186 P2534 "\lim_{n\rightarrow \infty}\frac{P(n)}{F(n)}=1." S143 Q328
	Q6387048 P2534 " c V \to S" S143 Q328
	Q1043489 P2534 "\frac{\Delta p}{L} = \frac{180 \mu}{\Phi_\mathrm{s}^2 D_\mathrm{p}^2}\frac{(1-\epsilon)^2}{\epsilon^3}v_s" S143 Q328
	Q1209467 P2534 "\mu(Av_1,\ldots,Av_n)=\left\|\det A\right\|\mu(v_1,\ldots,v_n), \quad A\in \operatorname{GL}(V)." S143 Q328
	Q3258534 P2534 "S=\sum_{i=1}^{m}r_i^2" S143 Q328
	Q2345393 P2534 "Av. 2011-15 = (Av.2011 + Av.2013 + Av.2015) / 3" S143 Q328
	Q17007532 P2534 "f_t = Ultimate strength" S143 Q328
	Q2264115 P2534 " \langle A x ,\, y \rangle = \langle x ,\, A y \rangle ." S143 Q328
	Q7116920 P2534 " \mathbb{A} = \{x_\infty, x_2, x_3, x_5 ...\}" S143 Q328
	Q902130 P2534 "\eta=A\times \ln\left(\frac{i}{i_0}\right)" S143 Q328
	Q2974048 P2534 "v_{R_1}=v\frac{R_1}{R_1 + R_2} \iff i_{G_1}=i\frac{G_1}{G_1 + G_2}" S143 Q328
	Q6618985 P2534 "\mathcal{L}_g = -\frac{1}{4}W_a^{\mu\nu}W_{\mu\nu}^a - \frac{1}{4}B^{\mu\nu}B_{\mu\nu}\,\!" S143 Q328
	Q7644228 P2534 " \delta = \frac{1}{n} \ln \frac{x(t)}{x(t+nT)}, " S143 Q328
	Q247184 P2534 "\text{Surplus Transfer Value} = \left( {{\text{Total value of Candidate's votes} - \text{Quota}} \over \text{Total value of Candidate's votes}} \right)\times \text{Value of each vote}" S143 Q328
	Q939253 P2534 " \theta=\left(\mathrm{d}\theta\right)^p everywhere," S143 Q328
	Q13440 P2534 "\frac{m_A}{m_P}=2.512^{(5.05-3.62)}=3.73</ref> Beginning in October of each year, Pleione along with the rest of the cluster can be seen rising in the east in the early morning before [[dawn]].<ref name="ESOPLEIADES">" S143 Q328
	Q374617 P2534 "X = \int_{380}^{780} L_{\mathrm{e},\Omega,\lambda}(\lambda)\,\overline{x}(\lambda)\,d\lambda," S143 Q328
	Q2443110 P2534 "x^q \equiv x \bmod{q}, \qquad x^{q - 1} \equiv 1 \bmod{q}" S143 Q328
	Q18353578 P2534 "NO=NH=3NG." S143 Q328
	Q798548 P2534 "\Deltaf/f = 1/2 [1/(1 + \|v<sub>Φ</sub>/v<sub>g</sub>\|)] (\DeltaV<sub>0</sub>/V<sub>0</sub>)" S143 Q328
	Q965294 P2534 " 2^n(3 \cdot 2^{n - 1} - 1)(3 \cdot 2^n - 1) and 2^n(9 \cdot 2^{2n - 1} - 1)." S143 Q328
	Q7170952 P2534 "\inf_{x \in X} f(x). \, " S143 Q328
	Q7226303 P2534 " \Gamma = \int_0^{\infty} \! c(x)\,dx \, \approx \frac{\left\vert y_s \right\vert^{3/2}}{{\lambda_B}{a}{p^{1/2}}}" S143 Q328
	Q1054539 P2534 "\mathcal{L}_D = \bar{\psi}\left(i\gamma^\mu \partial_\mu-m\right)\psi" S143 Q328
	Q7319639 P2534 "\frac{\partial}{\partial x}\left(\frac{\rho h^3}{12\mu}\frac{\partial p}{\partial x}\right)+\frac{\partial}{\partial y}\left(\frac{\rho h^3}{12\mu}\frac{\partial p}{\partial y}\right)=\frac{\partial}{\partial x}\left(\frac{\rho h \left( u_a + u_b \right)}{2}\right)+\frac{\partial}{\partial y}\left(\frac{\rho h \left( v_a + v_b \right)}{2}\right)+\rho\left(w_a-w_b\right)-\rho u_a\frac{\partial h}{\partial x} - \rho v_a \frac{\partial h}{\partial y}+h\frac{\partial \rho}{\partial t}" S143 Q328
	Q17099692 P2534 "\frac{(d-2)(d-3)^2(d-4)}{12}-\frac{g(d^2-7d+13-g)}{2}." S143 Q328
	Q161490 P2534 "hom_D(d_1, d_2) = hom_C(d_1, d_2)" S143 Q328
	Q1020771 P2534 " d + H " S143 Q328
	Q3532109 P2534 "i_\alpha C_\alpha \to X\qquad \alpha \in A." S143 Q328
	Q25211005 P2534 " \mbox{precision}=\frac{\|\{\mbox{relevant documents}\}\cap\{\mbox{retrieved documents}\}\|}{\|\{\mbox{retrieved documents}\}\|} " S143 Q328
	Q11465 P2534 "\boldsymbol{\bar{v}} = \frac{\Delta\boldsymbol{x}}{\Delta\mathit{t}} ." S143 Q328
	Q3535240 P2534 "\sum_{n\geq 1}\tau(n)q^n=q\prod_{n\geq 1}(1-q^n)^{24} = \eta(z)^{24}=\Delta(z)," S143 Q328
	Q471846 P2534 "V_1 = V_\text{LN}\angle 0^\circ," S143 Q328
	Q6934491 P2534 "h(x)= \exp({-a x}) if x \geq 0 and 0 otherwise where a > 0" S143 Q328
	Q4876179 P2534 " D4\sigma = 4 \sigma = 4 \sqrt{\frac{\int_{-\infty}^{\infty}\int_{-\infty}^{\infty}I(x,y) (x-\bar{x})^2 \,dx\, dy} {\int_{-\infty}^{\infty}\int_{-\infty}^{\infty}I(x,y)\, dx \,dy}} ," S143 Q328
	Q914138 P2534 "\text{SAR} = \frac{1}{V}\int_\textrm{sample} \frac{\sigma(\mathbf{r}) \|\mathbf{E}(\mathbf{r})\|^2}{\rho(\mathbf{r})} d\mathbf{r}" S143 Q328
	Q25112691 P2534 " \Sigma_{i+j=n+1} \Sigma_{\sigma\in \text{UnShuff}(i,n-i)} \chi (\sigma ,v_1 ,\dots ,v_n ) (-1)^{i(j-1)} l_j (l_i (v_{\sigma (1)} , \dots ,v_{\sigma (i)}),v_{\sigma (i+1)}, \dots ,v_{\sigma (n)})=0," S143 Q328
	Q7449567 P2534 "\frac{1}{n+1}\binom{2n}{n},<ref>{{harvtxt\|Kim\|Roush\|1978}}.</ref>" S143 Q328
	Q4817343 P2534 " \mathrm{atomic \ percent} \ (\mathrm{i}) = \frac{N_\mathrm{i}}{N_\mathrm{tot}} \times 100 \ %" S143 Q328
	Q17082646 P2534 "\langle x^2 \rangle =\int_{-\infty}^{\infty}x^2\frac{1}{\sqrt{2 \pi}}e^{-\frac{x^2}{2}}=1" S143 Q328
	Q6553660 P2534 "\left\Vert \mathbf{x} - \mathbf{c} \right\Vert^2=r^2" S143 Q328
	Q7536352 P2534 "\mathbf{E} [X] = \int_{\Omega} X(\omega) \, \mathrm{d} \mathbf{P}(\omega)." S143 Q328
	Q14620 P2534 "\frac {\sin {\theta_1}}{\sin {\theta_2}} = n," S143 Q328
	Q907315 P2534 "A = \log_{10}\!\left(\frac{\Phi_\mathrm{e}^\mathrm{i}}{\Phi_\mathrm{e}^\mathrm{t}}\right) = -\log_{10} T," S143 Q328
	Q7825044 P2534 "x = \sum_{i=1}^n a_i \otimes b_i" S143 Q328
	Q7600073 P2534 " \frac{\binom{n}{2}! }{1^{n - 1} \cdot 3^{n - 2} \cdot 5^{n - 3} \cdots (2n - 3)^1}" S143 Q328
	Q940579 P2534 " q = \min\left(a\ell,\frac {k} {\sigma}\right)" S143 Q328
	Q3859862 P2534 " (a)\text{ }\bigcup\nolimits_{i=1}^{n}{R_{i}=R.}" S143 Q328
	Q1511211 P2534 "z_\mathrm{R} = \frac{\pi w_0^2}{\lambda} ," S143 Q328
	Q204922 P2534 "h(p, \bar{u}) = \arg \min_x \sum_i p_i x_i " S143 Q328
	Q5473574 P2534 " Z = iX \," S143 Q328
	Q1307899 P2534 "y_t=a_1 y_{t-1}+a_2 y_{t-2} + \cdots + a_p y_{t-p}+\varepsilon_t." S143 Q328
	Q7582069 P2534 "\Delta(t) = (t - 1 + t^{-1})^2, \, " S143 Q328
	Q17014709 P2534 " \overline q^i_{tt}=0" S143 Q328
	Q4253887 P2534 "P(x)=P_{\mathrm{prior}}(x)\times P_{\mathrm{selection}}(x)," S143 Q328
	Q7523714 P2534 "TRIN = \frac {advancing\ issues/declining\ issues} {advancing\ volume/declining\ volume}" S143 Q328
	Q6445654 P2534 "(0,1)\cup(1,2)\cup\{3\}\cup\bigl([4,5]\cap\Q\bigr)," S143 Q328
	Q17011044 P2534 "0 \to \mathcal F(U) \to \prod_{i \in I} \mathcal F(U_i) {{{} \atop \longrightarrow}\atop{\longrightarrow \atop {}}} \prod_{i,j \in I} \mathcal F(U_{ij})" S143 Q328
	Q86394 P2534 "h = \theta_L - \alpha &nbsp;&nbsp;&nbsp; or &nbsp;&nbsp;&nbsp; h = \theta_G - \lambda_o - \alpha" S143 Q328
	Q3150399 P2534 " I = \frac{N} {\sum_{i} \sum_{j} w_{ij}} \frac {\sum_{i} \sum_{j} w_{ij}(X_i-\bar X) (X_j-\bar X)} {\sum_{i} (X_i-\bar X)^2} " S143 Q328
	Q282453 P2534 " \vec{w}\cdot\vec{x} + b=0,\, [[FileSvm_max_sep_hyperplane_with_margin.png\|right\|thumb\|Maximum-margin hyperplane and margins for an SVM trained with samples from two classes. Samples on the margin are called the support vectors.]]" S143 Q328
	Q2778715 P2534 "\log_a y = \gamma x + \log_a \lambda. " S143 Q328Q7922778 P2534 "\Gamma^\mu = -{1\over e}{\delta^3 S_{\mathrm{eff}}\over \delta \bar{\psi} \delta \psi \delta A_\mu}" S143 Q328
	Q889019 P2534 "s(x) = \sum_{i=1}^n \chi_{E_i}(x) b_i" S143 Q328
	Q7271387 P2534 " \mathit{QthD} = \frac{S \times 17 \times 3600}{T_s} \times \mathit{SF}" S143 Q328
	Q16249469 P2534 "\displaystyle p_n(x;a\|q) = {}_2\phi_1(q^{-n},0;aq;q,qx) = \frac{1}{(a^{-1}q^{-n};q)_n}{}_2\phi_0(q^{-n},x^{-1};;q,x/a) " S143 Q328
	Q3115492 P2534 "[-25,7,-7,13,-13,25]^9.\ " S143 Q328
	Q899242 P2534 "F(k)=\int^{+\infty}_{-\infty}f(x)e^{i k \cdot x }dx" S143 Q328
	Q6934618 P2534 " t_{r+1}<V(\mathbf{x}_i)<t_r " S143 Q328
	Q20681372 P2534 " E_n(f)_{[a,b]} = \inf_{P_n}{\\| f-P_n \\|_{C([a,b])}} " S143 Q328
	Q507477 P2534 " \mathrm{NPV} = \sum_{n=0}^{N} \frac{C_n}{(1+r)^{n}} = 0" S143 Q328
	Q3913 P2534 "V \propto n\," S143 Q328
	Q7268932 P2534 " c = c_0 e^\frac{-x}{l}" S143 Q328
	Q7826210 P2534 " x = (R_0 +r \cos \theta) \cos\zeta \," S143 Q328
	Q176862 P2534 "\mathbf{y} = \mathbf{H}\mathbf{x} + \mathbf{n}" S143 Q328
	Q2452504 P2534 "R(x)= \frac{\sum_{j=0}^{m}a_j x^j}{1+\sum_{k=1}^{n}b_k x^k}=\frac{a_0+a_1x+a_2x^2+\cdots+a_mx^m}{1+b_1 x+b_2x^2+\cdots+b_nx^n}" S143 Q328
	Q2402805 P2534 "SX = (X \times I)/\{(x_1,0)\sim(x_2,0)\mbox{ and }(x_1,1)\sim(x_2,1) \mbox{ for all } x_1,x_2 \in X\}" S143 Q328Q1780131 P2534 "z = r (\cos \varphi + i \sin \varphi) = r e^{i\varphi}" S143 Q328
	Q7906693 P2534 "\frac{V_D}{V_T} = \frac{P_a CO_2 - P_E CO_2}{P_a CO_2}" S143 Q328
	Q7201015 P2534 " n_{i,j} \ge n_{i,j+1} \quad\mbox{and}\quad n_{i,j} \ge n_{i+1,j} \, for all ''i'' and ''j''," S143 Q328
	Q11705171 P2534 "{L \over D}={{\Delta s} \over {\Delta h}}={v_{\text{forward}} \over v_{\text{down}}}" S143 Q328
	Q1199022 P2534 "\sqrt{I}=\{r\in R \mid r^n\in I\ \hbox{for some positive integer}\ n\}." S143 Q328
	Q5009921 P2534 "C_1=\{(0,0),(-1,-1),(0,-1),(1,-1)\} and D_1=\{(-1,1),(0,1),(1,1)\}," S143 Q328
	Q1149000 P2534 " D(f) = minimum number of bits exchanged between Alice and Bob in the worst case" S143 Q328
	Q509598 P2534 "Y = G + j B \," S143 Q328
	Q18389138 P2534 "a^x = a^{n/d} = (a^n)^{1/d} = \sqrt[d]{a^n} = (\sqrt[d]a)^n, " S143 Q328
	Q2267310 P2534 "(a_1^2+a_2^2+a_3^2+a_4^2+a_5^2+a_6^2+a_7^2+a_8^2)(b_1^2+b_2^2+b_3^2+b_4^2+b_5^2+b_6^2+b_7^2+b_8^2)=\," S143 Q328
	Q7166989 P2534 "\tan \theta = S/D\," S143 Q328
	Q4810327 P2534 "d_i=x_i-x_0 \," S143 Q328
	Q2997621 P2534 "\kappa = \frac{6 E_1 E_2 (h_1 + h_2)h_1 h_2 \epsilon }{E_1^2 h_1^4 + 4 E_1 E_2 h_1^3 h_2 + 6 E_1 E_2 h_1^2 h_2^2 + 4 E_1 E_2 h_2^3 h_1 + E_2^2 h_2^4}" S143 Q328
	Q215437 P2534 " -I_\text{p} = \frac {V_\text{out}} {R_\text{f}}" S143 Q328
	Q170332 P2534 " n = \frac{pAl} {RT} " S143 Q328
	Q150052 P2534 " A_{n} = \frac{P}{\sqrt{n(n+1)}} " S143 Q328
	Q5445311 P2534 "T_p(K) = \mathrm{Gal}(A^{(p)}/\hat K) \ . " S143 Q328
	Q17097309 P2534 " \widehat{\Omega}\psi(\mathbf{r},t) = \psi(\mathbf{r}',t') " S143 Q328
	Q3554719 P2534 "\theta = \mathrm{E}( h(X) ) = \mathrm{E}( Y ) \, " S143 Q328
	Q4067088 P2534 "f = f(Q) = f(E+J^2/2r_a^2)" S143 Q328
	Q784645 P2534 " \forall x \, A(x) \Rightarrow A(a/x)," S143 Q328
	Q273328 P2534 "\int u(x) v'(x) \, dx = u(x) v(x) - \int v(x) \, u'(x) dx " S143 Q328
	Q426592 P2534 " \vdash A \lor \neg A" S143 Q328
	Q5157274 P2534 " \|CK\| = R\sin u = r\sin\theta. \, " S143 Q328
	Q184316 P2534 "PR(A)= PR(B) + PR(C) + PR(D).\," S143 Q328
	Q7418899 P2534 "q^n(x^n) \le (n+1)^{\|X\|} 2^{-nD_{\mathrm{KL}}(p^*\|\|q)}," S143 Q328
	Q1408937 P2534 " M^{G} = \lbrace x \in M \ \| \ \forall g \in G \ gx=x \rbrace. " S143 Q328
	Q2750301 P2534 "P=x-\frac{f(x)}{(x-Q)(x-R)(x-S)}." S143 Q328
	Q3089249 P2534 "{I_{ion}} = {g_{ion}} ({V_m}-{E_{ion}})\, where {V_m}-{E_{ion}} is the Driving Force." S143 Q328
	Q1568811 P2534 "\mu^+(E)=\mu(E\cap P)\," S143 Q328
	Q1699956 P2534 " T - \frac{ \vec v \cdot \vec \omega \times \vec r}{c_p}=\mbox{const} ," S143 Q328
	Q7580787 P2534 " \Delta \mathbf{L} = \begin{bmatrix}1 & -1 & 0\\ 0 & 1 & -1\end{bmatrix} \mathbf{x} - L" S143 Q328
	Q2933043 P2534 " (x-5)(x+1)(x^2-5)^2(x^2+2x-4)^2(x-2)^4(x^4+2x^3-6x^2-7x+11)^4." S143 Q328
	Q25303739 P2534 "(0,0,0),\quad (1,2,3),\quad (2,3,1),\quad (3,1,2)," S143 Q328
	Q6839648 P2534 "E = E_\text{exch} + E_\text{anis} + E_\text{Z} + E_\text{demag}+E_\text{m-e}," S143 Q328
	Q628036 P2534 "\mbox{NP} = \bigcup_{k\in\mathbb{N}} \mbox{NTIME}(n^k)." S143 Q328
	Q17138781 P2534 " Tw = \dfrac{1}{2\pi} \int \left( \dfrac{dU}{ds} \times U \right) \cdot \dfrac{dX}{ds} ds \; ," S143 Q328
	Q904924 P2534 "\bigg/ \bigg/ \frac{RP, GA \qquad \mathrm{k}}{SSE, KA \qquad \mathrm{k}~vs. \mathrm{x}} \bigg/ \bigg/" S143 Q328
	Q18358539 P2534 " \bar{f}=\frac{1}{b-a}\int_a^bf(x)\,dx." S143 Q328Q1773982 P2534 "\mathfrak{M}^{\mathrm{NC}} \propto J_{\mu}^{\mathrm{(NC)}}(\nu_{\mathrm{e}}) \; J^{\mathrm{(NC)}\mu}(\mathrm{e^{-}})" S143 Q328
	Q1430134 P2534 "\frac{\operatorname{d}y}{\operatorname{d}x}=\frac{\alpha}{y-x}" S143 Q328
	Q1148503 P2534 " \mathbf{F} = \sum_{i=1}^N m_i\mathbf{A}_i,\quad \mathbf{T} = \sum_{i=1}^N (\mathbf{r}_i-\mathbf{R})\times (m_i\mathbf{A}_i), " S143 Q328
	Q4439345 P2534 "g(u_0,u(1,u_0))=k" S143 Q328
	Q2068418 P2534 " \Delta_h[f](x) = f(x + h) - f(x). \ " S143 Q328
	Q1164669 P2534 "t_{2}=t_{1}+\tfrac{1}{2}\left(t_{3}-t_{1}\right)." S143 Q328
	Q6823718 P2534 " \left(R\left(x,u,u_x,\ldots,\frac{d^n u}{dx^n}\right),w_i\right)=0 " S143 Q328
	Q5454858 P2534 "A=U - TS, the [[Helmholtz free energy]] function (named after [[Hermann von Helmholtz]])" S143 Q328
	Q1076893 P2534 "A \approx {360^{\circ}\over 2 \pi} \cdot {M\over 1000 } \approx 0.0573 \times M" S143 Q328
	Q499980 P2534 "r_u = \frac{a}{2} \sqrt{1 + 9\varphi^2} = \frac{a}{4} \sqrt{58 +18\sqrt{5}} \approx 2.478\,018\,66 a" S143 Q328
	Q6959295 P2534 "\int_a^b h (x) \;\mathrm d x \approx \sum_{k=1}^n w_k h (x_k)" S143 Q328
	Q861804 P2534 "E_K(P) = E(K,P) \{0,1\}^k \times \{0,1\}^n \rightarrow \{0,1\}^n," S143 Q328
	Q2670506 P2534 " \frac{AH}{AB} = \frac{AB}{AA'}" S143 Q328
	Q5271012 P2534 "Price = W^2*C" S143 Q328
	Q3527167 P2534 "\theta(K_m)=\frac{1}{m}\underset{(a,m)=1}{\sum_{a=1}^m}a\cdot\sigma_a^{-1}\in\mathbf{Q}[G_m]." S143 Q328
	Q5121546 P2534 "Z = R_p / (2 + \mu)<ref>See a comparison of OTL topologies and their output impedances [http//members.aol.com/aria3/otlpaper/otlhist.htm Tube Lovers Anonymous]</ref></center>" S143 Q328
	Q1662148 P2534 "D_i = \frac{1}{2} \rho V^2 S C_{Di} = \frac{1}{2} \rho_0 V_e^2 S C_{Di}" S143 Q328
	Q2067766 P2534 "s_n(x)=\sum_{k=-n}^nc_ke^{ikx}," S143 Q328
	Q3726376 P2534 "S = k_B \, \ln W, " S143 Q328
	Q201717 P2534 " x(t) = \cos(t),\," S143 Q328
	Q4257925 P2534 " t\mapsto\operatorname{dist}^2\circ\gamma(t)-t^2 \, " S143 Q328
	Q6449702 P2534 "\max_{\|z\| \le 1}( \|P'(z)\| ) \le n\cdot\max_{\|z\| \le 1}( \|P(z)\| ) " S143 Q328
	Q5347255 P2534 " d(\sigma)=\frac12 (d(\sigma 0)+d(\sigma 1))" S143 Q328
	Q253164 P2534 "H = \frac{f^2}{N c} + f" S143 Q328
	Q1914905 P2534 "2^n-7=x^2 \," S143 Q328
	Q444600 P2534 " \text{Primary deficit} = G_t - T_t. \," S143 Q328Q3730817 P2534 "\mathbf{p} = \mathbf{a}\times\mathbf{b}.\," S143 Q328Q666988 P2534 "\mathbf{F} \mathbf{C} = \mathbf{S} \mathbf{C} \mathbf{\epsilon}" S143 Q328
	Q680712 P2534 "\, x = r \left( \cos \theta + \theta\sin \theta \right) " S143 Q328
	Q6664696 P2534 "(\rho, V) \mapsto (\widetilde{\rho}, \widetilde{V})" S143 Q328
	Q5879813 P2534 "{HV}_{[i,n]}=\sum_{k=0}^{n-i}\frac{div(i+k)}{{(1+r)}^{n-i-k}}" S143 Q328
	Q5165507 P2534 "p_n(x;a,b,c\|q)=a^{-n}e^{-inu}(abe^{2iu},ac,ad;q)_n*_4\Phi_3(q^{-n},abcdq^{n-1},ae^{i{(t+2u)}},ae^{-it};abe^{2iu},ac,ad;q;q)" S143 Q328
	Q25111200 P2534 "f is the number of reactive functional groups on the branch unit (i.e. the functionality of that branch unit)" S143 Q328
	Q1143737 P2534 "u(x) = \Gamma * f(x) = \int_{\mathbb{R}^d} \Gamma(x-y)f(y)\,dy" S143 Q328
	Q4849995 P2534 " \psi(z,q)=\frac{\zeta'(z+1,q)+(\psi(-z)+\gamma ) \zeta (z+1,q)}{\Gamma (-z)} \, " S143 Q328
	Q7915803 P2534 " d\mathrm{Fl}_X^t TM \to TM " S143 Q328
	Q5156572 P2534 " x^3 - 7x^2 + 41x - 87\, " S143 Q328
	Q7238345 P2534 " A-A=\{a-b\mid a,b\in A\} \, " S143 Q328
	Q6552180 P2534 " L(C)\rho = C\rho C^\dagger -\frac{1}{2}\left( C^\dagger C \rho + \rho C^\dagger C\right) " S143 Q328
	Q1425785 P2534 "\lim_{(R_1,R_2) \to (0^+,0^+)} {1 \over 1/R_1 + 1/R_2} = 0. -- [[User talkThinking of England\|ToE]] 0621, 19 January 2012 (UTC)" S143 Q328
	Q1435289 P2534 "like\langle Mary, Sue\rangle" S143 Q328
	Q7226548 P2534 "\frac{\partial c}{\partial t} = \nabla \cdot (D \nabla c) - \nabla \cdot (\vec{v} c) + R" S143 Q328
	Q202957 P2534 "V_\mathrm{HT} = \frac{R_\mathrm{E}}{R_\mathrm{E} + R_\mathrm{C2}}{V_+}." S143 Q328
	Q1960395 P2534 "M_{max} = \frac {q L^2} {8}" S143 Q328
	Q2375705 P2534 "TMDL = WLA + LA + MOS" S143 Q328
	Q1725874 P2534 "\mathrm{Hom}(X\times Y,Z) \cong \mathrm{Hom}(X,Z^Y)" S143 Q328
	Q11075615 P2534 " k-(\operatorname{rank} G-\operatorname{rank} H)\leq 5. " S143 Q328
	Q7239555 P2534 "[\quad]_p\mathcal{P}(X) \to \mathcal{P}(X)" S143 Q328Q1326955 P2534 "G_0\;\xrightarrow{f_1}\; G_1 \;\xrightarrow{f_2}\; G_2 \;\xrightarrow{f_3}\; \cdots \;\xrightarrow{f_n}\; G_n" S143 Q328
	Q83094 P2534 "\overrightarrow{T} = \frac{3Gm}{r^3}(C-A)\sin\delta\cos\delta\begin{pmatrix}\sin\alpha\\-\cos\alpha\\0\end{pmatrix}" S143 Q328Q7858695 P2534 "\phi(\nu_1 , \nu_2) = \frac{1}{n-1} y^T(\nu_1) . y(\nu_2)" S143 Q328
	Q115646 P2534 "f(x) = a_nx^n + \cdots + a_1x + a_0 \in K[x]" S143 Q328
	Q6680551 P2534 "\frac{dx_i}{dt} = -x_{i-2}x_{i-1} + x_{i-1}x_{i+1} - x_i + F" S143 Q328
	Q1253365 P2534 "I_{\mathrm{e},\Omega} = \frac{\partial \Phi_\mathrm{e}}{\partial \Omega}," S143 Q328
	Q193135 P2534 "\Pi=[C_\text{solutes}]RT" S143 Q328
	Q5473296 P2534 "j=1,2,\ldots is the number of years and the factor \frac{1}{j} scales the variance so it is a yearly one" S143 Q328
	Q2799491 P2534 "\gamma (g) = \left \lfloor \frac{7 + \sqrt{1 + 48g}}{2} \right \rfloor," S143 Q328
	Q291126 P2534 "G = N \rtimes H, " S143 Q328
	Q176750 P2534 "\Pr(X>m+n \mid X > m)=\Pr(X>n)." S143 Q328
	Q1607557 P2534 "P = \frac{0.33 F_u \pi d^2}{4}" S143 Q328
	Q3858176 P2534 "F(K)(a,z)=a^{-w(K)}L(K)\," S143 Q328
	Q203425 P2534 "x^2 + y^2 = 1." S143 Q328
	Q5508956 P2534 "\mathbf{q}=[q_1,q_2,\ldots,q_n]^\mathrm{T}." S143 Q328
	Q7882494 P2534 " \cos x = \frac{e^{ix} + e^{-ix}}{2} " S143 Q328
	Q226183 P2534 "\sup\emptyset=\min(\{-\infty, +\infty \} \cup \mathbb{R})=-\infty," S143 Q328
	Q17098012 P2534 " P(\theta, y) = P(\theta)P(y\mid\theta)" S143 Q328
	Q25304651 P2534 " E' = E + v \times B . " S143 Q328
	Q1281926 P2534 " N(r,f) = \int\limits_0^r\left( n(t,f) - n(0,f) \right)\dfrac{dt}{t} + n(0,f)\log r.\," S143 Q328
	Q1816909 P2534 " \inf_{v\in P_{m-1}}\bigl\Vert u^{\left( k\right) }-v^{\left( k\right) }\bigr\Vert_{L^{p}\left( a,b\right) }\leq C\left( m\right) \left( b-a\right) ^{m-k}\bigl\Vert u^{\left( m\right) }\bigr\Vert_{L^{p}\left( a,b\right) }, " S143 Q328
	Q7975331 P2534 "\frac{d}{ds}(c_g E) = 0," S143 Q328
	Q2835826 P2534 "x^n = A" S143 Q328
	Q7271583 P2534 "M = (Q, \Sigma, \Gamma, \$, s, \delta) where" S143 Q328
	Q214518 P2534 "Y \equiv \frac{1}{Z} \," S143 Q328
	Q5454735 P2534 " b \ge v.\," S143 Q328
	Q397226 P2534 "n_1 = 4 \pi \int_{r_0}^{r_1} r^2 g(r) \rho \, dr, " S143 Q328
	Q7280376 P2534 "\frac{\partial L(\vec{r},\hat{s},t)/c}{\partial t} = -\hat{s}\cdot \nabla L(\vec{r},\hat{s},t)-\mu_tL(\vec{r},\hat{s},t)+\mu_s\int_{4\pi}L(\vec{r},\hat{s}',t)P(\hat{s}'\cdot\hat{s})d\Omega' + S(\vec{r},\hat{s},t)" S143 Q328
	Q7226640 P2534 "f=u d" S143 Q328
	Q4830471 P2534 " I_3-I_2-I_1=I_4 \, " S143 Q328
	Q744069 P2534 "y(x_) = y_{k-1} + \frac{x_ - x_{k-1}}{x_{k}-x_{k-1}}(y_{k} - y_{k-1})." S143 Q328
	Q1054182 P2534 "27 (b^2 + c^2 - a^2)^2 (c^2 + a^2 - b^2)^2 (a^2 + b^2 - c^2)^2 \leq (4 A)^6." S143 Q328
	Q2298831 P2534 "\forall a, b \in X(a R b \Rightarrow \lnot(b R a))" S143 Q328
	Q232381 P2534 "\,Z=v^T=(1+i)^{-T} = e^{-\delta T} " S143 Q328
	Q7315636 P2534 "\gamma^2 = -\vec{g_{eff}}\cdot\frac{\nabla p}{p}" S143 Q328
	Q850946 P2534 "d(f(x),f(y))=rd(x,y)" S143 Q328
	Q17103661 P2534 "\cdots\rightarrow A\otimes A\otimes A\rightarrow A\otimes A\rightarrow A \rightarrow 0\,," S143 Q328
	Q7979803 P2534 "f_{i-1} - f_i = k_i\,z\,f_{i+1}" S143 Q328
	Q17106064 P2534 "Y^{\prime}(t)=A(t)Y(t),\qquad\qquad Y(t_0)=Y_{0}" S143 Q328
	Q7276624 P2534 "P_{out} \le \frac{(V_{br} - V_k)^2}{8Z_o} " S143 Q328
	Q8548 P2534 "O(\|E\| \cdot T_\mathrm{dk} + \|V\| \cdot T_\mathrm{em})," S143 Q328
	Q17097730 P2534 "w=\sum_{m>0} a_mx^m is transcendental over ''K''(''x'')" S143 Q328
	Q6433561 P2534 " s_\lambda(x_1,\ldots,x_n) =\sum_\mu K_{\lambda\mu}(t)P_\mu(x_1,\ldots,x_n;t).\ " S143 Q328
	Q1332643 P2534 "y''(x)+y(x)=0 \, " S143 Q328
	Q21421297 P2534 " g_{ij}(\boldsymbol{R})=\frac{\rho_{ij}(\boldsymbol{R})}{\rho_{ij}^\text{bulk}}" S143 Q328
	Q535695 P2534 "D=R\sqrt{3N},\," S143 Q328
	Q130762 P2534 " \cos x = \tfrac{1}{2} (\cos(nx) + i\sin(nx))^{1/n} + \tfrac{1}{2}(\cos(nx) - i\sin(nx))^{1/n} " S143 Q328
	Q2650881 P2534 "{}^q\!D_{\alpha}=\dfrac{1}{\sqrt[q-1]{\sum_{j=1}^N{\sum_{i=1}^S p_{ij} p_{i\|j}^{q-1}}}}" S143 Q328
	Q4943343 P2534 " \int_{x_1}^{x_5} f(x)\,dx " S143 Q328
	Q1042034 P2534 " \lim_{x \to c}f(x) = L \, " S143 Q328
	Q925339 P2534 "R_\mathrm{static} = {v \over i} \,." S143 Q328
	Q18206257 P2534 "U(P(A)) \to A" S143 Q328
	Q1313257 P2534 "G_{2k}(\tau) = \sum_{ (m,n)\in\mathbf{Z}^2\backslash(0,0)} \frac{1}{(m+n\tau )^{2k}}." S143 Q328
	Q4692965 P2534 " \displaystyle \\|u\\|_{L^\infty(\Omega)}\leq C \\|u\\|_{H^1(\Omega)}^{1/2} \\|u\\|_{H^2(\Omega)}^{1/2}," S143 Q328
	Q6823154 P2534 "\pi_{\mathbf R}\circ F_{\mathbf P}=\pi_{\mathbf P} and F_{\mathbf P}({\mathbf p}q)=F_{\mathbf P}({\mathbf p})\rho(q) for all {\mathbf p}\in {\mathbf P} and q\in {\mathrm {Mp}}(n,{\mathbb R})." S143 Q328
	Q4378868 P2534 " S = \left\{ z \, \big\| \, \alpha < \arg z < \beta \right\} " S143 Q328
	Q340600 P2534 "\begin{align} \phi_1 + \phi_2 &= \phi_{\text{sys}} \\ \frac{\phi_1}{V_1} + \frac{\phi_2}{V_2} &= 0 \ ,\end{align}" S143 Q328
	Q5242704 P2534 "X = \varprojlim_{j \in J} Y_{j} = \left\{ \left. y = (y_{j})_{j \in J} \in Y = \prod_{j \in J} Y_{j} \right\| i < j \implies y_{i} = p_{ij} (y_{j}) \right\}." S143 Q328
	Q82586 P2534 "\mu = g \frac{ Q \hbar}{4 m}, " S143 Q328
	Q15104440 P2534 "\mathbf{e}_0 = \mathbf{e}_z " S143 Q328
	Q7280106 P2534 " \{ t \mapsto r_{n}(t)=\sgn ( \sin 2^{n+1} \pi t ) ; t \in [0,1], n \in \N \}." S143 Q328
	Q18205300 P2534 " x = R\left(1+\cos \varphi\right)\sin\frac{\lambda-\lambda_0}{2}," S143 Q328
	Q25305241 P2534 " f^* B^* - \mapsto {B \times - \over B} \mapsto {{A \over B} \times {B \times - \over B} \over {A \over B}} \cong {\Big({A \times_B \, B \times - \over B}\Big) \over {A \over B}} \cong {A \times_B B \times - \over A} \cong {A \times - \over A} = A^*" S143 Q328
	Q5300057 P2534 "u(\mathbf{x}) = \frac {-1} {4\pi} \int_S \rho(\mathbf{y}) \frac{\partial}{\partial\nu}\frac{1}{\|\mathbf{x}-\mathbf{y}\|} \,d\sigma(\mathbf{y})" S143 Q328
	Q521075 P2534 "\nabla \Gamma(E) \to \Gamma(E\otimes T^*M)" S143 Q328
	Q3599880 P2534 "A x= \lambda B x," S143 Q328
	Q3568 P2534 "\frac{x^2}{1+c}+\frac{y^2}{c}=1." S143 Q328
	Q628007 P2534 " p(x) = 2x^2 - 3x + 2 \," S143 Q328
	Q5168005 P2534 "0 = \Gamma^{\alpha}_{\beta \gamma} g^{\beta \gamma} \!." S143 Q328
	Q5147873 P2534 "C^\infty_M(\mathbb{R}^n)/C^\infty_N(\mathbb{R}^n)." S143 Q328
	Q232577 P2534 "w = -a_{N-1} 2^{N-1} + \sum_{i=0}^{N-2} a_i 2^i." S143 Q328
	Q6014229 P2534 "w^{\prime\prime}+\xi\sin(2z)w^{\prime}+(\eta-p\xi\cos(2z))w=0. \, " S143 Q328
	Q2858941 P2534 "\frac{\partial p}{\partial z} = 0" S143 Q328
	Q657009 P2534 "\psi(x,t) = A \cos (k x - \omega t+\varphi)" S143 Q328Q5454434 P2534 " x(N)={1\over N+1}\sum_{n=0}^N T^n(x). " S143 Q328
	Q7924653 P2534 " \Omega the rotation speed for the other translatory deflections." S143 Q328
	Q17152794 P2534 " a\wedge I=0" S143 Q328
	Q2961488 P2534 "\Gamma \, \, (x,y) \to (2x+y,x+y) \bmod 1." S143 Q328
	Q615485 P2534 " p(n;H) \approx 1 - e^{-n(n-1)/(2H)} \approx 1-e^{-n^2/(2H)}, \," S143 Q328
	Q5160993 P2534 "\vec{X} = ( x^2 - y^2 ) \, \partial_x + 2 \, x y \, \partial_y" S143 Q328
	Q7617595 P2534 " \mathcal{P} = \mathfrak{P}(\mathfrak{C}(\mathcal{Z}))," S143 Q328
	Q1424759 P2534 " \pm f_{1} \pm f_{2} \pm f_{3} " S143 Q328
	Q1785924 P2534 " \frac{dx}{dt}=rx-x^3. " S143 Q328
	Q5464217 P2534 " \left\| \begin{matrix} u_x & u_y \\ v_x & v_y \end{matrix} \right\| = u_x v_y - u_y v_x. " S143 Q328
	Q25305347 P2534 "\|S[k]\|^2 = \|A[k]\|^2 + \|T[k]\|^2 + \|C[k]\|^2 + \|G[k]\|^2" S143 Q328
	Q527628 P2534 "\|U_O + U_R\|^2=U_O U_R^+\|U_R\|^2+\|U_O\|^2+ U_O^U_R" S143 Q328
	Q7253815 P2534 "\\| h\\|_{1} = \int_{\mathbb{R}^n} h(x) \, \mathrm{d} x \geq \left( \int_{\mathbb{R}^n} f(x) \, \mathrm{d} x \right)^{1 -\lambda} \left( \int_{\mathbb{R}^n} g(x) \, \mathrm{d} x \right)^\lambda = \\| f\\|_1^{1 -\lambda} \\| g\\|_1^\lambda. \, " S143 Q328
	Q5276676 P2534 "d(f(x),f(y))=rd(x,y)" S143 Q328
	Q5533839 P2534 "g=\frac12 (d-1)(d-2)." S143 Q328
	Q7664537 P2534 "\int_{-\pi}^{\pi}f(e^{i\theta})\overline{g(e^{i\theta})}\,d\mu" S143 Q328
	Q23580328 P2534 " n = a_k, a_{k-1}, \cdots a_0" S143 Q328
	Q1503556 P2534 " \mu{\left( \frac{a}{a_0} \right)} = \left(1 + \frac{a_0}{a}\right)^{-1} ("Simple interpolating function")," S143 Q328
	Q2142501 P2534 "\operatorname{relint}(S) = \{ x \in S \exists\epsilon > 0, N_\epsilon(x) \cap \operatorname{aff}(S) \subseteq S \}," S143 Q328
	Q11359 P2534 "1^2 + 2^2 + \cdots + n^2 = {n(n + 1)(2n + 1) \over 6}" S143 Q328
	Q7646041 P2534 "U(x,\omega)= \int u(x,t)e^{-i \omega t} \,dt " S143 Q328
	Q7446967 P2534 "\frac { dU(r,w)}{ dr} - ik(w)U(r,w)=0 \quad (1.1)" S143 Q328
	Q541151 P2534 "x = \rho \sin[n (\lambda - \lambda_0)]" S143 Q328
	Q1651163 P2534 "I(t)=C_\mathrm{m} \frac{d V_\mathrm{m}(t)}{d t}" S143 Q328
	Q41291 P2534 "F_n = \dot{m}\;v_{e}<ref name="RPE7"/>{{rp\|2–14}}" S143 Q328
	Q6085965 P2534 "w(S) = \sum_{x \in S} w(x)\,." S143 Q328
	Q743142 P2534 "\|\psi\rangle = c_1\left\|\psi_{j = +\frac{\hbar}{2}}\right\rangle + c_2\left\|\psi_{j = -\frac{\hbar}{2}}\right\rangle," S143 Q328
	Q15456670 P2534 "A_m(p,r)\equiv\frac{r}{mp+r}\binom{mp+r}{m} = \frac{r}{m!}\prod_{i=1}^{m-1}(mp+r-i) = r\frac{\Gamma(mp+r)}{\Gamma(1+m)\Gamma(m(p-1)+r+1)}. " S143 Q328
	Q1303846 P2534 " \| \nabla u(x)\|=1/f(x), \ x\in \Omega" S143 Q328
	Q5377038 P2534 " D^2(F, G) = 2\mathbb E\\|X - Y\\| - \mathbb E\\|X - X'\\| - \mathbb E\\|Y - Y'\\| \geq 0," S143 Q328
	Q675387 P2534 "\ddot{x} + \delta \dot{x} + \alpha x + \beta x^3 = \gamma \cos (\omega t)\," S143 Q328
	Q742643 P2534 " \Pi = \left( \frac{p}{p_0} \right)^{R_d/c_p} = \frac{T}{\theta} " S143 Q328
	Q715284 P2534 " P_x(1, 2) \ge \frac{0.67xC_x}{(\log x)^2}." S143 Q328
	Q842809 P2534 "\text{B.O.} = \frac{\text{number of bonding electrons} - \text{number of antibonding electrons}}{2}\ " S143 Q328
	Q10268855 P2534 "\zeta^*=\sum_{J\subseteq R}(-1)^J\zeta^G_{P_J}" S143 Q328
	Q4774870 P2534 "f(x +_R y) = f(x) +_S f(y) \text{ and } f(x \cdot_R y) = f(y) \cdot_S f(x) \text{ for all } x,y \in R" S143 Q328
	Q4807194 P2534 "\sum_{k=0}^n \frac{P_k^{(\alpha,\beta)}(x)}{P_k^{(\beta,\alpha)}(1)} \ge 0" S143 Q328
	Q1307173 P2534 "X(z_k)=X(z)\|_{z=z_k}=\sum_{n=0}^{N-1}x[n]z_k^{-n},\quad k=0, 1, ..., N-1," S143 Q328
	Q725699 P2534 "p_1 - p_2 = \frac{\rho}{2}\left(v_2^2 - v_1^2\right)" S143 Q328
	Q7148392 P2534 " \rho(c) = \prod_{ \text{neighboring bonds }b',b'' \in c } \rho(b',b'' ). " S143 Q328
	Q25325253 P2534 " S(E) \equiv \frac{E}{\exp(-2 \pi \eta)} \sigma(E)" S143 Q328
	Q7691298 P2534 "2^k{\|X\|\choose k}," S143 Q328
	Q745378 P2534 "n^{1+c/\log\log n}," S143 Q328
	Q4704939 P2534 "\Pr(\mathbf{x}\mid\boldsymbol{\alpha})=\int_{\mathbf{p}}\Pr(\mathbf{x}\mid \mathbf{p})\Pr(\mathbf{p}\mid\boldsymbol{\alpha})\textrm{d}\mathbf{p}" S143 Q328
	Q5040799 P2534 "\limsup_{n\to\infty}\frac{\log d(n)}{\log n/\log\log n}=\log2." S143 Q328
	Q15694035 P2534 " a_1+a_2+\cdots, \, " S143 Q328
	Q5964294 P2534 "j(I) = j(\operatorname{gr}_I R)" S143 Q328
	Q2620219 P2534 "Q = \frac{m_e + m_{\mu} + m_{\tau}}{(\sqrt{m_e}+\sqrt{m_{\mu}}+\sqrt{m_{\tau}})^2} \approx \frac{2}{3}." S143 Q328
	Q371983 P2534 "\mathbf{1}_A \colon X \to \{ 0,1 \} \," S143 Q328
	Q13066 P2534 "O_n={n(2n^2 + 1) \over 3}." S143 Q328
	Q857809 P2534 "K^\ominus =\frac{{\{\mathrm{R}\}} ^\rho {\{\mathrm{S}\}}^\sigma ... } {{\{\mathrm{A}\}}^\alpha {\{\mathrm{B}\}}^\beta ...}" S143 Q328
	Q5312372 P2534 "x_{n+1}=y_n\," S143 Q328
	Q5276138 P2534 "X(A_n) = \log_2 \left(\frac{1}{p(A_n)} \right) = - \log_2(p(A_n)) " S143 Q328
	Q1394765 P2534 "{-y {\partial f \over \partial y} \over {\partial f \over \partial x}}." S143 Q328
	Q149417 P2534 " {\rm li} (x) = \int_0^x \frac{dt}{\ln t}~. " S143 Q328
	Q904377 P2534 "\delta=\frac{\lambda}{\mathrm{2NA}}" S143 Q328
	Q976981 P2534 "V = \frac{4}{3}\pi(2.0 \mbox{ cm})^3 \approx 33.51 \mbox{ cm}^{3}.<ref>" S143 Q328
	Q7248844 P2534 "\mathop{\rm supp}\hat{f} \subseteq \mathbb{R}_+." S143 Q328
	Q7236874 P2534 " PSN = \frac{2HRSB}{HR + SB}.<ref name="chesscafe1"/>" S143 Q328
	Q1164612 P2534 "Z_0=\sqrt{\frac{R+j\omega L}{G+j\omega C}}" S143 Q328
	Q1753097 P2534 "\langle Ah_1, h_2 \rangle_{H_2} = \langle h_1, A^* h_2 \rangle_{H_1}," S143 Q328
	Q5426803 P2534 " \mu(T^{t}(A)\bigtriangleup A)=0" S143 Q328
	Q5244204 P2534 "A_{,i}[\phi] \ \stackrel{\mathrm{def}}{=}\ \frac{\delta}{\delta \phi^\alpha(x)}A[\phi]" S143 Q328
	Q2370289 P2534 "V_i = \mbox{Spec} \; B_i" S143 Q328
	Q2306635 P2534 " M_\text{true} = \frac{M_\min}{\sin i} \, " S143 Q328
	Q5610194 P2534 " \left(\operatorname{sys\pi}_1(M)\right)^n \leq C_n \operatorname{vol}(M)," S143 Q328
	Q5249638 P2534 "\Gamma = \frac{c}{\lambda} = n_e \sigma_e c " S143 Q328
	Q17145032 P2534 "R_a \le {R_n \over \Omega} " S143 Q328
	Q186092 P2534 "\mathbf{F} = Q \cdot (\mathbf{v}\times\mathbf{B} )" S143 Q328
	Q5156529 P2534 "f'''(x)\geq 0 " S143 Q328
	Q17028455 P2534 "F\left(x, y, y', \cdots, y^{(n)} \right) = 0," S143 Q328
	Q17023327 P2534 "\lambda(x^3+y^3+z^3) + \mu xyz =0." S143 Q328
	Q1936915 P2534 "p_\mu \mapsto p_\mu - q \ A_\mu" S143 Q328
	Q2247908 P2534 "m = \frac{y_{end} -y_{start}}{x_{end}-x_{start}}" S143 Q328
	Q7241727 P2534 "\Delta V^o = -RT \left(\frac{\partial \ln K}{\partial P} \right)_T " S143 Q328
	Q11382 P2534 "\sum_{i} m_i v_i^2" S143 Q328
	Q1047481 P2534 " \forall x \in \mathbb{R} R(x) \geqslant 0 " S143 Q328
	Q6731515 P2534 " \mathbf{F}=q \mathbf{v} \times \mathbf{B} " S143 Q328
	Q164129 P2534 "q = a + bi + cj + dk \!" S143 Q328
	Q2869899 P2534 "\Delta\to\Delta^*" S143 Q328
	Q5315856 P2534 "D = \{ (x,y,z,w) \| x^2+y^2\leq r_1^2,\ z^2+w^2\leq r_2^2 \}" S143 Q328
	Q59122 P2534 "\Omega=\Omega_{0}-\Delta\Omega \sin^{2}\Psi" S143 Q328
	Q7429715 P2534 "A\subseteq X=X_0\times X_1\times\ldots X_{m-1}" S143 Q328
	Q1077462 P2534 "\sum_{i\in I}m_i<\prod_{i\in I}n_i." S143 Q328
	Q6353895 P2534 " \\|Af\\|^2 \le 4\\|f\\|\\|A^2f\\|. \, " S143 Q328
	Q4389869 P2534 "x(t) = \frac {c^2}{g} \sqrt{1 + \frac{\left(gt \right)^2}{c^2}} ." S143 Q328
	Q2028293 P2534 "-\frac{\hbar^2}{2m}\nabla^2 \Psi(\bold{r},t) = i\hbar\frac{\partial}{\partial t} \Psi(\bold{r},t) " S143 Q328
	Q48297 P2534 "\|x+p\|=\sqrt{(x-p)^2+y^2} " S143 Q328
	Q7607503 P2534 "h(x) = c \int t(x')M(x-x')dx' " S143 Q328
	Q7301171 P2534 " V_{\mathbb R} \otimes_{\mathbb{R}} {\mathbb C} \to V " S143 Q328
	Q7298487 P2534 "f(x;\sigma) = \frac{x}{\sigma^2} e^{-x^2/2\sigma^2}, \quad x \geq 0," S143 Q328
	Q50704 P2534 "ax^2 + bx + c\,\!" S143 Q328
	Q5409009 P2534 "a^2 + b^2 + c^2 + d^2 = 1." S143 Q328
	Q5158910 P2534 " \sgn (X_2 - X_1)\ = \sgn (Y_2 - Y_1), \ " S143 Q328
	Q1318445 P2534 "\mathrm{VF} = { \frac{1}{\sqrt{\kappa}} } \ " S143 Q328
	Q7785124 P2534 "\cos \varphi = - \frac {\cos(\angle \mathrm{RCC})} {\cos(\frac{1}{2}\angle \mathrm{RCR})} " S143 Q328
	Q6822975 P2534 "\vdash \varphi\quad\&\quad \vdash ( \varphi \rightarrow \psi )\quad\Rightarrow\quad \vdash \psi" S143 Q328
	Q7334810 P2534 "\lambda(v_1, \dots, v_q) = \sum_{i_1, \dots, i_q = 1}^n \lambda(e_{i_1}, \dots, e_{i_q}) t_{i_1}(v_1) \cdots t_{i_q}(v_q)," S143 Q328
	Q15104431 P2534 " Q_{ij} = \sum_{\alpha} q_{\alpha}(3 r_{\alpha, i}r_{\alpha, j} - r_{\alpha}^{2} \delta_{ij})." S143 Q328
	Q835975 P2534 " \mathbf{F}=-k\mathbf{x}, " S143 Q328
	Q17098156 P2534 " f_i(s)=\tilde{f}_i \left( s_i,\sum_{j=1}^n s_j \right) " S143 Q328
	Q4874458 P2534 "p = \textstyle \int\limits_{x\in H_{i}} \sum_{C_{i} \neq C_\text{max,x}} P(C_{i}\|x)p(x)\, dx" S143 Q328
	Q8072150 P2534 " \theta = \frac{\left \langle i \right \rangle}{N} " S143 Q328
	Q131089 P2534 "G(xx^{-1}, yy^{-1})" S143 Q328
	Q25303964 P2534 " H_{null} all of H_{i} are true;" S143 Q328
	Q4833714 P2534 "D_B(V)=(B\otimes_EV)^G" S143 Q328
	Q1427418 P2534 "q = \tfrac12\, \rho\, v^{2}," S143 Q328
	Q4350180 P2534 "(Total)\ Dependency \ ratio = \frac{(number\ of\ people\ aged\ 0-14\ and\ those\ aged\ 65\ and\ over)} {number\ of\ people\ aged\ 15-64} \times 100 " S143 Q328
	Q1386798 P2534 " \mathrm{N} = \frac {B^2 L_c \sigma}{\rho U} = \frac{\mathrm{Ha}^2}{\mathrm{Re}} " S143 Q328
	Q7137166 P2534 " \frac{{\rm d}a}{{\rm d}N} = C \Delta K^m ," S143 Q328
	Q4351986 P2534 "d = \min_{x,y \in C, x \neq y} d(x,y)," S143 Q328
	Q16844735 P2534 "\Delta G =- \frac{N_A z^2 e^2}{8 \pi \epsilon_0 r_0}\left(1-\frac{1}{\epsilon_r}\right)" S143 Q328
	Q18125948 P2534 " CGPA \,\! = {\sum_{i=1}^N C_i . {GP}_i \over \sum_{i=1}^N C_i}" S143 Q328
	Q7981136 P2534 " s = BQ + CQ^2 ," S143 Q328
	Q376044 P2534 "B \cdot \cos(\theta)=\frac{k \lambda}{D}+ \eta \cdot \sin(\theta)," S143 Q328
	Q6322853 P2534 "w = x_{i_1} x_{i_2} \cdots x_{i_n} \ " S143 Q328
	Q1564294 P2534 " \text{PoP} = C \times A<ref name=NWSFAQ>{{cite web \|url=http//www.srh.noaa.gov/ffc/?n=pop \|title=Explaining 'Probability of Precipitation' \|publisher=National Weather Service, Peachtree City, GA Weather Forecast Office \|accessdate=2015-06-07 \|date=2009-08-14}}</ref><br />" S143 Q328
	Q2467946 P2534 "F_0=\left\{(1,0,0),(0,1,0),(-1,0,0),(0,-1,0),(2,1,1),(-1,2,-1),(-2,-1,1),(1,-2,-1)\right\}" S143 Q328
	Q17007155 P2534 "W_c \approx {2 \pi \over \ D}" S143 Q328
	Q5628955 P2534 "I_k(\mathbf{y}, t)=D_k(\mathbf{y}, t)e^{j\phi_k(\mathbf{y}, t)}" S143 Q328
	Q7271997 P2534 "E_2^{pq}=H^p_\text{étale}(\text{Spec }A[\ell^{-1}], Z_\ell(-q/2)), (which is understood to be 0 if ''q'' is odd)" S143 Q328
	Q17005676 P2534 "\frac{\partial V}{\partial t} + \frac{1}{2}\sigma^2 S^2 \frac{\partial^2 V}{\partial S^2} + rS\frac{\partial V}{\partial S} - rV = 0" S143 Q328
	Q7295762 P2534 " x_{n+1} = \frac{\alpha+\sum_{i=0}^k \beta_ix_{n-i}}{A+\sum_{i=0}^k B_ix_{n-i}}~," S143 Q328
	Q5038627 P2534 "A \leq_c B\quad \iff\quad (\exists f)(f A \to B\ \mathrm{is\ injective})" S143 Q328
	Q6653359 P2534 "x = R \frac {\sin \left(\lambda - \lambda_0\right)}{\cos \varphi} " S143 Q328
	Q605095 P2534 "\sum_{i=1}^np_ix_i\leq W." S143 Q328
	Q1916324 P2534 "\mathbf{L}^2\Psi = \hbar^2{\ell(\ell+1)}\Psi" S143 Q328
	Q17006927 P2534 " C = \dfrac{\varepsilon_0 K A}{d} <ref name="Physics">{{cite book\|isbn=0-87901-135-1\|title=Physics Second Edition\|author=Paul Allen Tipler\|pages=653–660\|publisher=Worth Publishers\|year=1982}}</ref>" S143 Q328
	Q7579939 P2534 "\text{Pythagorean wins} = \frac{\text{Points For}^{2.37}}{\text{Points For}^{2.37} + \text{Points Against}^{2.37}}\times \text{Games Played}." S143 Q328
	Q4650456 P2534 "m_\text{AB} = -\frac{5}{2} \log_{10} \left(\frac{f_{\nu}}{3631\text{ Jy}}\right)," S143 Q328
	Q467205 P2534 "\Sigma _i p \cdot x_i > \Sigma _i w_i = p \cdot \omega + \Sigma _j p \cdot y^*_j" S143 Q328
	Q1753515 P2534 "n_s=2 f_s/p<ref name=sunilsaharan>http//electrical.sunilsaharan.in/2010/07/linear-induction-motor-working.html</ref>" S143 Q328
	Q806380 P2534 "\psi_{n\mathbf{k}}(\mathbf{r})=e^{i\mathbf{k}\cdot\mathbf{r}}u_{n\mathbf{k}}(\mathbf{r})," S143 Q328
	Q185148 P2534 "n = 1200 \cdot \log_2 \left( \frac{f_2}{f_1} \right)." S143 Q328
	Q3932112 P2534 "t = B \left ( \frac{V}{A} \right )^n" S143 Q328
	Q7281574 P2534 "\left( \theta_{} (\mu_{\cdot}) \right)_{S} = S_{} (\nu)" S143 Q328
	Q6503509 P2534 " \operatorname{E}[g(X)] = \sum_x g(x) f_X(x), \," S143 Q328
	Q858978 P2534 "Q_i=\frac{\partial \bold{U}}{\partial q_i}" S143 Q328
	Q909882 P2534 "\ GFR = K_\mathrm{f} [ (P_\mathrm{gc} - P_\mathrm{bc}) - (\pi_\mathrm{gc} - \pi_\mathrm{bc}) ]" S143 Q328
	Q122366 P2534 " \tfrac12 \rho u^2 + P = \text{constant} " S143 Q328
	Q4688933 P2534 " \mathrm{Graff}_k(V) \simeq \frac{E(n)}{E(k)\times O(n-k)} " S143 Q328
	Q5406148 P2534 "\left(\prod_{i < n} a_i\right)+1\,." S143 Q328
	Q5023666 P2534 "C_\mathrm{cal} = \frac{\Delta{H}}{\Delta{T}}" S143 Q328
	Q7636896 P2534 "\int \left(f + g\right) \,dx = \int f \,dx + \int g \,dx" S143 Q328
	Q7520822 P2534 "h(z)=\frac{a}{z+b}+c." S143 Q328
	Q5949329 P2534 " Q(\alpha)=\frac{1}{\pi}\langle\alpha\|\hat{\rho}\|\alpha\rangle, " S143 Q328
	Q1441904 P2534 "L(n) = \sum_{k=1}^n \lambda(k) \leq 0 " S143 Q328Q1435213 P2534 " y^2 = x^3 + a_2 x^2 +a_4 x + a_6. \, " S143 Q328
	Q1868494 P2534 " y' = f(t,y), \qquad y(t_0) = y_0, \qquad t \geq t_0 " S143 Q328
	Q912894 P2534 " V_0 = \frac{V_\max\,[S]}{K^\text{app}_m + [S]}" S143 Q328
	Q4053131 P2534 " A \rightarrow S A,\{T_A, B, K_{AB}\}_{K_{AS}}" S143 Q328
	Q124274 P2534 "\alpha = \frac{180}{\pi} \operatorname{atan2}(X_2 - X_1, Y_2 - Y_1)" S143 Q328
	Q421507 P2534 "\binom{p}{n} = \frac{p!}{n!(p-n)!}." S143 Q328
	Q7208500 P2534 "n \rightarrow \infty, p \rightarrow 0, such that np \rightarrow \lambda" S143 Q328
	Q1541649 P2534 "K(z)=(2\pi)^{(-z+1)/2} \exp\left[\begin{pmatrix} z\\ 2\end{pmatrix}+\int_0^{z-1} \ln(\Gamma(t + 1))\,dt\right]." S143 Q328Q5165435 P2534 "P_0(1+i)^{n} = \sum_{k=1}^n x(1+i)^{n-k}=\frac{x[(1+i)^n - 1]}{i}" S143 Q328
	Q7002959 P2534 " \nabla\gamma^n\ = b \rho (\beta \nabla S - \alpha \nabla \theta) + {\cal R}; {{EquationRef\|1}}" S143 Q328
	Q336926 P2534 " y(t) = F(x(t))" S143 Q328
	Q382583 P2534 "iN\subset M" S143 Q328
	Q222307 P2534 "F(x;a,b,p)= {\left( 1+{\left(\frac{x}{b}\right)}^{-a} \right)}^{-p} for x > 0 and where a, b, p > 0 ." S143 Q328
	Q5532489 P2534 "\mathbf X = \mathbf X_d\otimes\mathbf X_{d-1}\otimes\ldots\otimes\mathbf X_1. " S143 Q328
	Q247906 P2534 "[a+(n-1)d] br^{n-1} " S143 Q328
	Q18205283 P2534 " \mathbf{\hat{r}} = \sum_{i=1}^n \hat{r}_i (total position)" S143 Q328
	Q1374976 P2534 "\forall \alpha,\beta \in \mathbb{N}^N" S143 Q328
	Q5319025 P2534 "S(\vec{k},\omega) \equiv \frac{1}{2\pi}\int_{-\infty}^{\infty} F(\vec{k},t)\mbox{exp}(i\omega t) dt" S143 Q328
	Q2411312 P2534 " \frac{H(X)}{\log_2 a} \leq \mathbb{E}S < \frac{H(X)}{\log_2 a} +1 " S143 Q328
	Q1402176 P2534 "F_n(x) = \frac{1}{n} \sum_{k=0}^{n-1}D_k(x)," S143 Q328
	Q4674696 P2534 "(\vec{u}-\vec{v}(x))^2=c(x)^2" S143 Q328
	Q19889150 P2534 "\tau_5 = \frac{\beta-\alpha}{60^\circ} \approx -0.01667\alpha + 0.01667\beta " S143 Q328
	Q1642961 P2534 "\begin{cases}x_{n+1} = 1-a x_n^2 + y_n\\y_{n+1} = b x_n.\end{cases}" S143 Q328
	Q421945 P2534 "A^{\varepsilon} = \{ p \in M ~\|~ \exists q \in A, \ d(p, q) < \varepsilon \} = \bigcup_{p \in A} B_{\varepsilon} (p)." S143 Q328
	Q17104931 P2534 " \omega_p = -\frac{3}{2}\frac{R_E^2}{(a(1-e^2))^2} J_2 \omega \cos i" S143 Q328
	Q41591 P2534 "I = \frac{V}{R}," S143 Q328
	Q5055319 P2534 "\mathbf{Q}[x]/(f(x))" S143 Q328
	Q5421911 P2534 "\sum_i x_i\le W" S143 Q328
	Q215007 P2534 "M\left[\mathbf{r}(t),\mathbf{\dot{r}}(t),\mathbf{\ddot{r}}(t),t\right]=0\,," S143 Q328
	Q3180866 P2534 "\text{number of base pairs} = \text{mass in pg}\times0.978\times10^9" S143 Q328
	Q6906971 P2534 "\nabla^2 E - \mu_0\, \varepsilon_0\, \frac{\partial^2E}{\partial t^2} = 0." S143 Q328
	Q187465 P2534 " M = \quad \left \lbrack \frac{1+\frac{C}{D}}{\frac{C}{D} + \frac{R}{D}} \right \rbrack B " S143 Q328
	Q4686216 P2534 "R = AVC * \Bigl(0.12 * \frac{1 - e^{-50 * PD}}{1 - e^{-50}} + 0.24 \left(1- \frac{1 - e^{-50 PD}}{1 - e^{-50}}\right)\Biggr) " S143 Q328
	Q5281738 P2534 "f(t) and with c(t) defined as consumption at time t," S143 Q328
	Q843503 P2534 " \psi(t) = U(t)\psi(0) = {\rm e}^{iHt} \begin{pmatrix}a \\ b\end{pmatrix}, \qquad H =\begin{pmatrix}M & \Delta\\ \Delta & M\end{pmatrix} ," S143 Q328
	Q6438894 P2534 " V_\mu \otimes V_\nu = \bigoplus_\lambda g_{\mu \nu}^{\lambda} V_\lambda. " S143 Q328
	Q1344747 P2534 " \text{gear inches} = \text{drive wheel diameter in inches}\times\frac{\text{number of teeth in front chainring}}{\text{number of teeth in rear sprocket}}" S143 Q328
	Q6331703 P2534 "[F, \rho(a)], (F^2-1)\rho(a), (F-F^*)\rho(a)" S143 Q328Q25304091 P2534 " \Sigma_{i+j=n+1} \Sigma_{\sigma\in \text{UnShuff}(i,n-i)} \chi (\sigma ,v_1 ,\dots ,v_n ) (-1)^{i(j-1)} l_j (l_i (v_{\sigma (1)} , \dots ,v_{\sigma (i)}),v_{\sigma (i+1)}, \dots ,v_{\sigma (n)})=0," S143 Q328
	Q3277494 P2534 " h(r_{12})=g(r_{12})-1 \, " S143 Q328
	Q5164371 P2534 " u_{tt} = u_{xx} + u_{yy}. " S143 Q328
	Q17105107 P2534 " \hat{g}_{ab} = g_{ab} \pm \left(1 - \frac{1}{\epsilon\mu} \right) u_a u_b, " S143 Q328
	Q6786849 P2534 "\mathbf E = - \mathbf \nabla \varphi - \frac{\partial \mathbf A}{\partial t}" S143 Q328
	Q271977 P2534 " f \left (x_1, \ldots, x_n, u, \frac{\partial u}{\partial x_1}, \ldots, \frac{\partial u}{\partial x_n}, \frac{\partial^2 u}{\partial x_1 \partial x_1}, \ldots, \frac{\partial^2 u}{\partial x_1 \partial x_n}, \ldots \right) = 0." S143 Q328
	Q25303910 P2534 "y=\hat{y} \exp(ikx-i\omega t)." S143 Q328
	Q1242398 P2534 "\mathbb{E}[M_n-M_{n-1}\,\|\,\mathcal{F}_{n-1}]=0&nbsp;&nbsp;&nbsp;&nbsp;a.s." S143 Q328
	Q7777131 P2534 "{d (\rho m_{fu} ) \over d t} + div(\rho m_{fu} u) = div(R_{fu} .grad m_{fu}) + S_{fu} <ref name="two-212" />" S143 Q328
	Q17002576 P2534 "\mathrm{Ann}_R(S)=\{a\in A\mid \forall s\in S, as=0 \}\," S143 Q328
	Q1644136 P2534 " \forall P ((0 \in P \land \forall i (i \in P \to i + 1 \in P)) \to \forall n (n \in P)) " S143 Q328
	Q1616270 P2534 "-\frac{\hbar^2}{2m_b^*} \frac{\mathrm{d}^2 \psi(z)}{\mathrm{d}z^2} + V \psi(z) = E \psi(z) \quad \quad \text{ for } z < - \frac {l_w}{2} \quad \quad (1)" S143 Q328
	Q18395512 P2534 " Oh=\frac{\eta_0}{\sqrt[]{\rho\lambda R_0}}" S143 Q328
	Q6927583 P2534 "f\star g = fg + \sum_{n=1}^{\infty} \hbar^{n} C_{n}(f,g)" S143 Q328
	Q2377218 P2534 " \text{Price}(\text{Red Sox})+\text{Price}(\text{Yankees})\neq\text{Price}(\text{Red Sox or Yankees}) \, " S143 Q328
	Q3232444 P2534 "784=2^4 \cdot 7^2 = (2^2)^2 \cdot 7^2 = (2^2 \cdot 7)^2 = 28^2. \, " S143 Q328
	Q5597999 P2534 "f(x) = \sum_{n=-\infty}^{\infty} F_n \,e^{inx}" S143 Q328
	Q1477120 P2534 " \prod_{i=0}^{\infty} (1 - x^{2^{i}}) = \sum_{j=0}^{\infty} (-1)^{t_j} x^{j} \mbox{,} \! " S143 Q328
	Q869411 P2534 "\Delta m_e v_\perp \approx \frac{Ze^2}{4\pi\epsilon_0} \, \frac{1}{vb}" S143 Q328
	Q1138358 P2534 "(\text{number of }CpGs)" S143 Q328
	Q1509478 P2534 "r=\sec\theta+a\cos\theta \,." S143 Q328
	Q3505271 P2534 " \operatorname{x}(u) = -a(1-e)( \operatorname{F}(\operatorname{sn}(u,k),k) + \operatorname{F}(1,k)) - a(1+e)( \operatorname{E}( \operatorname{sn}(u,k),k) + \operatorname{E}(1,k)) \, " S143 Q328
	Q3064361 P2534 "Z=(z_{ij});\quad z_{ij}\leq 0, \quad i\neq j." S143 Q328
	Q7306324 P2534 "f_{+} (t) = \lim_{s \downarrow t} f(s);" S143 Q328
	Q890809 P2534 "\tau = \ln\!\left(\frac{\Phi_\mathrm{e}^\mathrm{i}}{\Phi_\mathrm{e}^\mathrm{t}}\right) = -\ln T," S143 Q328
	Q1132805 P2534 "\mathcal{L}=-\frac{1}{2}(\partial_\mu B_\nu^-\partial_\nu B_\mu^)(\partial^\mu B^\nu-\partial^\nu B^\mu)+\frac{m^2 c^2}{\hbar^2}B_\nu^* B^\nu." S143 Q328
	Q5498822 P2534 " \hat f(x) = \lim_{n\rightarrow\infty}\; \frac{1}{n} \sum_{k=0}^{n-1} f(T^k x).</blockquote>" S143 Q328
	Q6935144 P2534 "\mathrm{Tr}^U_{X,Y}\mathbf{C}(X\otimes U,Y\otimes U)\to\mathbf{C}(X,Y)" S143 Q328
	Q5424189 P2534 " D_{26} = \langle a, b \| a^2 = b^{13} = 1, aba = b^{-1} \rangle ." S143 Q328
	Q8826125 P2534 " {n + 1 \over n} = 1 + {1 \over n}. " S143 Q328
	Q7068954 P2534 " \vec{e}_0, \; \vec{e}_1, \; \vec{e}_2, \; \vec{e}_3 " S143 Q328
	Q273711 P2534 "G_{\mu \nu} = R_{\mu \nu} - \tfrac{1}{2} R \, g_{\mu \nu}," S143 Q328
	Q6506470 P2534 "G(v) = \mathfrak{D}-X_n(C_n)[v_{\mathfrak{D}} - v]^{\frac{2n}{n-2}}." S143 Q328
	Q6966457 P2534 "\displaystyle \sum s_n(x)t^n/n! = \left(\frac{t}{\log(1+t)}\right)^a(1+t)^x" S143 Q328
	Q2835967 P2534 "i^2=a" S143 Q328
	Q212871 P2534 "X={S N \over D+1}+1" S143 Q328
	Q864822 P2534 " I_\mathbf{g} = \left \| \psi_\mathbf{g} \right \|^2 \propto \left \| F_\mathbf{g} \right \|^2. " S143 Q328
	Q1243340 P2534 "\sum_i a_{ij}=\sum_j a_{ij}=1," S143 Q328
	Q25098609 P2534 "F_{p-1} C \subset F_p C." S143 Q328
	Q233220 P2534 "\epsilon=\frac{T_{e,db}-T_{l,db}}{T_{e,db}-T_{e,wb}}" S143 Q328
	Q5517360 P2534 "N(X)= N_\text{max}\left(\frac{X-X_0}{X_\text{max}-X_0}\right)^{\frac{X_\text{max}-X_{0}}{\lambda}}\exp\left(\frac{X_\text{max}-X}{\lambda}\right)," S143 Q328
	Q17162702 P2534 "\Delta p = \rho \cdot g \cdot h_f" S143 Q328
	Q25111156 P2534 "\frac{\partial f}{\partial t} + \bold{v}\frac{\partial f}{\partial \bold{x}} + \frac{\partial}{\partial \bold{v}} \cdot (\bold{\dot{v}} f) = C" S143 Q328
	Q7168459 P2534 "\bold{\hat{w}} = \bold{\hat{p}} \times \bold{\hat{q}}" S143 Q328
	Q2431134 P2534 "e_i \sim (1-\varepsilon) N(0, \sigma^2) + \varepsilon N(0, c\sigma^2)." S143 Q328
	Q23579048 P2534 "n = \frac{V_V}{V_T} = \frac{V_V}{V_S + V_V} = \frac{e}{1 + e}" S143 Q328
	Q6336464 P2534 "KR^{p,q}(X,Y) = KR(X\times B^{p,q},X\times S^{p,q}\cup Y\times B^{p,q})" S143 Q328
	Q5449241 P2534 "A=\cup_{i\in \mathbb{N}} F_i" S143 Q328
	Q4927151 P2534 " \frac{1}{2} A_j^2 = S(\omega_j)\, \Delta \omega" S143 Q328
	Q6158427 P2534 "\textrm{ZPP} = \textrm{RP} \cap \,\text{co}\,\textrm{-RP}, \,\!" S143 Q328
	Q1122555 P2534 "y=x\cot\frac{\pi x}{2a}." S143 Q328
	Q5530454 P2534 " \|\Psi^{(\pm)}_\epsilon \rangle = \frac{ U_{\epsilon I} (0,\pm\infty) \|\Psi_0 \rangle}{\langle \Psi_0 \| U_{\epsilon I}(0,\pm\infty)\|\Psi_0\rangle} " S143 Q328
	Q5953313 P2534 " S_d [i_r, i_z] = \frac{S[i_r, i_z]}{N\Delta V(i_r)} where \Delta V is the grid volume and N is the number of photon packets." S143 Q328
	Q214604 P2534 "f(x)=x^2-5x+6" S143 Q328
	Q185969 P2534 "P(\theta)\propto{}\exp\left(-U(\theta)/kT\right), where U(\theta) is the potential determining the probability of each value of \theta." S143 Q328
	Q6437118 P2534 "\alpha = 1-\frac{D_o}{D_e}" S143 Q328
	Q17079675 P2534 "(r_j-r_f)_t = a_j^+D + \beta_j^+(r_m^+-r_f )_tD + a_j^-(1-D) + \beta_j^-(r_m^--r_f )_t(1-D) + \epsilon_t," S143 Q328
	Q4880731 P2534 "\log{\left({Bx\over Bo}\right)}\ = \ -\left({f\over r^b}\right){{spaces\|8}}(1)" S143 Q328
	Q996052 P2534 " \operatorname{succ} 2^P \times O \rightarrow 2^P," S143 Q328
	Q220089 P2534 "p_\text{total} = \sum_{i=1}^n p_i &nbsp;&nbsp;&nbsp;&nbsp;&nbsp; or &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;p_\text{total} = p_1 + \cdots + p_n" S143 Q328
	Q6472695 P2534 "\mathcal{M}\left\{\bigcup_{i=1}^\infty\Lambda_i\right\}\le\sum_{i=1}^\infty\mathcal{M}\{\Lambda_i\}." S143 Q328
	Q6549556 P2534 " h(X)=-\int p(x)\log p(x)\,dx." S143 Q328
	Q7178273 P2534 " g \mathbb{R}\rightarrow \mathbb{R} " S143 Q328
	Q5500282 P2534 "E_{tgu} = 0.5 \cdot [\tfrac {(m_p \cdot v_p) + (m_c \cdot v_c)} { 1000 } ]^2 / m_{gu}" S143 Q328
	Q17160413 P2534 " \|\langle e_j\|f_k \rangle\|^2 = \frac{1}{d}, \quad \forall j,k \in \{1, \dots, d\}. " S143 Q328
	Q1568325 P2534 "P_{\text{el}} = C_1 \lambda_{\text{gas}}(T(t) - T_a) + C_2\lambda_{\text{fil}}(T(t) - T_a) + A_{\text{fil}} \epsilon \sigma(T(t)^4 - T^4_a) + c_{\text{fil}}m_{\text{fil}} \frac{\mathrm{d}T}{\mathrm{d}t} ," S143 Q328
	Q24894777 P2534 "\mathbf{J} = \sigma \mathbf{E}" S143 Q328
	Q836938 P2534 "I_\mathrm{3} = \frac{1}{2}\left[\left(n_\mathrm{u} - n_\mathrm{\bar u}) - (n_\mathrm{d} - n_\mathrm{\bar d}\right)\right]" S143 Q328
	Q830687 P2534 "\rho^\pi = E[R\|\pi]," S143 Q328
	Q4820423 P2534 " R[G]" S143 Q328
	Q7633768 P2534 "\int_0^a x^n\,dx = \tfrac{1}{n+1}\, a^{n+1} \qquad n \geq 0," S143 Q328
	Q2031596 P2534 "\mathfrak{m}/\mathfrak{m}^2" S143 Q328
	Q7253849 P2534 "\sup\{d(H)\|H\leq G\}" S143 Q328
	Q12244048 P2534 "x=6" S143 Q328
	Q470902 P2534 " \sin x \approx \frac{16x (\pi - x)}{5 \pi^2 - 4x (\pi - x)}, \qquad (0 \leq x \leq \frac{\pi}{2} )" S143 Q328
	Q2416847 P2534 "\Delta \bar S_{vap} = 10.5R " S143 Q328
	Q2195 P2534 "F_N = \dot m\, g_0\, I_{sp-vac} - A_e\, p \;" S143 Q328
	Q1169834 P2534 " (a)\text{ }\bigcup\nolimits_{i=1}^{n}{R_{i}=R.}" S143 Q328
	Q4698744 P2534 " \ c_l = 2\pi \alpha" S143 Q328
	Q227816 P2534 "\text{Color Intensity}=\frac{A*100}{TS}" S143 Q328
	Q1491747 P2534 "\mathcal{B} = \{B \subseteq X x \in B; \forall g \in G, gB = B \ \mathrm{or} \ gB \cap B = \emptyset\}," S143 Q328
	Q5641621 P2534 "\tau = \frac{\omega_2}{\omega_1}" S143 Q328
	Q629290 P2534 "{R} = {E \over I}" S143 Q328
	Q3030678 P2534 "H^2(P,Q) = \frac{1}{2}\displaystyle \int \left(\sqrt{\frac{dP}{d\lambda}} - \sqrt{\frac{dQ}{d\lambda}}\right)^2 d\lambda. " S143 Q328
	Q5155091 P2534 " (P \and Q) \vdash (Q \and P)" S143 Q328
	Q1575637 P2534 "Z_{n+1} = \sum_{i=1}^{Z_n} X_{n,i}" S143 Q328
	Q5165690 P2534 "J(y) = \inf \{ I(x) \mid x \in X \text{ and } T(x) = y \}," S143 Q328
	Q899046 P2534 " d\xi= \frac{dn_i}{\nu_i}" S143 Q328
	Q13416298 P2534 "f_i X \to Y_i" S143 Q328
	Q4116631 P2534 "ax + by < c \text{ and } ax + by \geq c," S143 Q328
	Q7521883 P2534 "C(f,h)(x)=\sum_{k=-\infty}^\infty f(kh) \, \textrm{sinc} \left(\dfrac{x}{h}-k \right)" S143 Q328
	Q3290771 P2534 "\psi(\phi)=-\psi(\phi+2\pi)" S143 Q328
	Q1054513 P2534 "\left(\frac{1}{3},-\frac{2}{3},\frac{1}{3};-\frac{2}{3},\frac{1}{3},\frac{1}{3};-\frac{2}{3},\frac{1}{3},\frac{1}{3}\right)" S143 Q328
	Q8021197 P2534 "U=U(S,M,I_D) \," S143 Q328
	Q1396414 P2534 "\sqrt{(r_1-r_2)^2 + (g_1-g_2)^2 + (b_1-b_2)^2}." S143 Q328
	Q7783068 P2534 " \langle A\rangle=\frac{\mbox{Tr}\, [\exp(-\beta H) A]}{\mbox{Tr}\, [\exp(-\beta H)]}" S143 Q328
	Q845118 P2534 " \sqrt{1+3}+5=\sqrt4+5=2+5=7.\," S143 Q328
	Q3877353 P2534 " H(\vec{r}_1,\, \vec{r}_2) = \Bigg[\sum_{i=1,2}\Bigg(-\frac{\hbar^2}{2\mu} \nabla^2_{r_i} -\frac{Ze^2}{4\pi\epsilon_0 r_i}\Bigg) - \frac{\hbar^2}{M} \nabla_{r_1} \cdot \nabla_{r_2} + \frac{e^2}{4\pi\epsilon_0 r_{12}} \Bigg]" S143 Q328
	Q2734084 P2534 "\Gamma(x)=\int_0^\infty t^{x-1} e^{-t}\,dt" S143 Q328
	Q1070305 P2534 "\Pr(X \geq a) = \Pr(e^{t\cdot X} \geq e^{t\cdot a}) \leq \frac{\mathrm{E}\left [e^{t\cdot X}\right]}{e^{t\cdot a}}." S143 Q328
	Q900625 P2534 " \text{EQE} = \frac{\text{electrons/sec}}{\text{photons/sec}}= \frac{\text{current}/\text{(charge of one electron)}}{(\text{total power of photons})/(\text{energy of one photon})}" S143 Q328
	Q900475 P2534 "M_z(t) = M_{z,\mathrm{eq}} - [M_{z,\mathrm{eq}} - M_z(0)]e^{-t/T_1}" S143 Q328
	Q5532423 P2534 "\operatorname H(X) = \operatorname H_\text{b}(p) = -p \log_2 p - (1 - p) \log_2 (1 - p)," S143 Q328
	Q5164909 P2534 " X_\leq(x) = \{ y \in X \| y \leq x\} ; " S143 Q328
	Q692197 P2534 "{1 \over a(t_\mathrm{em})} = 1 + z." S143 Q328
	Q858520 P2534 "100\cdot a + 10\cdot b + 1\cdot c \equiv (1)a + (1)b + (1)c \pmod{3}" S143 Q328
	Q5746197 P2534 "h \{1,2, \ldots,n \} \rightarrow \{1,2, \ldots,n \} " S143 Q328
	Q6094371 P2534 "4,000 - .02(50,000) = 3,000" S143 Q328
	Q359044 P2534 " u(X_1, X_2) = X_1^a X_2^{(1-a)}\," S143 Q328
	Q17098836 P2534 "f(z) = a_0 z^n + a_1 z^{n-1} + \cdots + a_n \, (a_0 > 0) " S143 Q328
	Q17083575 P2534 " \|b\rangle=\sum_{i \mathop =1}^N b_i\|i\rangle." S143 Q328
	Q1788746 P2534 "\frac{8! \times 3^7 \times 12! \times 2^{10} \times 24!^8}{4!^{36}} \approx 1.95 \times 10^{160}" S143 Q328
	Q690207 P2534 "v = \frac{c}{n}" S143 Q328
	Q926547 P2534 " \mbox{pefsu} = \frac{\mbox{number loaves of bread (or jugs of beer)}}{\mbox{number of heqats of grain}}" S143 Q328
	Q4827434 P2534 " E_a = \sqrt{2 E_t E_k + (m_t c^2)^2 + (m_k c^2)^2} " S143 Q328
	Q5637585 P2534 "Z=Z(T,P,n_1,n_2,\cdots)." S143 Q328
	Q17105399 P2534 " T(n) = \Theta\left( n^{d} \right) \;\;\;\;\;\;\; \mbox{if } a < b^{d}" S143 Q328
	Q6803627 P2534 " \langle r \rangle \sim 1/n^{1/3}," S143 Q328
	Q7116930 P2534 " \delta_p(ab) = \delta_p (a)b^p + a^p\delta_p (b) + p\delta_p (a)\delta_p (b) " S143 Q328
	Q5637579 P2534 "\begin{bmatrix}1 & 1 & 1 & 1\\1 & -1 & -1 & 1\\1 & 1 & -1 & -1\\1 & -1 & 1 & -1\end{bmatrix}\rightarrow\left[\begin{array}{c\|ccc}1 & 1 & 1 & 1\\\hline0 & -2 & -2 & 0\\0 & 0 & -2 & -2\\0 & -2 & 0 & -2\end{array}\right]\rightarrow\begin{bmatrix}-2 & -2 & 0\\0 & -2 & -2\\-2 & 0 & -2\end{bmatrix}\rightarrow\begin{bmatrix}1 & 1 & 0\\0 & 1 & 1\\1 & 0 & 1\end{bmatrix}" S143 Q328
	Q7883828 P2534 "M_w = \frac{2E_k}{c}." S143 Q328
	Q7844062 P2534 "C = 1+ \frac{2\lambda}{d}\cdot (A_1+A_2\cdot e^{\frac{-A_3\cdot d}{\lambda}})" S143 Q328
	Q6786754 P2534 "y = 3 x + 2 a - 2.5 \sqrt{b}." S143 Q328
	Q5178896 P2534 "\partial_\mu F^{\mu\nu}=4\pi j^\nu\,," S143 Q328
	Q5506747 P2534 "S F_B \times C_A \times \mathrm{C}^{\infty}(\mathbf{R}, \mathbf{R})' \to \mathrm{Mor}(\mathrm{C}^{\infty}(A, B), \mathbf{R}) (f, c, \lambda) \mapsto S(f, c, \lambda), \quad S(f, c, \lambda)(m) = \lambda(f \circ m \circ c)" S143 Q328
	Q5774850 P2534 "A=(\Sigma_1,\Sigma_2,\ldots,\Sigma_n)" S143 Q328
	Q13110764 P2534 "P \,=\,A\cdot\frac{1-\left({1+r}\right)^{-n} }{r}" S143 Q328
	Q18205881 P2534 " \big( F(x) \big)^i_j = - \overline{\psi_i(x)} \psi_j(x) " S143 Q328
	Q7107231 P2534 " \varphi=\frac{\mu_A^*-\mu_A}{RTM_A\sum_i b_i}\," S143 Q328
	Q18579343 P2534 "\sum_{g\ge0,n\ge1,\beta\in H^2(M,\mathbb{Z})} GW(g,\beta)q^{-\beta}\lambda^{2g-2}=\sum_{k>0,r\ge0,\beta\in H^2(M,\mathbb{Z})}BPS(r,\beta)\frac{1}{k}\left(2\sin\left(\frac{k\lambda}{2}\right)^{2r-2}q^{k\beta}\right)" S143 Q328
	Q4749933 P2534 " f(p) = \frac{(n+1)!}{k!(n-k)!} p^k (1-p)^{n-k}\text{ for }0\le p \le 1 " S143 Q328
	Q7945091 P2534 "ax^2+by^2+cz^2=0." S143 Q328
	Q898809 P2534 "\Box\phi = \frac{8\pi}{3+2\omega}T" S143 Q328
	Q7502139 P2534 " \\|\vec{n}\\|=\sqrt{n_1^2+\cdots + n_d^2}. " S143 Q328
	Q7447523 P2534 "\varepsilon > 0" S143 Q328
	Q1171964 P2534 "p(x) = C(x - x_1)(x - x_2)\cdots(x - x_n), " S143 Q328
	Q622911 P2534 "Error = \left (\frac{(Real Delta) + i (Imaginary Delta)}{(Real Sum) + i (Imaginary Sum)} \right) \div \left (\frac{(Real Delta Cal) + i (Imaginary Delta Cal)}{(Real Sum Cal) + i (Imaginary Sum Cal)} \right)" S143 Q328
	Q214159 P2534 " \langle \cdot, \cdot \rangle V \times V \to F " S143 Q328
	Q5055779 P2534 "\int \left[x^{-3/2}f(x)\right]^p = \int \left[x^{-1/2}\frac{f(x)}{x}\right]^p = \int \left[x^{-p/2}\right]\cdot\left[\frac{f(x)}{x}\right]^p," S143 Q328
	Q203905 P2534 "F = \frac{PN}{120}" S143 Q328
	Q426971 P2534 " \mathit{EVA} \ = \ ( ROIC - WACC ) \cdot (total assets - current liability) \ = \ \mathit{NOPAT} - WACC \cdot (total assets - current liability) " S143 Q328
	Q6935020 P2534 "p \circ T = a_{T} (p) p \mbox{ for all } p \in \mathrm{Ext} (X)," S143 Q328
	Q5374886 P2534 "R = particle radius" S143 Q328
	Q5523692 P2534 "e_T = \sum_{\sigma \in S_{\mu_1} \times \cdots \times S_{\mu_s}} \sgn(\sigma) T \sigma. " S143 Q328
	Q7858476 P2534 " \Delta r \approx \frac{\Delta}{\sqrt{1+I_\max/I_s}}&nbsp;&nbsp;&nbsp;({{EquationRef\|1}})" S143 Q328
	Q497603 P2534 "F({u}^{-1})=-mh^{2}u^{2}\left(\frac{\mathrm{d}^{2}u}{\mathrm{d}\theta ^{2}}+u\right)." S143 Q328
	Q1959911 P2534 " w = 4 \omega_a \frac{E_a}{\left\|E\right\|} \exp\left[ -\frac{2}{3}\frac{E_a}{\left\|E\right\|} \right]" S143 Q328
	Q5069945 P2534 " \sum_{l=1}^n \lambda^{l} x_l = \sum_{k=1}^n (1-\lambda)^{k-1} \lambda^{n-k+1} \sum_\mathrm{samp} \min ( x_{\alpha_1}, x_{\alpha_2}, \dots, x_{\alpha_k} ) " S143 Q328
	Q2450665 P2534 "m_\alphaL\to L \text{ given by } m_\alpha (x) = \alpha x," S143 Q328
	Q3108612 P2534 " \hat{f}(z)=\int_{\mathbb{R}^d} f(x) \exp(-iz \cdot x)\,dx \rightarrow 0\text{ as } \|z\|\rightarrow \infty." S143 Q328
	Q1298791 P2534 "f = \frac{pn_s}{120\ }." S143 Q328
	Q5458184 P2534 "S\bar\psi_e\psi_\tau" S143 Q328
	Q6117826 P2534 " \int f(x) d_q x = (1-q)x\sum_{k=0}^{\infty}q^k f(q^k x). " S143 Q328
	Q7785126 P2534 "p_1 \sim \mathrm{Beta}(\alpha_1,\beta_1)\;\!" S143 Q328
	Q6407804 P2534 " \nabla_{(\alpha}K_{\beta\gamma)} = 0 \," S143 Q328
	Q876346 P2534 "T^{\alpha \beta} = T^{\beta \alpha}." S143 Q328
	Q886470 P2534 "EBAC = \left(\frac {0.806 \times SD \times 1.2}{BW \times Wt} - MR \cdot DP\right) \times 10 " S143 Q328
	Q5133083 P2534 "D=\sum_{j=1}^{n}e_{j}\frac{\partial}{\partial x_{j}} " S143 Q328
	Q485287 P2534 "\displaystyle F(z) = f(z) \qquad \forall z \in U, " S143 Q328
	Q5533832 P2534 " p^* = \pm p \equiv 1 \pmod 4 \text{ if } p \text{ is odd} ; " S143 Q328
	Q7081581 P2534 "\,\Delta \mathbf{w} ~ = ~ \mathbf{w}_{n+1}-\mathbf{w}_{n} ~ = ~ \eta \, y_{n} (\mathbf{x}_{n} - y_{n}\mathbf{w}_{n})," S143 Q328
	Q734439 P2534 "\text{LHA}_{\text{object}} = {\text{LST}} - \alpha_{\text{object}} (If result is negative, add 360 degrees. If result is greater than 360, subtract 360 degrees.)" S143 Q328
	Q7116913 P2534 "L(s,\chi) = \sum_n\frac{\chi(n)}{n^s} = \prod_{p \text{ prime}} \frac{1}{1-\chi(p)p^{-s}}" S143 Q328
	Q17093905 P2534 "\mathbb{T}^3 = S^1 \times S^1 \times S^1." S143 Q328Q1257519 P2534 "C = \frac{W+RY}{T}." S143 Q328
	Q5163661 P2534 "Z_{CPE}=\frac{1}{Y_{CPE}}=\frac{1}{Q_0\omega^n}e^{-\frac{\pi}{2}ni}" S143 Q328
	Q4162529 P2534 " \sum_{n=-\infty}^{\infty} a_n e^{in \theta}" S143 Q328
	Q25344559 P2534 "\langle u,v\rangle_y = \frac{uv}{y^2}" S143 Q328
	Q5384436 P2534 "\|df_p(v)\times df_p(w)\|=\|v\times w\|\," S143 Q328
	Q2252683 P2534 "\sigma(B) - \sigma(0) = + {e^2 \over 2 \pi^2 \hbar} \left [ \ln \left ( {B_\phi \over B}\right ) - \psi \left ({1 \over 2} + {B_\phi \over B} \right ) \right] " S143 Q328
	Q978688 P2534 " \sum_j a_{ij} x_j = \lambda x_i \quad \forall i \in \{1, \ldots, n\}. " S143 Q328
	Q37172 P2534 " u(x,t) = F(x - v \ t) (waveform F traveling to the right)" S143 Q328
	Q2517078 P2534 "\tilde{w} = f\left(\tilde{X},\tilde{Y}\right)." S143 Q328
	Q19757772 P2534 "r_V = \left( \frac{GM}{m^4_G} \right)^\frac{1}{5}" S143 Q328
	Q1140909 P2534 "V_\mathrm{HT} = \frac{R_\mathrm{E}}{R_\mathrm{E} + R_\mathrm{C2}}{V_+}." S143 Q328
	Q4158811 P2534 "q_{i+1} = \frac{1}{2\lfloor q_i\rfloor - q_i + 1}" S143 Q328
	Q7295781 P2534 " U_n(x) = \{ x_k n \le k < \infty \} \cup \{x\} . " S143 Q328
	Q6918185 P2534 "K_\mathrm{M} =\frac{\tau}{\sqrt{P}}" S143 Q328
	Q188444 P2534 " H_p = \ker\alpha_p\subset T_{p}M." S143 Q328
	Q4201936 P2534 " \int_0^\theta \sec\zeta\,d\zeta = \ln\left\|\tan\left(\frac{\theta}{2} + \frac{\pi}{4}\right)\right\|. " S143 Q328
	Q17003524 P2534 "(-\Delta)^m u(x) = f(x)" S143 Q328
	Q25304724 P2534 "\operatorname{dist} (\langle r_1, \theta_1 \rangle, \langle r_2, \theta_2 \rangle) = \operatorname{arcosh} \, \left( \cosh r_1 \cosh r_2 - \sinh r_1 \sinh r_2 \cos (\theta_2 - \theta_1) \right) \,." S143 Q328
	Q6896155 P2534 "M(t) = \sum_d n_d t^d." S143 Q328
	Q25303763 P2534 "Z_a[f](t,w) = \sqrt{a}\sum_{k=-\infty}^{\infty}f(at + ak)e^{-2\pi kw i}." S143 Q328
	Q5365806 P2534 "e^{it'\mu} \Psi(t' \Sigma t) \, " S143 Q328
	Q17149739 P2534 " \frac{\partial}{\partial t}(\rho\phi)+\nabla \cdot (\rho \mathbf{u} \phi)\,= \nabla \cdot (\Gamma\operatorname{grad} \phi)+S_{\phi} " S143 Q328
	Q1045739 P2534 "\int_a^b f(x) \, dx \geq 0" S143 Q328
	Q2823869 P2534 "F_T(x) = \sum_{t=1}^T f_t(x)\,\!" S143 Q328
	Q17005520 P2534 "pq = qp" S143 Q328
	Q262372 P2534 "X=\bigcup_{s\in S} f_s(X)" S143 Q328
	Q1151489 P2534 "x^4=x^2+y^2" S143 Q328
	Q5349962 P2534 "E(\chi,\alpha)=\sum_{Tr_{F/K}t=\alpha}\chi(t)" S143 Q328
	Q2621185 P2534 "f_{x_0}(x) = f(x - x_0)." S143 Q328
	Q17006378 P2534 "v_s is the volume of solid hold-up in L, " S143 Q328Q864692 P2534 "\tilde v_i in {{mvar\|E}} and \tilde u_i in {{mvar\|F}}" S143 Q328
	Q442883 P2534 "A + B \rightarrow A' + B' or A(B,B')A'." S143 Q328
	Q5522567 P2534 "\rho = \alpha V_p^{\beta}" S143 Q328
	Q4047793 P2534 "R = \frac{ \sum{\|\|F_\text{obs}\| - \|F_\text{calc}\|\| } }{ \sum{ \|F_\text{obs}\|}}" S143 Q328
	Q7676859 P2534 " E[\pi]=\theta=E\left[\frac{S}{\sum_{i=1}^{n-1} \frac{1}{i}}\right]=4N\mu" S143 Q328
	Q909284 P2534 "\mathrm{VO_2\; max} = {d_{12} - 504.9 \over 44.73}" S143 Q328
	Q17103195 P2534 " \operatorname{Rep}(Q,\mathbf{d})=\{V\in \operatorname{Rep}(Q) V_i = \mathbf{d}(i)\}" S143 Q328
	Q3115507 P2534 "(x-4) (x-2)^4 x^6 (x+2)^4 (x+4)" S143 Q328
	Q1036856 P2534 "Points\ difference\ = \frac{14}{No\ of\ teams\ -\ 4}" S143 Q328
	Q6154870 P2534 " d(x, z)+d(z, y)=d(x, y),\," S143 Q328
	Q140845 P2534 " \text{current account} + \text{ broadly defined capital account} + \text{balancing item} = 0. \," S143 Q328
	Q18386562 P2534 "Y = \frac{\sqrt{ad}-\sqrt{bc}}{\sqrt{ad}+\sqrt{bc}}." S143 Q328
	Q5532485 P2534 " y_{0} = {\rm seed}" S143 Q328
	Q4903641 P2534 "p_{B(G)}(\lambda) = \sum_{k=0}^n (-1)^k f_k (\lambda-1)^{n-k}," S143 Q328
	Q6906125 P2534 " \tau = \frac{\theta}{2\pi}+\frac{4\pi i}{g^2}." S143 Q328
	Q201543 P2534 "x f(x) = 0 \,." S143 Q328
	Q17004999 P2534 "C_{\rm 1} = C_{\rm 2} = C and P_{\rm 1} \ne P_{\rm 2}" S143 Q328
	Q1419014 P2534 "K_C = \frac{V\,T}{L}," S143 Q328
	Q6883960 P2534 "y_t = \beta_0 + \beta_1 B(L^{1/m};\theta)x_t^{(m)} + \varepsilon_t^{(m)},\," S143 Q328
	Q3333602 P2534 "\mathbf{F} \mathbf{C} = \mathbf{S} \mathbf{C} \mathbf{\epsilon}" S143 Q328
	Q17146051 P2534 " V_c T^n=C" S143 Q328
	Q2096220 P2534 "m^2+n^2\leq r^2." S143 Q328
	Q3252726 P2534 "W_{t}(n) \leq n - t + \sum_{n+1-t < j \leq n} \lceil{\log_2\, j}\rceil \quad \text{for}\, n \geq t" S143 Q328
	Q2235423 P2534 "K_d = \frac{ k_{-1} }{k_1}" S143 Q328
	Q5172834 P2534 "t=\frac{\|r\|}{\sqrt{\frac{1-r^2}{n-2}}}" S143 Q328
	Q653679 P2534 " Y_t(u) = T+Y_c(u)" S143 Q328
	Q4927803 P2534 "C_a O_2 = 1.36 * Hgb * \frac{S_a O_2}{100} + 0.0031 * P_a O_2" S143 Q328
	Q676380 P2534 "J = A_{\mathrm{G}} T^2 \mathrm{e}^{-W \over k T}" S143 Q328
	Q5526366 P2534 "J=\frac{D_i K_i(p_i'-p_i'')}{l}=\frac{P_i(p_i'-p_i'')}{l}" S143 Q328
	Q764278 P2534 "S^\circ = \sum_{k=1}^N \Delta S_k =\sum_{k=1}^N \int \frac{dq_k}{T} \, dT" S143 Q328
	Q6787242 P2534 "\sum_i p_i \delta q_i=\sum_i P_i \delta Q_i \," S143 Q328
	Q6666849 P2534 " x' = \log(x) \in \mathbb{R}" S143 Q328
	Q4178434 P2534 " \frac{D \mathbf{u}}{D t} = \frac 1 \rho \nabla \cdot \boldsymbol{\sigma} + \mathbf{g}" S143 Q328
	Q488630 P2534 "\bigcup_{r\ge0} \{x = a + b q(a) = -q(b) = r, a \in A, b \in B \}." S143 Q328
	Q191145 P2534 "\epsilon=\frac{T_{e,db}-T_{l,db}}{T_{e,db}-T_{e,wb}}" S143 Q328
	Q806060 P2534 " \liminf_ {n\to\infty} x_n\le\phi(x) \le \limsup_{n\to\infty}x_n" S143 Q328
	Q1129511 P2534 " \alpha^x = \beta\,." S143 Q328
	Q25304180 P2534 "T(t+k) \approx \bar T + \alpha_kT(t)" S143 Q328
	Q3895805 P2534 " L = \tfrac{1}{2}m\vec{v}^2 + \frac{q}{c}\vec{A}\cdot\vec{v} - V(\vec{r})," S143 Q328
	Q2345603 P2534 "x^3=x+1\, ." S143 Q328
	Q1915551 P2534 " \begin{bmatrix} V \\ F \end{bmatrix} = \begin{bmatrix} z_{11} & z_{12} \\ z_{21} & z_{22} \end{bmatrix} \begin{bmatrix} I \\ v \end{bmatrix} " S143 Q328
	Q5358171 P2534 "U = \mathbf d_{\rm e} \cdot \mathbf E." S143 Q328
	Q5627860 P2534 "\mathrm{D} F E \to \mathrm{Lin} (E; \mathbb{R});" S143 Q328
	Q591254 P2534 "P(A>B) = P(B>C) = P(C>D) = P(D>A) = {2 \over 3}" S143 Q328
	Q484790 P2534 " \ln x_2 = - \frac {\Delta H^\circ_{\mathit{fus}}}{R} \left(\frac{1}{T}- \frac{1}{T_{\mathit{fus}}}\right)" S143 Q328
	Q7662043 P2534 "y_j = \sum_i w_{ij} x_i ~~\textrm{or}~~ \textbf{y} = w\textbf{x}." S143 Q328
	Q3265048 P2534 "j_m = \lim\limits_{A \rightarrow 0}\frac{I_m}{A}" S143 Q328
	Q17086186 P2534 "L = 10^{(T - T_\mathrm{Ref})/z}" S143 Q328
	Q189859 P2534 "V_1 and V_2 are the absolute velocities at the inlet and outlet respectively." S143 Q328
	Q3738459 P2534 " S=\alpha\ln{\left(1+{N\over{\alpha\,\!}}\right)}" S143 Q328
	Q82029 P2534 "f(x)=\frac{1}{x}\sin\left(\frac{1}{x^3}\right)." S143 Q328
	Q5165479 P2534 "PG(F)\subset PG(F^2)\subset PG(F^4)\subset PG(F^8)\cdots" S143 Q328
	Q5104099 P2534 "C_x(t, f) = \int_{-\infty}^\infty \int_{-\infty}^\infty A_x(\eta,\tau) \Phi(\eta,\tau) \exp (j2\pi(\eta t-\tau f))\, d\eta\, d\tau," S143 Q328
	Q4826024 P2534 " T_{tot} = \frac{4}{28} + 2 + \frac{1.5 \times 28}{2} \left(\frac{1}{2.5} \right)" S143 Q328
	Q16747603 P2534 "\frac{1}{4}, \frac{1}{3},\frac{1}{6}, \frac{1}{5}, \frac{1}{8}, \frac{1}{7}, \ldots " S143 Q328
	Q7662212 P2534 "ds^2=-dt^2+h_{ab}dx^adx^b," S143 Q328
	Q981016 P2534 "f \left(x_1,\cdots, x_{K}; \alpha_1,\cdots, \alpha_K \right) = \frac{1}{\mathrm{B}(\boldsymbol\alpha)} \prod_{i=1}^K x_i^{\alpha_i - 1}," S143 Q328
	Q451881 P2534 "(\Delta \phi)(v)=\sum_{w\,d(w,v)=1}\left[\phi(v)-\phi(w)\right]\," S143 Q328
	Q2226714 P2534 "x_j = \sum_{q=1}^{N} v_q \exp\left(\frac{2 \pi i q j}{N}\right)" S143 Q328
	Q4446229 P2534 " \left\|x\right\|^r + \left\|y\right\|^s + \left\|z\right\|^t =1" S143 Q328
	Q900648 P2534 " \,v_d = \mu E " S143 Q328
	Q17097263 P2534 "n= \frac{A \times 10}{B \times D} " S143 Q328
	Q81082 P2534 "x^\prime = k\ell\left(x + \varepsilon t\right)\!,\;t^\prime = k\ell\left(t + \varepsilon x\right)\!,\;y^\prime = \ell y,\;z^\prime = \ell z,\;k = 1/\sqrt{1-\varepsilon^2}.</blockquote>" S143 Q328
	Q17014617 P2534 "F(y) = \int_0^\infty F(x+y-D)\frac{\lambda^c x^{c-1}}{(c-1)!} e^{-\lambda x} \text{d} x, \quad y \geq 0 \quad c \in \mathbb N." S143 Q328
	Q7291964 P2534 "\left\{ \begin{matrix} \mathrm{d} X = f(X) \, \mathrm{d} t + \varepsilon \, \mathrm{d} W (t); \\ X (0) = x_{0}; \end{matrix} \right." S143 Q328
	Q848427 P2534 "f^{-1}(J(f)) = f(J(f)) = J(f)" S143 Q328
	Q5155190 P2534 "F(x_1,\ldots,x_n)=\mu\bigl(\{(y_1,\ldots,y_n)\in{\mathbb R}^n\mid y_1\le x_1,\ldots,y_n\le x_n\}\bigr),\qquad (x_1,\ldots,x_n)\in{\mathbb R}^n." S143 Q328
	Q19360939 P2534 "cv_k = c (p_k - \sum_{i=1}^n a_{ki}p_i) = cp_k - \sum_{i=1}^n a_{ki}cp_i" S143 Q328
	Q1747439 P2534 "\Pr \left(\max_{1\leq k\leq n} \| S_k \|\geq\lambda\right)\leq \frac{1}{\lambda^2} \operatorname{Var} [S_n] \equiv \frac{1}{\lambda^2}\sum_{k=1}^n \operatorname{Var}[X_k], " S143 Q328
	Q7429706 P2534 " f(t,\theta) = \gamma(t) + r(t){\bold u}(t)\cos\theta + r(t){\bold v}(t)\sin\theta, \, " S143 Q328
	Q2180497 P2534 " \pi(x,t) = x p(x) - C(x) - t x \quad" S143 Q328
	Q3358290 P2534 "\frac{b}{h^2} \int_0^h (h-y)^2 \, dy = \frac{-b}{3h^2} (h-y)^3 \bigg\|_0^h = \tfrac{1}{3}bh." S143 Q328
	Q902017 P2534 "e^{\mathbf{A}} \equiv \sum_{n=0}^{\infty} \frac{\mathbf{A}^{n}}{n!}." S143 Q328
	Q2736820 P2534 " \frac{\mathrm{d} y}{\mathrm{d} t} = f(t,y) " S143 Q328
	Q5281742 P2534 " \mathrm{CG_{p}} = \sum_{i=1}^{p} rel_{i} " S143 Q328
	Q188884 P2534 "r_u = \frac{a}{2} \sqrt{2} \approx 0.707 \cdot a" S143 Q328
	Q7319685 P2534 "u_i = \overline{u_i} + u_i',\," S143 Q328
	Q5163611 P2534 "X(z) = \Re \int_{z_0}^z X_z(z)\,dz" S143 Q328
	Q2331395 P2534 "\mathbb{Q}(\sqrt[3]{2})=\{a+b\sqrt[3]{2}+c\sqrt[3]{4}\in\mathbb{A}\,\|\,a,b,c\in\mathbb{Q}\}" S143 Q328
	Q196117 P2534 "BA = A \left( \frac{\pi}{180} \right) \left( R + K \times T \right)" S143 Q328
	Q360655 P2534 " E(\lambda)=\frac{\Delta\Phi}{\Delta A \Delta\lambda}" S143 Q328
	Q3798224 P2534 "COP_{Carnot}=\frac{T_{C}}{T_{H}-T_{C}}" S143 Q328
	Q4703170 P2534 " U_n^{(a)}(x;q) = (-a)^nq^{n(n-1)/2}{}_2\phi_1(q^{-n}, x^{-1};0;q,qx/a)" S143 Q328
	Q4666729 P2534 " H_1(C, \mathbb{Z}) \cong \mathbb{Z}^{2g}." S143 Q328Q1370994 P2534 "\mathrm{d}G = n^2\, \mathrm{d}S \cos \theta\, \mathrm{d}\Omega." S143 Q328
	Q17016052 P2534 "c = \frac{1}{\sqrt{\mu_0 \varepsilon_0}} \ ." S143 Q328
	Q16155113 P2534 "C^+=\{x_i (-1)^i\chi(x_1,\dots,x_{i-1},x_{i+1},\dots,x_{r+1})=1\} " S143 Q328
	Q846537 P2534 "G = M / N" S143 Q328
	Q5121661 P2534 "p(\phi) \qquad \qquad (0\le\phi<2\pi),\," S143 Q328
	Q2570568 P2534 "f(a,i) = a_i." S143 Q328
	Q5469821 P2534 " \text{frk} \geq \text{acc} \cdot \left ( \frac{\text{acc}}{q} - \frac{1}{h} \right)." S143 Q328
	Q8069645 P2534 "(\forall a,b\in M)\ a + b = 0 \implies a = b = 0 \!" S143 Q328
	Q5057372 P2534 "\Delta G_p = \Delta H_p - T \Delta S_p" S143 Q328
	Q13361555 P2534 " I = I_0 \cos^2 \theta_i," S143 Q328
	Q648497 P2534 " pH = 6.1 + \log_{10} \left ( \frac{[HCO_3^-]}{0.03 \times PaCO_2} \right )" S143 Q328
	Q1190858 P2534 "dE_\nu = I_\nu(\mathbf{r},\hat{\mathbf{n}},t) \cos\theta \ d\nu \, da \, d\Omega \, dt" S143 Q328
	Q25303718 P2534 "B = \frac{\sigma_\tau/m_\tau\ - 1}{\sigma_\tau/m_\tau\ + 1}" S143 Q328
	Q3277053 P2534 "\tau a = a^p\tau" S143 Q328
	Q4815879 P2534 "\pi\colon X\times EG\to X" S143 Q328
	Q7556077 P2534 " \cos \theta_s = \sin \alpha_s = \sin \Phi \sin \delta + \cos \Phi \cos \delta \cos h" S143 Q328
	Q579258 P2534 " \int f'(x)e^{f(x)}\;\mathrm{d}x = e^{f(x)}" S143 Q328
	Q3526722 P2534 "A + B = \{a+b a \in A, b \in B\}," S143 Q328
	Q6029832 P2534 "\sum_{n=0}^\infty(an+b)." S143 Q328
	Q6360193 P2534 " F'(x) \approx \dfrac{F(x+h)-F(x)}{h}=\dfrac{G(x)-F(x)}{h}\," S143 Q328
	Q725944 P2534 " \dot{y} = f(t, y), \quad y(t_0) = y_0. " S143 Q328
	Q913022 P2534 "f(x)=\sum_{k=1}^n a_k {\mathbf 1}_{A_k}(x)," S143 Q328
	Q7974953 P2534 "E_C = {1 \over 2} CV^2" S143 Q328
	Q5275337 P2534 " C = \frac{d \sigma}{ d \Psi}" S143 Q328
	Q176555 P2534 "a\,\|000\rangle + b\,\|001\rangle + c\,\|010\rangle + d\,\|011\rangle + e\,\|100\rangle + f\,\|101\rangle + g\,\|110\rangle + h\,\|111\rangle" S143 Q328
	Q467092 P2534 "A\; be a set of mutually exclusive alternatives among which a consumer can choose." S143 Q328
	Q5155463 P2534 "Y=\beta_0 + \sum_{j=1}^r f_j (\beta_j'x) + \varepsilon ," S143 Q328
	Q899844 P2534 "W = K \log m \," S143 Q328
	Q3258632 P2534 "f(x) = \frac12 \; \operatorname{sech}\!\left(\frac{\pi}{2}\,x\right)\! ," S143 Q328
	Q7841830 P2534 "\alpha_k = \frac{1}{2 \pi}\int_0 ^{2 \pi} e^{-ikt}\,d \mu(t)." S143 Q328
	Q1630568 P2534 "T = G \circ F" S143 Q328
	Q13220368 P2534 " \Phi\colon G\times V \to V \quad\text{or}\quad \Phi\colon A\times V \to V" S143 Q328
	Q6667303 P2534 " i \frac{\partial \psi}{\partial t} + \Delta \psi + \psi \ln \|\psi\|^2 = 0. " S143 Q328
	Q2298136 P2534 "\mu_X= E[X(t)], " S143 Q328
	Q5157329 P2534 "CD = k_1 \cdot\frac{\lambda}{NA}" S143 Q328
	Q599093 P2534 "G(P(n);x)=\frac{3-x^2}{1-x^2-x^3}." S143 Q328
	Q6967037 P2534 "P_{j+1} = R\times P_j - q_{n-(j+1)}\times D\,," S143 Q328
	Q1587799 P2534 "Nc(n) = \frac{(3n-2)(3n-1)}{2}." S143 Q328
	Q7292012 P2534 " \text{Ext} \{0,1\}^n \times \{0,1\}^d \rightarrow \{0,1\}^m \, " S143 Q328
	Q7265300 P2534 "\left(\frac{d}{dx}\right)_q f(x)=\frac{f(qx)-f(x)}{qx-x}." S143 Q328
	Q5986738 P2534 "I \langle s,t \mid s^2, t^3, (st)^5 \rangle\ " S143 Q328
	Q5695923 P2534 "Q(A) \simeq \prod_1^r Q(A/\mathfrak{p}_i)." S143 Q328
	Q7360844 P2534 "E(R_i) = R_f + \beta_{im}[E(R_m) - R_f].\," S143 Q328
	Q4874479 P2534 " f(A \mid m) = \prod_p \phi \left(A_p \mid A_\text{base} + r\sum_c C_{cp}, \nu^{-1} \right) ," S143 Q328
	Q17126077 P2534 "\cdots \to \pi_{i+1} BD \to \pi_i B(d \downarrow f) \to \pi_i BC \to \pi_i BD \to \cdots.}}" S143 Q328
	Q5167613 P2534 " p_i=n\cdot{I}\cdot{b(T)}\frac{N^2\alpha^2}{V^{n+1}}\," S143 Q328
	Q7646020 P2534 " \mathrm I_s^{2 \omega}(\gamma)=C \|s_1 \sin {2 \gamma}\ \chi_{xxz}\|^2(I^{\omega})^2" S143 Q328
	Q5310221 P2534 " \left\\| f \right\\| = \sup\{ \left\| f(x) \right\| x \in X, \left\\| x \right\\| \leq 1\}" S143 Q328
	Q560430 P2534 "\sigma^0 = \left\langle {{RCS_i}\over{A_i}} \right\rangle " S143 Q328
	Q1190516 P2534 "R_E = \Lambda_E^{-1/2} = {c \over \sqrt{4\pi G\rho}}." S143 Q328
	Q210385 P2534 "\log_{10} p = A-\frac{B}{C+T}" S143 Q328
	Q849428 P2534 " T t \mapsto -t." S143 Q328
	Q3847057 P2534 "f=a_0+b_0x+b_1y+c_0x^2+2c_1xy+c_2y^2+\dots\," S143 Q328
	Q6935135 P2534 "\scriptstyle \mu=nKN^{-1} " S143 Q328
	Q5329 P2534 "\mathfrak{p} = \sum_{i=1}^N \, q_i \, \mathbf{r}_i \, ." S143 Q328
	Q1775153 P2534 "C= \cfrac{t_L}{S(S-1)/2}," S143 Q328
	Q56218 P2534 "p_t = p_s + \left(\frac{\rho u^2}{2}\right)" S143 Q328
	Q17165804 P2534 "x^2 = 4" S143 Q328
	Q465274 P2534 "m \frac{\mathrm{d}^2 x(t)}{\mathrm{d}t^2} = F(x(t)),\," S143 Q328
	Q1039525 P2534 "1(1-\varepsilon) + 2\varepsilon = 1+\varepsilon" S143 Q328
	Q5455804 P2534 "\ \{x-2h, x-h, x, x+h, x+2h\}." S143 Q328
	Q1430919 P2534 " H = - \sum_i p_i \ln p_i \!\," S143 Q328
	Q3489869 P2534 "A + B = \{a+b a \in A, b \in B\}." S143 Q328
	Q4666644 P2534 "f(h(x)) = h(x + 1)" S143 Q328
	Q7243620 P2534 "v = \sum_{i \in I} a_i(v) e_i." S143 Q328
	Q974071 P2534 "\alpha + \alpha' + \beta + \beta' + \gamma + \gamma' = 1." S143 Q328
	Q5058126 P2534 " \frac{ -\Delta P}{ L }=\frac{1}{r}\frac{d}{dr}(\mu_c r \frac{du_c}{dr}); 0 \le r\ \le R-\delta\," S143 Q328
	Q83587 P2534 "\dot{x} = A x + B u" S143 Q328
	Q4544933 P2534 " \frac{p_k}{p_{k-1}} = a + \frac{b}{k}, \qquad k = 1, 2, 3, \dots" S143 Q328
	Q6731561 P2534 "x_\mathrm{L} = \omega L_\mathrm{M}" S143 Q328
	Q16000080 P2534 "c^2(t_2 - t_1)^2 - (x_2 - x_1)^2 - (y_2 - y_1)^2 - (z_2 - z_1)^2 = 0." S143 Q328
	Q25048605 P2534 "s =\frac{l}{d}" S143 Q328
	Q7606915 P2534 "\frac{16}{3} r^3" S143 Q328
	Q174565 P2534 "[(2+3)\times4]^2=400" S143 Q328
	Q204034 P2534 "\sinh x = \frac {e^x - e^{-x}} {2} = \frac {e^{2x} - 1} {2e^x} = \frac {1 - e^{-2x}} {2e^{-x}}." S143 Q328
	Q3457759 P2534 " \mathrm{Res}(f,\infty) = -\mathrm{Res}\left( {1\over z^2}f\left({1\over z}\right), 0 \right)" S143 Q328
	Q7382669 P2534 "E_\text{out} = \sum_{n=1}^\infty {K_n E_\text{in}^n}" S143 Q328
	Q1422356 P2534 "p(x) = a_0 + a_1x + a_2x^2 + \cdots + a_nx^n, \,\!" S143 Q328
	Q623738 P2534 "c_{\rm v} = \frac{\sigma}{\mu}" S143 Q328
	Q1437042 P2534 " \partial_z \rightarrow \partial_z +iA_z(z,\overline{z})" S143 Q328
	Q6863330 P2534 "\ln y = \ln y_0 + rS + \beta_1 X + \beta_2 X^2" S143 Q328
	Q660303 P2534 "p = 10^{999} + n," S143 Q328
	Q17010046 P2534 " \operatorname{eta-reduct}[X] = X " S143 Q328
	Q205451 P2534 "\frac {F}{\rho AV^2} = f(R_n, \alpha)" S143 Q328
	Q899494 P2534 "<math chem>\text{affinity} = \alpha[\ce A]^a[\ce B]^b." S143 Q328
	Q3526803 P2534 " C = z_j\overline{X_j} + (1 - z_j) \overline{X}\," S143 Q328
	Q5244630 P2534 " 3x - 5 = 0. \, " S143 Q328
	Q6836632 P2534 " \rho={3\over4}, \quad \eta=0, \quad \xi=1, \quad \xi\delta={3\over4}." S143 Q328
	Q4997435 P2534 "\int\int\int_V div (x^3,y^3,0) dV" S143 Q328
	Q1072771 P2534 " g(n)=\sum_{d\,\mid \,n}f(d)\quad\text{for every integer }n\ge 1" S143 Q328
	Q1320019 P2534 " \Box \varphi = - \dfrac{\rho}{\epsilon_0} \,,\quad \Box \mathbf{A} = -\mu_0\mathbf{J}" S143 Q328
	Q127694 P2534 "\eta_e = \frac{\sigma_n}{\dot{\varepsilon}}\,\!" S143 Q328
	Q901663 P2534 "F(X) = -\nabla U(X)=M\dot{V}(t)" S143 Q328
	Q5251833 P2534 "{}^\circ\mbox{Lintner} = \frac{{}^\circ\mbox{WK} + 16}{3.5}" S143 Q328
	Q5203959 P2534 " P_y = P_{y0}(2e^{-\frac{\pi\|\epsilon\|^2}{2\alpha_0}}-1)" S143 Q328
	Q455935 P2534 "T_{21} = T_{32} = T_{43} = T_{14} = 1," S143 Q328
	Q671617 P2534 "f(x\mid\mu,b) = \frac{1}{2b} \exp \left( -\frac{\|x-\mu\|}{b} \right) \,\!" S143 Q328
	Q7204334 P2534 "S_{Plebanski} = \int_{\Sigma \times R} \epsilon_{ijkl} B^{ij} \wedge F^{kl} (A^i_a) + \phi_{ijkl} B^{ij} \wedge B^{kl} " S143 Q328
	Q6443983 P2534 "\Sigma \chi(r)e(r/p) = G(\chi)" S143 Q328
	Q245656 P2534 "\text{(Cylinder Volume)} = \pi \cdot \left(\frac{\text{bore}}{2}\right)^2 \cdot \text{Stroke}" S143 Q328
	Q4913898 P2534 "\operatorname{Spin}(3) \to \operatorname{SO}(3)\," S143 Q328
	Q4652842 P2534 " R = \left[ \frac {P_t \, G^2 \, \lambda^2 \, A }{(4 \, \pi)^3 \, \sigma_{min}} \right] ^{1 \over 4} \,\!" S143 Q328
	Q1402534 P2534 "\pi_n(x) \sim 2 C_n \frac{x}{(\ln x)^2} \sim 2 C_n \int_2^x {dt \over (\ln t)^2}" S143 Q328
	Q13405516 P2534 "d_{\rm f} \; = \; {{2 D^2}\over{\lambda}} \, ," S143 Q328
	Q5532478 P2534 "\hat{H} = - \frac{\nabla_1^2}{2} - \frac{\nabla_2^2}{2} + \frac{1}{u}" S143 Q328
	Q2037833 P2534 "\,w_{ij}=x_ix_j" S143 Q328
	Q185547 P2534 " f(k;n,p) = \Pr(X = k) = \binom n k p^k(1-p)^{n-k}" S143 Q328
	Q907952 P2534 "\Delta G_i= \sum_{j}\gamma_j O_j~" S143 Q328
	Q123300 P2534 "2.405 \sqrt{\frac{g+2}{g}}, " S143 Q328
	Q179472 P2534 "B={\mu_0 nI\over 2r}\," S143 Q328
	Q5014717 P2534 " E = \sum_{i=1}^{k} \sum_{p \in C_i} (p-m_i)^{2}," S143 Q328
	Q3694432 P2534 "I = \Sigma I_{a,i} + \Sigma I_{c,i}" S143 Q328
	Q18350083 P2534 " \begin{bmatrix} V_1 \\ I_2 \end{bmatrix} = \begin{bmatrix} h_{11} & h_{12} \\ h_{21} & h_{22} \end{bmatrix} \begin{bmatrix} I_1 \\ V_2 \end{bmatrix} " S143 Q328
	Q322177 P2534 "\text{Intensity } (\mathrm{W}/\mathrm{cm}^2) = \frac{\text{average power } (\mathrm{W})}{\text{focal spot area } (\mathrm{cm}^2)}" S143 Q328
	Q5511490 P2534 " \frac{H_t}{ H_0 }=\frac{1}{2-(1-(\frac {\delta}{r_0}))^2}" S143 Q328
	Q3952743 P2534 "\theta_E = \sqrt{\frac{4GM}{c^2}\;\frac{d_{LS}}{d_L d_S}}," S143 Q328
	Q608294 P2534 "\forall (u,v)\in E \qquad f_{uv} \le c_{uv}" S143 Q328
	Q5957786 P2534 "q = C \ \frac{\rho}{g}\ \sqrt{\frac{d}{D}} u_*^3" S143 Q328
	Q5406082 P2534 " \left ( \frac {m}{m+n}, \frac {n}{m+n}, \frac {1}{m+n} \right ). " S143 Q328
	Q7288989 P2534 "\mu (A) = \sup \{ \mu (K) \mid \text{compact } K \subseteq A \}." S143 Q328
	Q11567 P2534 "(x+1)^2 = -9 \," S143 Q328
	Q7517234 P2534 "(a;q)_n = \prod_{0\le j<n}(1-aq^j) = (1-a)(1-aq)\cdots(1-aq^{n-1})." S143 Q328
	Q7575328 P2534 "k_\mathrm{spec} = \\|R\\|\\|V\\|\cos ^n\beta = (\hat{R} \cdot \hat{V})^n" S143 Q328
	Q4724006 P2534 " \operatorname{core}(A) = \left\{x_0 \in A \forall x \in X, \exists t_x > 0, \forall t \in [0,t_x], x_0 + tx \in A\right\}.<ref>{{cite book\|author=Nikolaĭ Kapitonovich Nikolʹskiĭ\|title=Functional analysis I linear functional analysis\|date=1992\|publisher=Springer\|isbn=978-3-540-50584-6}}</ref>" S143 Q328
	Q1204500 P2534 "Z_n = Z_0 + \frac{800}{E+n} (W - W_e)" S143 Q328
	Q5159291 P2534 " \mathbb{P} (Y=0\|X=x) = \frac{ \binom 7 x }{ \binom{10} x } = \frac{ 7! (10-x)! }{ (7-x)! 10! } " S143 Q328
	Q19689164 P2534 "\text{Void Ratio}(e)=\frac{V_v}{V_t-V_v}" S143 Q328
	Q25303692 P2534 "y_t - \rho y_{t-1} = \alpha(1-\rho)+\beta(X_t - \rho X_{t-1}) + e_t. \," S143 Q328
	Q8073863 P2534 " P =\int_K \rho(k) \, dk" S143 Q328
	Q7702929 P2534 "[a,b,c] = abc-acb-bac+bca+cab-cba. \, " S143 Q328
	Q6042757 P2534 "\chi(T) = \sum_{p \in P} \operatorname{length}_p(T) p," S143 Q328
	Q327754 P2534 "\ H(s)=\frac{Y(s)}{X(s)}" S143 Q328
	Q7164654 P2534 "TC(F(\R^m,n))=\begin{cases} 2n-1 & \mathrm{for\,\, {\it m}\,\, odd} \\ 2n-2 & \mathrm{for\,\, {\it m}\,\, even.} \end{cases}" S143 Q328
	Q581997 P2534 "\mathrm{Sc} = \frac{\nu}{D} = \frac {\mu} {\rho D} = \frac{ \mbox{viscous diffusion rate} }{ \mbox{molecular (mass) diffusion rate} }" S143 Q328
	Q18949 P2534 "P_n = \sum_{k=1}^nk^2 = \frac{n(n + 1)(2n + 1)}{6} = \frac{2n^3 + 3n^2 + n}{6} = \frac{n^3}{3} + \frac{n^2}{2} + \frac{n}{6}." S143 Q328
	Q1545397 P2534 "(1+u_x^2)u_{yy} - 2u_xu_yu_{xy} + (1+u_y^2)u_{xx}=0" S143 Q328
	Q5164492 P2534 " \max_{0 \leq x \leq 2\pi} \| f(x) - P_n(x) \| \leq \frac{C(f)}{n^\alpha}, " S143 Q328
	Q903984 P2534 "\langle R \rangle ^3 - \langle R \rangle _0 ^3 = \frac {8 \gamma c_{\infty}v^2D} {9R_g T} t " S143 Q328
	Q742833 P2534 "\int_M K\;dA+\int_{\partial M}k_g\;ds=2\pi\chi(M), \, " S143 Q328
	Q5140810 P2534 "S=\{f(x)g(x)^{-1}\ \|\ x\in X\}" S143 Q328
	Q1165725 P2534 "Q = \frac{A \kappa\,\Delta P}{\mu\,\Delta x}" S143 Q328
	Q5051842 P2534 "M_\lambda=\{v\in M;\,\, \forall\,h\in\mathfrak{h}\,\,h\cdot v=\lambda(h)v\}." S143 Q328
	Q7623974 P2534 "Q(z; x) = x^2 - 2\operatorname{Re}(z)x + \|z\|^2 = (x-z)(x-\overline{z}) \in \mathbf{R}[x]." S143 Q328
	Q180622 P2534 "z_T=\frac{2a^2}{\lambda}," S143 Q328
	Q374926 P2534 " _{E_y}\, \sum_{j=0}^\infty a_j = \sum_{i=0}^\infty \frac{1}{(1+y)^{i+1}} \sum_{j=0}^i {i \choose j} y^{j+1} a_j ." S143 Q328
	Q4721378 P2534 "\\| f \\| = \sup \left\{ \left\| \int_{I} f \right\| I \subseteq \mathbb{R} \text{ is an interval} \right\}." S143 Q328
	Q2145857 P2534 "f_o = \frac{1}{2 \pi \sqrt{L_p \cdot C_o}} \approx \frac{1}{2 \pi \sqrt{L_\mathrm{sc} \cdot (C_w + C_a + C_s)}}" S143 Q328
	Q7447525 P2534 "\hat{x}\ ,\ \hat{y}\ ,\ \hat{z}" S143 Q328
	Q7581467 P2534 "S(q)=\frac{1}{(q)_{\infty}}\sum_{n=1}^{\infty} \frac{q^n \prod_{m=1}^{n-1}(1-q^m)}{1-q^n}" S143 Q328
	Q17010881 P2534 "\pi_{t} = \beta E_{t}[\pi_{t+1}] + \kappa (y_{t} - y_{t}^*) \," S143 Q328
	Q6824324 P2534 " \max_{v \in V} \min_{s \in S} d(v,s)" S143 Q328
	Q6345653 P2534 "\displaystyle \partial_x(\partial_t u+u \partial_x u+\epsilon^2\partial_{xxx}u)+\lambda\partial_{yy}u=0" S143 Q328Q1073295 P2534 " \Gamma_{i \rightarrow f}= \frac{2 \pi} {\hbar} \left \| \langle f\|H'\|i \rangle \right \|^{2} \rho" S143 Q328
	Q176789 P2534 "\sum^{\infty}_{t=0} {\gamma^t R_{a_t} (s_t, s_{t+1})} &nbsp;&nbsp;&nbsp;(where we choose a_t = \pi(s_t))" S143 Q328
	Q1821748 P2534 " W = \frac{(N-k)}{(k-1)} \frac{\sum_{i=1}^k N_i (Z_{i\cdot}-Z_{\cdot\cdot})^2} {\sum_{i=1}^k \sum_{j=1}^{N_i} (Z_{ij}-Z_{i\cdot})^2}," S143 Q328
	Q442601 P2534 "\gamma V^{2/3} = k(T_c - T)\," S143 Q328
	Q1437449 P2534 "FC = V - N - \frac{B}{2}\ " S143 Q328
	Q5199284 P2534 " Z(s) = \operatorname{Tr}(\Delta^{-s}) = \sum_{n=1}^{\infty} \vert \lambda_{n} \vert^{-s}." S143 Q328
	Q1256564 P2534 "S = {1 \over 2\kappa} \int R \sqrt{-g} \, \mathrm{d}^4x \;," S143 Q328
	Q117553 P2534 "r_E(\text{Levered}) = r_E(\text{Unlevered}) + \frac{D}{E}(r_E(\text{Unlevered}) - r_D)" S143 Q328
	Q4677988 P2534 "\tilde{H}_i(X)=0, \quad \forall i\ge 0." S143 Q328Q4985974 P2534 " E(X_1+\cdots+X_n) = E(X_1)+\cdots+E(X_n). " S143 Q328
	Q4903712 P2534 "\frac{(P \leftrightarrow Q)}{\therefore (P \to Q)}" S143 Q328
	Q1121552 P2534 "f(A,B,C) =\sum m(0,1,2,5,6,7)\," S143 Q328
	Q295299 P2534 "\mathcal{A} (E) = \{ T \in \mathrm{Lin} (E; F_{T}) \mid T \mbox{ surjective and } \dim_{\mathbb{R}} F_{T} < + \infty \}." S143 Q328
	Q2912125 P2534 "(g\cdot f)(x,y)=f((x,y)g)=f(\alpha x+\gamma y,\beta x+\delta y)" S143 Q328
	Q5284646 P2534 "S_n = \{x \in \bold{Z}^+ x\|n \} " S143 Q328
	Q17140034 P2534 "\Phi = collect factors relevant to v" S143 Q328
	Q3001145 P2534 "T\colon \Omega_c^m(M)\to \mathbb{R}" S143 Q328
	Q5347243 P2534 "P(i,j,k,m) \equiv d(c_i,c_j) \leq \frac{m}{k+1}" S143 Q328
	Q2424337 P2534 "\frac{c}{a}=\frac{a}{b}." S143 Q328
	Q853656 P2534 "E_2 - E_1 = h \, \nu_0" S143 Q328
	Q1408908 P2534 "V_{\text{R}_{\text{b}}} = V_{\text{cc}} \, - \, \mathord{\overbrace{(I_{\text{c}} + I_{\text{b}}) R_{\text{c}}}^{\text{Voltage drop across } R_{\text{c}}}} \, - \, \mathord{\overbrace{V_{\text{be}}}^{\text{Voltage at base}}}." S143 Q328
	Q5527838 P2534 " H( \varphi ) = \frac{1}{2} \sum_{(x,y)} P(x,y)\big(\varphi(x) - \varphi(y)\big)^2. " S143 Q328
	Q1753196 P2534 "x = \rho \sin \theta" S143 Q328
	Q207721 P2534 "L = \frac {Q}{m}." S143 Q328
	Q899927 P2534 " V=\frac{c\,B_\text{int}\,\mu_{\rm N}}{E_\gamma}(3g_n^e+g_n)" S143 Q328
	Q7858705 P2534 " E\psi = -\hbar^2\left[\frac{1}{2\mu}\left(\nabla_1^2 +\nabla_2^2 \right) + \frac{1}{M}\nabla_1\cdot\nabla_2\right] \psi + \frac{e^2}{4\pi\epsilon_0}\left[ \frac{1}{r_{12}} -Z\left( \frac{1}{r_1}+\frac{1}{r_2} \right) \right] \psi " S143 Q328
	Q4889470 P2534 "u_t+uu_x+Hu_{xx}=0" S143 Q328
	Q4423782 P2534 " \frac{1}{K} \, d_T(g,h) \le d_S(g,h) \le K \, d_T(g,h) ." S143 Q328
	Q2098720 P2534 "\bar{z}=w " S143 Q328
	Q7554955 P2534 "\rho_E=\frac{4\cdot {\pi}\cdot a\cdot R_W}{1+\frac{2\cdot a}{\sqrt{a^2+4\cdot b^2}}-\frac{a}{\sqrt{a^2+b^2}}}\, <ref name=Andolfato1997>" S143 Q328
	Q6964171 P2534 "\int_{-\infty}^\infty \frac{1}{(t + i)^2} \,dt." S143 Q328
	Q7243084 P2534 "T = 50 + 10 {x- \mu \over \sigma}" S143 Q328
	Q122894 P2534 "E = hf" S143 Q328
	Q3080284 P2534 "\frac{x^3+x^2+1}{x^2-5x+6} = (x+6) + \frac{24x-35}{x^2-5x+6}," S143 Q328
	Q6742954 P2534 "f_n = \frac{k-1}{kN} + \frac{k(N-1)}{kN}f_{n-1}" S143 Q328
	Q154844 P2534 "T_l=\frac{L}{c-v}+\frac{L}{c+v} =\frac{2L}{c}\frac{1}{1-\frac{v^{2}}{c^2}} \approx\frac{2L}{c}\left(1+\frac{v^2}{c^2}\right)" S143 Q328
	Q5532448 P2534 " c \equiv m^e \pmod{n}." S143 Q328
	Q3962249 P2534 " D = \left\{ A \in \sigma(I) \colon \mu_1(A) = \mu_2(A) \right\}. " S143 Q328
	Q7310310 P2534 " F_{y\|x} = F_{y\|\eta^Tx}," S143 Q328
	Q1065153 P2534 "\sin \theta \simeq \theta" S143 Q328
	Q620584 P2534 "(10a+b) \cdot (10c+d)" S143 Q328
	Q7049464 P2534 " C = \frac{1}{m}\sum_{i=1}^m{\mathbf{x}_i\mathbf{x}_i^\mathsf{T}}." S143 Q328
	Q1850712 P2534 "\psi_X\colon N \to F(X)\," S143 Q328
	Q899248 P2534 "J(\phi) = C \cos2 \phi + B \cos\,\phi + A" S143 Q328
	Q5384491 P2534 "\\|x + y\\| \leq K(\\|x\\| + \\|y\\|)" S143 Q328
	Q7269455 P2534 " f(x)=\sum_\alpha a_\alpha x^\alpha\text{, where }\alpha=(i_1,\dots,i_r)\in \mathbb{N}^r \text{, and } x^\alpha=x_1^{i_1} \cdots x_r^{i_r}, " S143 Q328
	Q6060369 P2534 "X = \frac{x}{x^2+y^2},\ Y=\frac{y}{x^2+y^2}," S143 Q328
	Q375889 P2534 "3 + 6 = 9\;" S143 Q328
	Q7660748 P2534 " f(A) = \sum_{i=1}^k f(\lambda_i) ~ A_i ~," S143 Q328
	Q7813341 P2534 " \vec{X} = \vec{X}( \mathbb{Z}_n ; S )" S143 Q328
	Q669094 P2534 "n \in X \Leftrightarrow \mathbb{N} \models \varphi(\underline n)," S143 Q328
	Q17051866 P2534 " RP(g)=(\Pi_{i=1}^kr_{g,i})^{1/k}" S143 Q328
	Q4455033 P2534 " f(re^{i\theta})\rightarrow f_{1}(e^{i\theta}) " S143 Q328
	Q2717602 P2534 "\rho(\mathbf{x},t) = \int_{-\infty}^\infty \hat{\rho}(\mathbf{x},\omega) e^{-i \omega t}" S143 Q328
	Q1098081 P2534 " \frac{\partial \mathbf{v}}{\partial t} + ( \mathbf{v}\cdot\nabla ) \mathbf{v} = -\nabla p + \nu\Delta \mathbf{v} +\mathbf{f}(\boldsymbol{x},t)" S143 Q328
	Q4920126 P2534 " a + k{\bold Z} = \{ a + k\lambda \lambda \in {\bold Z} \}." S143 Q328
	Q1144780 P2534 "H_0(X), H_1(X), H_2(X), \ldots " S143 Q328
	Q1782585 P2534 " 2\cdot\left(\frac{4!}{2!\cdot2!}\right)^2 = 2\cdot6^2= 2\cdot36 =72" S143 Q328
	Q737492 P2534 "a^{p-1} \equiv 1 \pmod{p}." S143 Q328
	Q1934165 P2534 "x^6 - 9 x^3 + 8 = 0. \," S143 Q328
	Q7280492 P2534 "k[x_1, x_2,\ldots, x_n] " S143 Q328
	Q1092942 P2534 "y''(x) - x\ y(x) = \frac{1}{\pi} " S143 Q328
	Q7278080 P2534 "\Sigma_{XY}=\operatorname{E}( X^TY) \,," S143 Q328
	Q3711325 P2534 "v = \frac{d}{t}," S143 Q328
	Q1628113 P2534 "\hat\gamma(h)=\frac{1}{2}\cdot\frac{1}{n(h)}\sum_{i=1}^{n(h)}(z(x_i+h)-z(x_i))^2" S143 Q328
	Q3455892 P2534 " \operatorname{Var}(\widehat{\boldsymbol{\beta}}_{k}) = \sigma^2 \; V_k (W_k^{T}W_k)^{-1} V_k^{T} = \sigma^2 \; V_k \; \operatorname{diag}\left(\lambda_1^{-1},\ldots,\lambda_k^{-1}\right) V_k^{T} = \sigma^2 \sideset{}{}\sum_{j = 1}^k \frac{\mathbf{v}_j\mathbf{v}_j^{T}}{\lambda_j}." S143 Q328
	Q6489120 P2534 " E(\chi_a) = C a \exp(-a^2/2) + 2 P(\xi>a) " S143 Q328
	Q5583834 P2534 "\operatorname{logit}(P) = \beta_0 + \beta_1 \times \operatorname{logit}(Q) + \epsilon" S143 Q328
	Q357850 P2534 "F(A) = \bigcup_{T \in \mathcal{T}} F(T)." S143 Q328
	Q3554818 P2534 "k[x_0, \ldots, x_n]/I" S143 Q328
	Q5421519 P2534 "\begin{align}&E(a+b)=E(a)\cdot E(b),\\&E(0_F)=1_F \end{align}" S143 Q328
	Q5443004 P2534 " \frac{2 \pi}{P}," S143 Q328
	Q6630839 P2534 "\frac{dL}{dt}=LA-AL" S143 Q328
	Q7874246 P2534 "\left\langle r_1,r_2,\ldots,r_n \mid (r_ir_j)^{m_{ij}}=1\right\rangle" S143 Q328
	Q7268357 P2534 " \mathbf{x^T A x} + \mathbf{b^T x} + c " S143 Q328
	Q17090899 P2534 "- - -" S143 Q328
	Q825857 P2534 "\hat{\mathbb{C}},\quad\overline{\mathbb{C}},\quad\text{or}\quad\mathbb{C}_\infty." S143 Q328
	Q1306095 P2534 " \max \{\, d(x,y) x \in \mathcal{A},\, y \in \mathcal{B}\,\}. " S143 Q328
	Q17165300 P2534 " Z = \frac{1}{{i} \omega C_b + 1/R_b}" S143 Q328
	Q1625767 P2534 "\mathrm{moisture~content} = \frac{m_g-m_{od}} {m_{od}} \times 100%" S143 Q328
	Q2202883 P2534 " X_t = c + \sum_{i=1}^p \varphi_i X_{t-i}+ \varepsilon_t \," S143 Q328
	Q1665420 P2534 " \int_0^T f(t)\;dt ." S143 Q328
	Q1500431 P2534 "Z=V\rho \ ," S143 Q328
	Q25304324 P2534 "n^{3/2}\left(\frac{1}{2}+o(1)\right)." S143 Q328
	Q2997817 P2534 "\cdots\rightarrow A\rightarrow A\rightarrow A\rightarrow\cdots" S143 Q328
	Q11349892 P2534 "L_Q = \log_r\!\left(\frac{Q}{Q_0}\right)\!," S143 Q328
	Q19203119 P2534 "\gamma_k = \lim_{n\to\infty} \frac{E[\lambda_{n,k}]}{n}" S143 Q328
	Q7576727 P2534 "(1-t^2)\frac{d^2y}{dt^2} -2(b+1) t\, \frac{d y}{dt} + (c - 4qt^2) \, y=0" S143 Q328
	Q3075164 P2534 " a_w \equiv p / p_0 " S143 Q328
	Q2226803 P2534 "(x_1-\overline{x},\,\dots,\,x_n-\overline{x})," S143 Q328
	Q1227393 P2534 "i\hbar\frac{\partial \Psi}{\partial t} = (c\hat \boldsymbol \alpha \cdot \hat \boldsymbol p + mc^2\hat \beta)\Psi," S143 Q328
	Q29695 P2534 "\mathbf{Sv}_i = \mathbf{T}\mathbf{T}^T\mathbf{v}_i = \lambda_i \mathbf{v}_i" S143 Q328
	Q50700 P2534 "7x^2-3xy+1.5+y" S143 Q328
	Q270897 P2534 "n^3 + (n + 1)^3 = (2n+1)(n^2+n+1)." S143 Q328
	Q7265255 P2534 "\displaystyle p_n(x;a\|q) = {}_2\phi_1(q^{-n},0;aq;q,qx) = \frac{1}{(a^{-1}q^{-n};q)_n}{}_2\phi_0(q^{-n},x^{-1};;q,x/a) " S143 Q328
	Q1058834 P2534 "V = U + V_r" S143 Q328
	Q7315618 P2534 "(R_f + \text{credit risk rate})(1-T)," S143 Q328
	Q7201780 P2534 "f(\vec{x},\vec{v},t)" S143 Q328
	Q2822669 P2534 "\widehat{ai}, \widehat{ei}, \widehat{oi}, \widehat{oy}, \widehat{au}, \widehat{eu}, \widehat{ou}, diphthongorũ notæ, vt m\widehat{ai}, pl\widehat{ei}n, m\widehat{oi}, m\widehat{oy}, c\widehat{au}''ſ''e, fl\widehat{eu}r, p\widehat{ou}r, id eſt ''maius'', ''plenus'', ''mihi'', ''mei'', ''cauſa'', ''flos'', ''pro''." S143 Q328
	Q25304783 P2534 "f(\mathbf{x}+\mathbf{y}) \approx f(\mathbf{x}) + \mathbf{y}^\mathrm{T} \mathrm{D} f(\mathbf{x}) + \frac{1}{2!} \mathbf{y}^\mathrm{T} \mathrm{D}^2 f(\mathbf{x}) \mathbf{y} + \cdots" S143 Q328
	Q39680 P2534 "M\cdot V = P\cdot Q" S143 Q328
	Q7310696 P2534 "i\hbar \frac{d}{dt} \|\psi\rangle = \hat H \|\psi\rangle" S143 Q328
	Q115605 P2534 "\varepsilon =\frac{\Delta L}{L_0}=\frac{L-L_0}{L_0}" S143 Q328
	Q1052594 P2534 "\mathcal F=\{f_i X \to K, i \in I\} " S143 Q328
	Q1501203 P2534 " \tau = \tau_0 + G \alpha b \rho_\perp^{1/2}\ " S143 Q328
	Q7214750 P2534 "5 \times 3 = 15.\," S143 Q328
	Q192776 P2534 "y_i=\frac{e^{x_i}}{\sum_{j=1}^c e^{x_j}}" S143 Q328
	Q1528019 P2534 "dTf(\omega)=f(\Omega^k)," S143 Q328
	Q2251151 P2534 "R(V,K)=R(V,K_V) \, " S143 Q328
	Q2368605 P2534 "\arctan\sqrt{2}=54.7^\circ" S143 Q328
	Q944604 P2534 "\nabla \times \mathbf{E} = -\frac{\partial \mathbf{B}} {\partial t}" S143 Q328
	Q729844 P2534 "T = 2\pi \sqrt\frac{L}{g} \approx 2\pi \sqrt\frac{6378100}{9.81} \approx 5066 \ \text{seconds} \approx 84.4 \ \text{minutes}" S143 Q328
	Q1034880 P2534 " a \oplus b = \max(a,b) " S143 Q328
	Q1427863 P2534 "T = \frac{\Phi_\mathrm{e}^\mathrm{t}}{\Phi_\mathrm{e}^\mathrm{i}}," S143 Q328
	Q23837519 P2534 "\frac{P}{P_0} = 0.066 \left( \left( \tau - \tau_s \right)^{-0.2} - \tau^{-0.2} \right)" S143 Q328
	Q177058 P2534 "y_k = \varphi \left( \sum_{j=0}^m w_{kj} x_j \right)" S143 Q328
	Q579544 P2534 "f(x)=a + b x+ c x^2+d x^3+\cdots" S143 Q328
	Q2628085 P2534 "\text{Efficiency} = \frac{\text{Measured performance}}{\text{Ideal performance}}" S143 Q328
	Q7281886 P2534 "\displaystyle{F_f(re^{i\theta}) ={1\over 2\pi} \int_0^{2\pi} f(\varphi)\cdot {1- r^2\over 1 - 2r\cos (\theta -\varphi) + r^2}\,d\varphi,}" S143 Q328
	Q18344709 P2534 "d\exp_XY = \left .\frac{d}{dt}e^{Z(t)}\right\|_{t = 0}, Z(0) = X, Z'(0) = Y" S143 Q328
	Q1403502 P2534 " {n + 3 \choose 4} = \frac{n(n+1)(n+2)(n+3)}{24} = {n^{\overline 4} \over 4!}." S143 Q328
	Q1666284 P2534 "B(\frac{N_1}{N_{f1}} + \frac{N_2}{N_{f2}} + ... + \frac{N_k}{N_{fk}}) = 1" S143 Q328
	Q911035 P2534 "\alpha_\lambda=\epsilon_\lambda" S143 Q328
	Q908474 P2534 " V(r) = { 1 \over 4 \pi \varepsilon_0} {Z_1Z_2 e^2 \over r} \varphi(r/a)" S143 Q328
	Q7068267 P2534 " \pi = \sum_{ij} x_i x_j \pi_{ij} = 2 * \sum_{i=2}^n \sum_{j=1}^{i-1} x_i x_j \pi_{ij}" S143 Q328
	Q600617 P2534 "{\sum_{n=0}^k} (n+1)(n+2) = {(k+1)(k+2)(k+3)\over 3}" S143 Q328
	Q5527823 P2534 " x_{n+1} = \exp(-\alpha x^2_n)+\beta, \, " S143 Q328
	Q2620156 P2534 "\Delta Weight_{front} = a \frac{h}{w}m" S143 Q328
	Q181365 P2534 "\mathbf{A}\cdot\mathbf{B}=\sum_{i=1}^n A_iB_i=A_1B_1+A_2B_2+\cdots+A_nB_n" S143 Q328
	Q6583695 P2534 "\nu\mathbb{P}^2\to \mathbb{P}^5" S143 Q328
	Q7496201 P2534 "\tau_\ast = \theta = \frac{\tau}{(\rho_s-\rho) g D}," S143 Q328
	Q2835924 P2534 "N(xy) = N(x)N(y)" S143 Q328
	Q15471847 P2534 "x = ( \lambda - \lambda_0 ) \cos \varphi_0\," S143 Q328
	Q233394 P2534 " Y(s) = P(s) U(s)\,\!" S143 Q328
	Q1103699 P2534 "\left(\frac{p}{5}\right) = \begin{cases} 1 &\text{if }p \equiv \pm1 \pmod 5\\ -1 &\text{if }p \equiv \pm2 \pmod 5 \end{cases}" S143 Q328
	Q4117933 P2534 " S= \frac {Q}{T}" S143 Q328
	Q242028 P2534 "\operatorname{square\_sum}(x, y) = x^2 + y^2" S143 Q328
	Q3664274 P2534 "E_A^A - E_A^D > U_D" S143 Q328
	Q7494442 P2534 "V_{k} (\pi_{k} (K)) \leq V_{k} (\pi_{k} (L)) \mbox{ for all } 1 \leq k < n \implies V_{n} (K) \leq V_{n} (L)." S143 Q328
	Q388525 P2534 " \operatorname{E}(X) = \int_\Lambda X(\lambda) p(\lambda) d \lambda, " S143 Q328
	Q4683807 P2534 "f(n) = the evaluation function." S143 Q328
	Q8068452 P2534 "E_{Zeeman} =-\mu_{0} \int_V\,\textbf M\cdot \textbf H_{Ext} \, \mathrm dV" S143 Q328
	Q3027707 P2534 " x \mapsto \operatorname{tr}~x^2 " S143 Q328
	Q2835868 P2534 "x(n)=\sum_{k=0}^q b_n(k) d(n-k)+v(n)" S143 Q328Q1052508 P2534 "x_k = \cos\left(\frac{2k-1}{2n}\pi\right) \mbox{ , } k=1,\ldots,n." S143 Q328
	Q473322 P2534 "[\hat x,\hat p_x] = i\hbar" S143 Q328
	Q1415463 P2534 " \eta =\frac{\tanh(h_p)}{h_p} " S143 Q328
	Q18205552 P2534 "F_{tc}(t) = \sum_{i=1}^n e^ \left (\frac{(\mu_{tc}-p_i(t))^2}{2X\sigma}\right)" S143 Q328
	Q15637296 P2534 "y^2=a_4x^4+a_3x^3+a_2x^2+a_1x+a_0 \, " S143 Q328
	Q4979609 P2534 "\pi(x;q,a) \le {2x \over \varphi(q)\log(x/q)}" S143 Q328
	Q497408 P2534 "S = \frac{1}{\kappa}\int d^2x\, \sqrt{-g}\left[ -R\Phi - \frac{1}{2} g^{\mu \nu} \nabla_{\mu} \Phi \nabla_{\nu} \Phi - \Lambda + \kappa\mathcal{L}_{\text{mat}} \right]" S143 Q328
	Q1014869 P2534 "M_f = (([0,1]\times X) \amalg Y)\,/\,\sim" S143 Q328
	Q3077635 P2534 "\frac{\pi}{4} = 4 \arctan \frac{1}{5} - \arctan \frac{1}{239}" S143 Q328
	Q33145 P2534 " 1 + (98/100)x = x " S143 Q328
	Q318083 P2534 "x^3 + px = q, \," S143 Q328
	Q7702927 P2534 " H = - \sum_i p_i \ln p_i \!\," S143 Q328
	Q184996 P2534 "H(s) = \frac {1}{1+\alpha s}," S143 Q328
	Q16155268 P2534 " \textstyle x\in {N}," S143 Q328
	Q7634497 P2534 " F_{y\|x} = F_{y\|\eta^Tx}," S143 Q328
	Q4914495 P2534 "\binom{x}{n} = \frac{x(x-1)\cdots(x-n+1)}{n!}" S143 Q328
	Q2908665 P2534 "\forall u\forall v\,\partial(uv) = u \,\partial v + v\, \partial u" S143 Q328
	Q5282616 P2534 "\hat{D}(\alpha)=\exp \left ( \alpha \hat{a}^\dagger - \alpha^\ast \hat{a} \right ) ," S143 Q328
	Q3296857 P2534 "\frac{d}{dx}\sin(x) = \cos(x)" S143 Q328
	Q2373660 P2534 "dW_{mag} = \mathbf{F}_{mag} . d \mathbf{l} = Q\left(\mathbf{v} \times \mathbf{B} \right) . \mathbf{v} dt = 0" S143 Q328
	Q25325257 P2534 " \sigma_{ij} = \Bigl( \lambda \varepsilon_{kk} \delta_{ij} + 2 \mu \varepsilon_{ij} \Bigr) - l^2_s \, \Delta \, \Bigl( \lambda \varepsilon_{kk} \delta_{ij} + 2 \mu \varepsilon_{ij} \Bigr) , " S143 Q328
	Q1087789 P2534 " Q(d) = I d = b (d + c) " S143 Q328
	Q7250171 P2534 "H^p(X \times_S \operatorname{Spec} -, \mathcal{F} \otimes_A -) \to H^p(K^\bullet \otimes_A -), p \ge 0" S143 Q328
	Q3258271 P2534 " \prod^{n-1}_{k=0} (N-k) = \frac {N!}{(N-n)!} " S143 Q328
	Q866116 P2534 "\varphi(x) \leq p(x)\qquad\forall x \in U" S143 Q328
	Q7115970 P2534 "S(t) = \frac{1}{1 + e^{-t}}." S143 Q328
	Q134465 P2534 " \sum_\alpha n_\alpha a_\alpha = 0, \quad n_\alpha\in\mathbb{Z}," S143 Q328
	Q17088349 P2534 " \omega = \frac {2}{ \hbar } \mathcal{E} f( \mathbf{R} )\langle \mathbf{p \cdot \epsilon} \rangle \ . " S143 Q328
	Q3139500 P2534 "\operatorname{Hol}(G)=G\rtimes \operatorname{Aut}(G)" S143 Q328
	Q5600008 P2534 "\gamma_{\alpha\theta}+\gamma_{\theta\beta}\cos{\theta}+\gamma_{\alpha\beta}\cos{\alpha}\ = 0" S143 Q328
	Q7180907 P2534 " \theta = \sin^{-1} \left( \frac{\lambda\ \Delta \Phi}{2 \pi d} \right) " S143 Q328
	Q7269539 P2534 " (a\operatorname{T}b) \wedge \neg(b\operatorname{T}a) \wedge (b\operatorname{T}c) \wedge \neg(c\operatorname{T}b) \Rightarrow (a\operatorname{T}c) \wedge \neg(c\operatorname{T}a)." S143 Q328
	Q17103904 P2534 " j=i+d_i\quad (\bmod\, p),\quad 2\le d_i\le p-2." S143 Q328
	Q5260687 P2534 " {g}_{Na^+} = \bar{g}_{Na^+} m^3h," S143 Q328
	Q1808960 P2534 "y(t)\ \stackrel{\text{def}}{=}\ O_t\{x\}," S143 Q328
	Q1048872 P2534 "\frac{\partial \rho}{\partial t} + \nabla \cdot (\rho \mathbf{v}) = 0" S143 Q328
	Q5505900 P2534 "f(t) = u(t) \sin \omega t \ , " S143 Q328
	Q7783035 P2534 "T(t,r) = \frac{Q}{4 \pi k} \mathrm{Ei} \left( \frac{r^2}{4 a t} \right)" S143 Q328
	Q680509 P2534 " E(\lambda)=\frac{\Delta\Phi}{\Delta A \Delta\lambda}" S143 Q328
	Q81809 P2534 "p = p_0 \cdot \left(1 - \frac{L \cdot h}{T_0} \right)^\frac{g \cdot M}{R \cdot L} \approx p_0 \cdot \left(1 - \frac{g \cdot h}{c_p \cdot T_0} \right)^{\frac{c_p \cdot M}{R}}," S143 Q328Q5141141 P2534 " K_L=\frac{\sin(\alpha)}{\sin(\beta)} K_R=\frac{\sin(\gamma)}{\sin(\beta)}" S143 Q328
	Q353280 P2534 " y(t) = y(t+P) \ " S143 Q328
	Q149972 P2534 "m= \frac{\text{rise}}{\text{run}}= \frac{\text{change in } y}{\text{change in } x} = \frac{\Delta y}{\Delta x}." S143 Q328
	Q17093220 P2534 "\mathrm{PE} = \frac{\#\, \text{cells on day 1}}{\#\, \text{cells plated on day 0}} \times 100" S143 Q328
	Q11083519 P2534 "\operatorname{wnchypg}(x;n,m_1,m_2,\omega) = \operatorname{wnchypg}(n-x;n,m_2,m_1,1/\omega)\,." S143 Q328
	Q1627597 P2534 "S(c_{(1)})c_{(2)}=c_{(1)}S(c_{(2)})=\epsilon(c)1\qquad\mbox{ for all }c\in H." S143 Q328
	Q727103 P2534 "U^* U = UU^* = I ," S143 Q328
	Q4420957 P2534 "\text{Hypothesis }H_0\text{ No leak}" S143 Q328
	Q5462723 P2534 "C_b = K \frac{A}{b}" S143 Q328
	Q7140491 P2534 "\frac{\mbox{total} \; \mbox{votes}}{\mbox{total} \; \mbox{seats}+1}" S143 Q328
	Q1728567 P2534 " NEG = Energy_{\hbox{Consumable}} - Energy_{\hbox{Expended}}." S143 Q328
	Q6664254 P2534 "A^\prime=\mathrm{Hom}(A,\mu)" S143 Q328
	Q1551033 P2534 "\forall x.\, ((x=e) \lor (x\circ x=e) \lor ((x\circ x)\circ x=e) \lor \cdots) " S143 Q328
	Q18639974 P2534 " \pi = P(Q)*Q - C(Q)" S143 Q328
	Q460475 P2534 "f_\textrm{sim} = \frac{f_\textrm{p}NH} {(f_\textrm{p}NH)+H}" S143 Q328
	Q3537483 P2534 "x_1, \dots, x_n,\," S143 Q328
	Q1817463 P2534 " M = \quad \left \lbrack \frac{1+\frac{C}{D}}{\frac{C}{D} + \frac{R}{D}} \right \rbrack B " S143 Q328
	Q1324945 P2534 " E_{0}(x) = E_{0}- \int_{0}^{(x/\cos\theta1)}S(E)\,dL_{1}---Equation(1)" S143 Q328
	Q7139903 P2534 "\mathrm{PS} (A) = \det (I - A), \, " S143 Q328
	Q1192100 P2534 " H(n) = \sum_{k=1}^{n} \frac{1}{k} \le \ln{n} +1" S143 Q328
	Q740970 P2534 "x_{n+1} = r x_n (1 - x_n)," S143 Q328
	Q8037609 P2534 "x' = x - \lfloor (x - x_{min}) / (x_{max} - x_{min}) \rfloor * (x_{max} - x_{min})" S143 Q328
	Q7430063 P2534 "\vec r \cdot \vec n_0 - d = 0.\," S143 Q328
	Q6935136 P2534 "v_i = \frac{2 A}{L-1} i - A; \quad i = 0,1,\dots, L-1" S143 Q328
	Q713056 P2534 "X^p - X + \alpha,\," S143 Q328
	Q8083978 P2534 "\Delta p = \rho \cdot g \cdot h_f" S143 Q328
	Q2054322 P2534 "\theta = \frac{2}{3} \sum_i \frac{\theta_i}{2}" S143 Q328
	Q4918750 P2534 "\displaystyle 144(x^4+y^4)-225(x^2+y^2)+350x^2y^2+81=0." S143 Q328
	Q7604415 P2534 "y(t) = x(t) + w(t) \, " S143 Q328
	Q1753014 P2534 "\text{Wi} = \dfrac{ \mbox{viscous forces} }{ \mbox{elastic forces} } = \frac{\mu \dot{\gamma}}{E \epsilon} = \dot{\gamma} \lambda.\," S143 Q328
	Q203920 P2534 " \chi_{\mathrm{top}}(x,y) = x . \," S143 Q328
	Q25048644 P2534 " \min_x \\|Ax-y\\|^2 + \lambda \\|x\\|^2" S143 Q328
	Q5422043 P2534 "\Psi_c\mathbb{\hat{C}}\setminus \overline{\mathbb{D}}\to\mathbb{\hat{C}}\setminus Kc" S143 Q328
	Q7268364 P2534 "\int \frac{dx}{a+bx+cx^2}. " S143 Q328
	Q332772 P2534 "\lambda_k = \|\{ j \in \mathbb{Z}_{R^n} \delta_j = k \}\| \, , \text { for } k \in \mathbb{Z}_R" S143 Q328
	Q17004744 P2534 "X\mid Y=r \sim P_r for r=1,2,\dots,K" S143 Q328
	Q1588488 P2534 "\phi(r) = e^{-(\varepsilon r)^2}\, " S143 Q328
	Q932001 P2534 " E = i H " S143 Q328
	Q1151645 P2534 "\nu = M + 2\sum_{s=1}^\infty\frac{1}{s}\left\{J_s(se) + \sum_{p=1}^\infty\beta^p\left[J_{s-p}(se) + J_{s+p}(se)\right]\right\}\sin{sM}, &nbsp; where" S143 Q328
	Q3081789 P2534 "u(t) = K_p \left( e(t) + \frac{1}{T_i} \int_{0}^{t}e(\tau)d\tau + T_d \frac{de(t)}{dt} \right) " S143 Q328
	Q29260 P2534 " \ Du = \frac{\kappa^{\sigma}}{{\Kappa_m}a}" S143 Q328
	Q489593 P2534 "\mathbb{H}_{inv} \, \mathbb{H} = \mathbb{I}" S143 Q328
	Q3058180 P2534 " X_0 \cap X_1" S143 Q328
	Q304490 P2534 "x - 2\langle x,v\rangle v = x - 2 v (v^\text{H} x), " S143 Q328
	Q729359 P2534 "r_1\leq\left\| z\right\| \leq r_3." S143 Q328
	Q7831150 P2534 "\lambda = \frac{\varepsilon_1 - \varepsilon_2}{\varepsilon_1}." S143 Q328
	Q779220 P2534 "k[x_1,\ldots,x_n]." S143 Q328
	Q6777133 P2534 "X = E(X) + \int_0^\infty C_s\,dB_s." S143 Q328
	Q1420023 P2534 "Df_p T_p M \to T_{f(p)}N\," S143 Q328
	Q4677987 P2534 "F \mathcal{C}\to\mathcal{D}," S143 Q328
	Q5165480 P2534 " (X_{ij}) \ \overset{d}{=} \, (X_{\sigma(i)\sigma(j)})" S143 Q328
	Q273508 P2534 " d = \frac{a}{\pi} \sqrt{(n^2 + nm + m^2)}=78.3 \sqrt{((n+m)^2-nm)} \rm pm," S143 Q328
	Q3445479 P2534 " 3 (1+0+0) + 7 (1+0+2) + (1+0+5) \mod 10 = 0.\," S143 Q328
	Q7053197 P2534 "B_2=2\pi\int_0^\infty r^2\left[ 1-e^{-V(r)/k_\text{B}T} \right] dr" S143 Q328
	Q13229797 P2534 "T(X,Y) = \nabla_XY-\nabla_YX - [X,Y]" S143 Q328
	Q1255980 P2534 "P_1 = \frac{\mathrm{outs}}{\mathrm{unseen}\,\,\mathrm{cards}}" S143 Q328
	Q7600088 P2534 "\lim_{n\to\infty} \sqrt[n]{\|S_n(\beta)\|}." S143 Q328
	Q3746868 P2534 "\ \frac{dM^2}{M^2} = \frac{\gamma M^2}{1 - M^2}\left(1 + \frac{\gamma - 1}{2}M^2\right)\frac{4f}{D_h}dx " S143 Q328
	Q6042581 P2534 " (n,\theta) \in \{ n \in \Z n \ge 0 \} \times \{ \theta = 1/k k \in \Z, \ k \ge 1 \} \, . " S143 Q328
	Q7268354 P2534 " A=T(V)/\langle S\rangle " S143 Q328
	Q3366755 P2534 "dx(t) = \mu(x(t),t)\,dt + \sigma(x(t),t)\,dW(t)" S143 Q328
	Q2903821 P2534 "(rm)s = r(ms) ." S143 Q328
	Q2498974 P2534 "\displaystyle\mathrm{rad}(n)=\prod_{\scriptstyle p\mid n\atop p\text{ prime}}p" S143 Q328
	Q4493444 P2534 " G=\langle X\|R\rangle\qquad (*)" S143 Q328
	Q601796 P2534 "\partial_t \phi + \partial^3_x \phi + 6\, \phi\, \partial_x \phi =0\," S143 Q328
	Q5889857 P2534 "HME_k(X)=\pi_k({\rm Homeo}(X))." S143 Q328
	Q7236602 P2534 "\mathrm{N} \mathfrak{p} = \|\mathcal{O}_k / \mathfrak{p}\|. " S143 Q328
	Q16821514 P2534 "N(t) = N_0 e^{kt/T} \," S143 Q328
	Q5380802 P2534 "S(\rho,\phi) \equiv S[Q',R'] = S(\rho_{QR}')" S143 Q328
	Q1662488 P2534 " IR = \frac{E[R_p-R_b]}{\sigma} = \frac{\alpha}{\omega} = \frac{E[R_p-R_b]}{\sqrt{\mathrm{var}[R_p-R_b]}}," S143 Q328
	Q7229808 P2534 " \frac{dN}{dt} = rN\left(1-\frac{N}{K}\right)\," S143 Q328
	Q17085977 P2534 " W=6e^{\displaystyle-3.5\left\vert\frac{dh}{dx}+0.05\right\vert}" S143 Q328
	Q5297129 P2534 "\text{Ext}_{A_}^{s,}(Z/pZ,Z/pZ). \," S143 Q328
	Q15916346 P2534 " E= E_{0}\exp[i(k_{x} x + k_{z} z -\omega t)]\," S143 Q328
	Q7048578 P2534 " \ln{L^{d}_{t} } = \frac{1}{a} \left[ - \ln{W_{t}} + \ln{P_{t}} + b + s_{t} \right] " S143 Q328
	Q1209487 P2534 "E_k = \begin{matrix} \frac{1}{2} \end{matrix} mv^2 " S143 Q328
	Q5464310 P2534 "U^{-1}=e^{-\beta \mathbf{\alpha} \cdot \hat{p} \theta} = \cos \theta - \beta \mathbf{\alpha} \cdot \hat{p} \sin \theta \,," S143 Q328
	Q3885125 P2534 "\{q_i, q_j\} = 0 \qquad \{p_i, p_j\} = 0 \qquad \{q_i, p_j\} = \delta_{ij}" S143 Q328
	Q383672 P2534 "t = \ln(3) \cdot RC\approx 1.1 RC" S143 Q328
	Q2509291 P2534 "r=p_1p_2\cdots p_n" S143 Q328
	Q4853767 P2534 "\| g(y) \| = 1 \mbox{ for all } y \in Y" S143 Q328
	Q7444733 P2534 "R_1 = 1~ \mbox{since}~0.0519 \ >= 0.02 " S143 Q328
	Q5072842 P2534 "\frac{d^2 S}{dz^2}+\left(\sum _{j=1}^N \frac{\gamma _j}{z - a_j} \right) \frac{dS}{dz} + \frac{V(z)}{\prod _{j=1}^N (z - a_j)}S = 0" S143 Q328
	Q3258268 P2534 "Velocity > \left (\frac {C}{2 \times Transmit Frequency \times Pulse Width} \right)" S143 Q328
	Q7269031 P2534 "\mathbf{V}_\mathrm{quad} = \frac{\lambda d^2 Cos[2 \phi]}{4 \pi \epsilon_0 s^2} ([[SI]] units)" S143 Q328
	Q4491936 P2534 " \pi^- + C\to \bar\Sigma^- + K^0 + \bar K^0 + K^- + p^+ + \pi^+ + \pi^- + nucleus~~~recoil" S143 Q328
	Q7250140 P2534 "\zeta = \frac{m_p}{m_0}" S143 Q328
	Q5876398 P2534 "\mathbb{E} \left[ e^{\lambda X} \right] \leq \exp \left( \frac{\lambda^2 (b - a)^2}{8} \right)." S143 Q328
	Q3299 P2534 "(r\bar{b}+b\bar{r})/\sqrt{2}." S143 Q328
	Q1814856 P2534 " BSFC = \frac{r}{P} " S143 Q328
	Q2025821 P2534 "A\circ B = (A\ominus B)\oplus B, \, " S143 Q328
	Q9289328 P2534 "\phi_U \pi^{-1}(U) \to U \times \mathbf{C}^k" S143 Q328
	Q825595 P2534 "a_s = G_{11}a + G_{12} b" S143 Q328
	Q7387105 P2534 " 0 = E_0 \subseteq E_1 \subseteq \ldots \subseteq E_n = E " S143 Q328
	Q1650458 P2534 " {\pi\over 4} = 4 \arctan \left({1\over 5}\right) - \arctan \left({1\over 70}\right) + \arctan \left({1\over 99}\right)" S143 Q328
	Q2560593 P2534 "\left(0,\ \frac{2}{\sqrt3},\ \frac{2\phi^2}{\sqrt3}\right), \left(\pm1,\ -\frac{1}{\sqrt3},\ \frac{2\phi^2}{\sqrt3}\right)" S143 Q328
	Q1412436 P2534 "y''(s) = f(y(s),y'(s),s)" S143 Q328
	Q21072551 P2534 "Activity = var(y(t)). " S143 Q328
	Q639608 P2534 " {x_1x_2\dotsx_n} = \sgn(\sigma) ({x_{\sigma(1)}x_{\sigma(2)}\dots x_{\sigma(n)}}) \qquad \forall\boldsymbol{x} = (x_1,x_2,\dots,x_n) \in A^n" S143 Q328
	Q17143471 P2534 "z(r)=0" S143 Q328
	Q1144436 P2534 "V =\hat{\mathbf{k}} \cdot \frac{\nabla\times\mathbf{\tau}}{\beta}." S143 Q328
	Q190556 P2534 "(\cos (x) + i \sin (x))^n = \cos (nx) + i \sin (nx)," S143 Q328
	Q5597090 P2534 " s(v) = \sum_{u \in V(G)} 2^{d(u,v)}" S143 Q328
	Q2065471 P2534 " f^{*} = \frac{bp - q}{b} = \frac{p(b + 1) - 1}{b}, \! " S143 Q328
	Q6217229 P2534 "X_{t}=\mu+\Phi D_{t}+\Pi_{p}X_{t-p}+\cdots+\Pi_{1}X_{t-1}+e_{t},\quad t=1,\dots,T" S143 Q328
	Q1040040 P2534 "\operatorname{Ext}_R^n(A,B)=(R^nT)(B)." S143 Q328
	Q7980566 P2534 " (c_\max)^{2k} \geq \frac{1}{m-1} \left[ \frac{m}{\binom{n+k-1}{k}}-1 \right]" S143 Q328
	Q36829 P2534 " P(Y) = \{ y^\prime \in Y \; \{y^{\prime\prime} \in Y\; y^{\prime\prime} \succ y^\prime, y^{\prime\prime} \neq y^\prime \; \} = \empty \}. " S143 Q328
	Q943917 P2534 "\lim_{n\rightarrow\infty}\frac{\|M^{n+1}\mathbf{v}\|}{\|M^n\mathbf{v}\|} = \|\lambda\| " S143 Q328
	Q4967112 P2534 "x_1^{k_1}+\cdots+x_n^{k_n}=0" S143 Q328
	Q7688964 P2534 " P \or P \Leftrightarrow P" S143 Q328
	Q804316 P2534 "r_E(\text{Levered}) = r_E(\text{Unlevered}) + \frac{D}{E}(r_E(\text{Unlevered}) - r_D)" S143 Q328
	Q259590 P2534 " a \circ \left( b \circ a \right) = \left( a \circ b \right) \circ a ." S143 Q328
	Q4335523 P2534 "1- \exp\left( - F \frac{\pi r^2}{S}\alpha L \right) ," S143 Q328
	Q308708 P2534 " \mathrm{pI} = \frac{\mathrm{p}K_\mathrm{a1} + \mathrm{p}K_\mathrm{a2}}{2} " S143 Q328
	Q6415020 P2534 "\hat{Y} = m - \frac{m}{k} + 1" S143 Q328
	Q5659257 P2534 "E(\phi) = \int_M \\|d\phi\\|^2\, d\operatorname{Vol}." S143 Q328
	Q2068750 P2534 " \text{score}(D,Q) = \sum_{i=1}^{n} \text{IDF}(q_i) \cdot \frac{f(q_i, D) \cdot (k_1 + 1)}{f(q_i, D) + k_1 \cdot \left(1 - b + b \cdot \frac{\|D\|}{\text{avgdl}}\right)}," S143 Q328
	Q6119648 P2534 " J(\chi,\psi) = \sum \chi(a) \psi(1 - a), \, " S143 Q328
	Q1999356 P2534 " L_{2'}(C_X(T)) \le L_{2'}(X)" S143 Q328
	Q657586 P2534 "a_1x_1 + a_2x_2 + \cdots + a_nx_n = b.\ " S143 Q328
	Q254347 P2534 " I^* = (RI) = \{x \in K \ \| \ xI \subset R\}." S143 Q328
	Q3772869 P2534 "y^2(a^2-x^2)=(x^2+2ay-a^2)^2." S143 Q328
	Q19597765 P2534 "{1 \over d_M} \int_M \alpha(\xi) = \sum_F {1 \over d_F} \int_F {\alpha(\xi) \over e_T(F)(\xi)}" S143 Q328
	Q1135677 P2534 "\mathrm{d}s^2={1\over k^2 y^2}(\mathrm{d}y^2+\eta_{\mu\nu}\,\mathrm{d}x^\mu\, \mathrm{d}x^\nu)" S143 Q328
	Q319913 P2534 "\forall x_1, x_2 \in X, \forall t \in [0, 1] \qquad f(tx_1+(1-t)x_2)\leq t f(x_1)+(1-t)f(x_2)." S143 Q328
	Q2510752 P2534 "F(\theta) = \int \textrm{d}r\,g(r)\,\ln f(r;\theta)" S143 Q328
	Q4818252 P2534 "\sigma_n=\frac12 for even ''n'' and \sigma_n=\frac12+\frac{1}{2n} for odd ''n''." S143 Q328
	Q7100707 P2534 " a \mathrel{} K \to A. \, " S143 Q328
	Q7673219 P2534 "f(s) = \sum_{n=0}^\infty (-1)^n {s\choose n} a_n = \sum_{n=0}^\infty \frac{(-s)_n}{n!} a_n" S143 Q328
	Q5948824 P2534 " (x^2+y^2)(u^2+v^2) = (xu-yv)^2 + (xv+yu)^2 \ , " S143 Q328
	Q6823722 P2534 "^{\;}\xi^{i} = (x^1, . . . , x^n, p_1, . . . , p_n) \in \mathbb{R}^{2n}, " S143 Q328
	Q7908981 P2534 "\ LiPE = pIC_{50} - LogP " S143 Q328
	Q17057641 P2534 " \begin{pmatrix}1&1\\0&1\\ \end{pmatrix}, \begin{pmatrix}1&0\\ \rho&1\\ \end{pmatrix}" S143 Q328
	Q6516734 P2534 "\lambda L + \mu L^\prime = 0.\ " S143 Q328
	Q8027770 P2534 "W(n,l) = n + l - \left( \frac{l}{l + 1} \right)" S143 Q328
	Q904125 P2534 " R(r) = N r^{n-1} e^{-\zeta r}\," S143 Q328
	Q4068240 P2534 " p\left(\vec\theta\right) \propto \sqrt{\det \mathcal{I}\left(\vec\theta\right)}.\," S143 Q328
	Q160857 P2534 " P = \frac{W}{t} = \frac{F\cdot d}{t} = \frac{180\,\mathrm{lbf}\cdot 2.4 \cdot 2\, \pi \cdot 12\, \mathrm{ft}}{1\,\mathrm{min}} = 32,572 \cdot \frac{\mathrm{ft} \cdot \mathrm{lbf}}{\mathrm{min}}." S143 Q328
	Q2581692 P2534 " \mathcal{W} = \int_S H^2 \, dA - \int_S K \, dA" S143 Q328
	Q2119889 P2534 "\frac{\partial y}{\partial t} + y \frac{\partial y}{\partial x} = d \frac{\partial^2 y}{\partial x^2}." S143 Q328
	Q7100431 P2534 "\mathcal R=(<_1,\dots,<_t)" S143 Q328
	Q4680537 P2534 " \tan(x+y) = \frac{\tan x + \tan y}{1 - \tan x\tan y} " S143 Q328
	Q1608730 P2534 "^2_1\mathrm{D} +\, ^3_1\mathrm{T} \rightarrow\, ^4_2\mathrm{He} \left(3.5\, \mathrm{MeV}\right)+\, ^1_0\mathrm{n} \left(14.1\, \mathrm{MeV}\right)" S143 Q328
	Q7809920 P2534 "\int_{0}^{x}\phi(t)\psi(x-t)\,dt=0" S143 Q328
	Q534112 P2534 "\mathbf{E} ( \vert X_n \vert )< \infty " S143 Q328
	Q1151902 P2534 "Y=C+I+G+NX \, " S143 Q328
	Q1187614 P2534 "M_F = \frac{W_O + 3 W_F}{W_O + 3 W_F + 2W_O + 0 W_F} = \frac{W_O + 3 W_F}{3W_O + 3 W_F}" S143 Q328
	Q7168093 P2534 "A_{1} \subseteq A \subseteq A_{2} \mbox{ and } \mu \big( f^{-1} ( A_{2} \setminus A_{1} ) \big) = 0." S143 Q328
	Q25303866 P2534 " \\| \psi - \phi \\| " S143 Q328
	Q8027028 P2534 " \iint_{\|z\|<1}\|F(z)\|^2 \, dS<+\infty," S143 Q328
	Q387855 P2534 "\frac{16}{64} = \frac{16\!\!\!/}{6\!\!\!/4}=\frac{1}{4}." S143 Q328
	Q7560453 P2534 "\int_{-\infty}^\infty \frac{H(\varepsilon)}{e^{\beta(\varepsilon - \mu)} + 1}\,\mathrm{d}\varepsilon = \int_{-\infty}^\mu H(\varepsilon)\,\mathrm{d}\varepsilon + \frac{\pi^2}{6}\left(\frac{1}{\beta}\right)^2H^\prime(\mu) + O \left(\frac{1}{\beta\mu}\right)^4" S143 Q328
	Q3825182 P2534 " \iint_D \ f(x,y ) \ dx \,dy , " S143 Q328
	Q7581981 P2534 " K = \beta J " S143 Q328
	Q10380929 P2534 "\Delta y_t = \alpha + \beta t + \gamma y_{t-1} + \delta_1 \Delta y_{t-1} + \cdots + \delta_{p-1} \Delta y_{t-p+1} + \varepsilon_t, " S143 Q328
	Q1501387 P2534 "R^{+}=\bigcup_{i\in \{1,2,3,\ldots\}} R^i." S143 Q328
	Q2247765 P2534 "HPR_n \ = \ \frac{Income + P_{n+1} - P_n}{P_n}" S143 Q328
	Q25111208 P2534 " \tau_0=\frac{a^2}{6D} ," S143 Q328
	Q133508 P2534 "\varphi = \frac{1 + \sqrt{5}}{2}" S143 Q328
	Q22963169 P2534 " f(x + y) = f(x) + f(y)" S143 Q328
	Q7642181 P2534 " F(t) = F_0 + \Delta F \sin(\omega t + \varphi) " S143 Q328
	Q15963867 P2534 " x_{t+1} = rx_t(1-x_t)," S143 Q328
	Q17098889 P2534 "X^\epsilon = \{y\mid \|x\cdot y - 1\| \le\varepsilon \text{ for all } x\in X\}." S143 Q328
	Q6554344 P2534 "v(x,y)=E \left [ V_1 \mid X_1 =x, Y_1 =y\right ]" S143 Q328
	Q14566684 P2534 " 16x^{10}-64x^9+160x^8-384x^7+512x^6-544x^5+456x^4+126x^3+3x^2-4x-177162=0" S143 Q328
	Q1194763 P2534 " \zeta(s) = \sum_{n=1}^{\infty} \frac{1}{n^s}." S143 Q328
	Q179976 P2534 "F(0) = a" S143 Q328
	Q20707803 P2534 "\sum_{t=0}^T \frac{x_t}{(1+r)^t} \le \sum_{t=0}^T \frac{w_t}{(1+r)^t} ," S143 Q328
	Q216320 P2534 "p= \frac{\rho R_u T}{M}" S143 Q328
	Q160039 P2534 " \Delta\ \text {Unemployment} = \beta_0 + \beta_1\text{Growth} + \varepsilon. " S143 Q328
	Q17098125 P2534 "r^n + a_1 r^{n-1} + \cdots + a_{n-1} r + a_n = 0." S143 Q328
	Q905071 P2534 "\mathrm{\,CO + 3\, H_2 \rightarrow C H_{4} + \, H_2O}" S143 Q328
	Q7619060 P2534 "x \wedge \bigvee S = \bigvee \{\, x \wedge s s \in S \,\}, " S143 Q328
	Q5451863 P2534 " \vec{\mathbf{F}}=k\vec{\mathbf{x}} \ " S143 Q328
	Q7307359 P2534 "N=\{ (0)=S_0, S_1, S_2, \dots, S_{n-1}, S_n=\mathbb{C}^n \};" S143 Q328
	Q180752 P2534 " ~\epsilon_t=\sigma_t z_t ~" S143 Q328
	Q1188682 P2534 " T_d(h) = \exp\left[\frac{1}{c^2}\int_0^h g(h') dh'\right]" S143 Q328
	Q5638902 P2534 " J_\nu^{(3)}(x;q) = \frac{x^\nu(q^{\nu+1};q)_\infty}{(q;q)_\infty} \sum_{k\ge 0}\frac{(-1)^kq^{k(k+1)/2}x^{2k}}{(q^{\nu+1};q)_k(q;q)_k} " S143 Q328
	Q2845204 P2534 "{{\partial w }\over{\partial t }} + u {\frac{\partial w}{\partial x}} + v {\frac{\partial w}{\partial y}} + w {\frac{\partial w}{\partial z}} - {\frac{u^2 + v^2}{R}}= - { { \frac{1}{\varrho}}{\frac{\partial p}{\partial z}}} - g +2{\Omega u \cos \varphi} + \nu \left({\frac{\partial^2 w}{\partial x^2}}+{\frac{\partial^2 w}{\partial y^2}}+{\frac{\partial^2 w}{\partial z^2}}\right),\qquad(1) " S143 Q328
	Q1477146 P2534 "I_W = \frac {V_C} {\sqrt{G_S}}." S143 Q328
	Q1047702 P2534 "m_\mathrm{em} = \int {1\over 2}E^2 \, dV = \int_{r_e}^{\infty} \frac{1}{2} \left( {q\over 4\pi r^2} \right)^2 4\pi r^2 \, dr = {q^2 \over 8\pi r_e}," S143 Q328
	Q2903467 P2534 "H(p, q) = \frac {p^2}{2m} + V(q)" S143 Q328
	Q5711175 P2534 "S(\vec{q})=\frac{4\pi^2}{q_z^2}\delta(q_x)\delta(q_y)." S143 Q328
	Q1966547 P2534 "\mathbf{F}_{\mathrm{ext}} + \mathbf{v}_{\mathrm{rel}}\frac{\mathrm{d} m}{\mathrm{d}t} = m {\mathrm{d} \mathbf v \over \mathrm{d}t}" S143 Q328
	Q1819524 P2534 "q = \text{Min}\left(\frac{z_1}{a},\frac{z_2}{b}\right)" S143 Q328
	Q2902561 P2534 "{d^2\theta\over dt^2}+{g\over \ell} \sin\theta=0. " S143 Q328
	Q961847 P2534 "\beth_0=\aleph_0" S143 Q328
	Q7370325 P2534 " Z = \frac{ \zeta^N }{ N! } " S143 Q328
	Q4699433 P2534 "(x-3)x^{14}(x+3)(x^2-x-4)^7(x^2-2)^6(x^2+x-4)^7(x^4-6x^2+4)^{14}.\ " S143 Q328
	Q5276063 P2534 "y^* = y \pm \sum \Delta y" S143 Q328
	Q844471 P2534 " E(t) = \sqrt{I(t)}e^{i\omega_0t}e^{i\psi(t)}" S143 Q328
	Q4639677 P2534 "\left(\sqrt{1/15},\ \sqrt{1/10},\ \sqrt{1/6},\ \sqrt{1/3},\ \pm1\right)" S143 Q328
	Q7091541 P2534 " \frac{S}{L} = \frac{1}{\cos \varphi} = \sec \varphi. " S143 Q328
	Q5322 P2534 "C= \frac{Q}{V}" S143 Q328
	Q258022 P2534 "\frac{dx}{dt}=\alpha [y-x-f(x)]" S143 Q328
	Q1431456 P2534 "a+bi," S143 Q328
	Q1225223 P2534 "\mbox{Copper Loss} \propto I^2 \cdot R" S143 Q328
	Q5104911 P2534 "\forall x\in\mathbb{R}\colon \{s \| f (s) \geq x\}\in\mathcal{F}" S143 Q328
	Q5300166 P2534 "5\rightarrow (1,2)_{1\over 2}\oplus (3,1)_{-{1\over 3}}" S143 Q328
	Q1194458 P2534 "r_{g} = \frac{m v_{\perp}}{\|q\| B}" S143 Q328
	Q1755277 P2534 " P = \begin{bmatrix} 1 & 0 & 0 \\ 0 & 1 & 0 \\ 0 & 0 & 0 \end{bmatrix}. " S143 Q328
	Q1047475 P2534 "\{X_i\}_{i=1}^n" S143 Q328
	Q4688941 P2534 "\det \begin{bmatrix}\dot{\mathbf{x}}, &\ddot{\mathbf{x}}, &\dots, &{\mathbf{x}}^{(n)} \end{bmatrix} = \pm 1." S143 Q328
	Q392416 P2534 " Q=\frac{-\kappa A (p_b - p_a)}{\mu L}." S143 Q328Q2686383 P2534 "x=v\cos u, y=v\sin u, z=h(u) \," S143 Q328
	Q17146496 P2534 " \frac{\partial \varphi}{\partial t}(x,t) = F(\varphi).~" S143 Q328
	Q3905813 P2534 "Z_{ij} = \frac{U_j}{I_i} = M_i \; Z_{ac} \; M_j" S143 Q328
	Q761993 P2534 "f'(x_n) \simeq \frac{f(x_n) - f(x_{n - 1})}{x_n - x_{n - 1}} ," S143 Q328
	Q830044 P2534 "\cosh (\gamma'd) = \cosh (\gamma d) + \frac{Z}{2Z_0} \sinh (\gamma d)" S143 Q328
	Q1781424 P2534 " \hat p \pm z_{1 - \frac{\alpha}{2}} \sqrt{\frac{1}{n}\hat p \left(1 - \hat p \right)}" S143 Q328
	Q836270 P2534 "P(s,n) = \frac{n^2(s-2)-n(s-4)}{2}" S143 Q328
	Q574890 P2534 " 2 d r \tan(0.5^\circ)" S143 Q328
	Q2564360 P2534 "(\hat p -2\sqrt{0.25/n}, \hat p +2\sqrt{0.25/n})" S143 Q328
	Q7797252 P2534 "(a,b)(c,d)=(a+\xi^bc,b+d)," S143 Q328
	Q14524610 P2534 "Q = P_{specific} \times 24 \times \frac{D}{1000} \; [kWh]" S143 Q328
	Q1368009 P2534 "\text{inv}(A) = \| \{(A(i),A(j)) \mid i < j \text{ and } A(i) > A(j)\}\|.{{sfn\|Barth\|Mutzel\|2004\|pp=183}} " S143 Q328
	Q1627103 P2534 "(x^2+y^2)^2=dx^2+ey^2+f. \, " S143 Q328
	Q4873869 P2534 "m= \frac{m_0}{({1 - \frac{v^2}{c^2})}^{3/2}}" S143 Q328
	Q2877 P2534 "\sum_{n=0}^\infty a_n \left( x-c \right)^n = a_0 + a_1 (x-c)^1+ a_2 (x-c)^2 + \ldots" S143 Q328
	Q4454925 P2534 " f(z)= \sum_{-\infty}^\infty a_n z^n,\,\,\,\, g(z)=\sum_{-\infty}^\infty b_n z^n" S143 Q328
	Q215589 P2534 "\mathfrak{p} = \sum_{i=1}^N \, q_i \, \mathbf{r}_i \, ." S143 Q328
	Q967147 P2534 "\lim_{n\to\infty}\frac{\ln(g(n))}{\sqrt{n \ln(n)}} = 1" S143 Q328
	Q3046749 P2534 "\textstyle E = E_i + E_p - E_t" S143 Q328
	Q918227 P2534 " q = hA(T_{a}-T_{b})" S143 Q328
	Q5473264 P2534 "\alpha_t(x_t) = p(x_t,y_{1t}) = \sum_{x_{t-1}}p(x_t,x_{t-1},y_{1t})." S143 Q328
	Q669420 P2534 "\text{tug-of-war value} = \frac{m_p}{m_s} \cdot \left( \frac{d_s}{d_p} \right)^2" S143 Q328
	Q4914025 P2534 "<math chem>K_\ce{B,C}=\frac{K_\ce{AC}}{K_\ce{AB}}" S143 Q328
	Q5009765 P2534 "\\|G(x_1,\dots,x_k)\\|\le c\\|x_1\\|\cdots\\|x_k\\|." S143 Q328
	Q1779440 P2534 "x-x_0=-\lambda (x_P-x_0)" S143 Q328
	Q190391 P2534 "S_n = \frac{X_1+\cdots+X_n}{n}" S143 Q328
	Q1326936 P2534 "E_{em}=\frac{1}{2}\frac{e^{2}}{a},\qquad m_{em}=\frac{2}{3}\frac{e^{2}}{ac^{2}}" S143 Q328
	Q826467 P2534 " D\leq \frac{\log{(n-1)}}{\log(\lambda_0/\lambda_1)}+1. <ref name="personal.plattsburgh.edu">http//personal.plattsburgh.edu/quenelgt/pubpdf/diamest.pdf</ref>" S143 Q328
	Q11212 P2534 "\left[\frac{Fe}{H}\right]\ =\ -1.07 \pm 0.01" S143 Q328Q194158 P2534 "R_b = {1 \over T_b}," S143 Q328
	Q5643249 P2534 " d(x, z)+d(z, y)=d(x, y),\," S143 Q328
	Q979962 P2534 " \vec T = u_1\vec a_1 + u_2\vec a_2 + u_3\vec a_3, " S143 Q328
	Q238619 P2534 "V_1\, and V_2\, are the absolute velocities at the inlet and outlet respectively." S143 Q328
	Q15285793 P2534 "\frac{p_A A}{p.q}=\frac{p-c}{p}.e_A" S143 Q328
	Q18206182 P2534 "N = R_{\ast} \cdot f_p \cdot n_e \cdot f_{\ell} \cdot f_i \cdot f_c \cdot L" S143 Q328
	Q17082537 P2534 "\text{Utility} = \ln W_T," S143 Q328
	Q256122 P2534 "EIRP\|_{log} = P_T - L_c + G_a" S143 Q328
	Q1062962 P2534 "\mathrm{SCL} R_{i,t} - R_{f} = \alpha_i + \beta_i\, ( R_{M,t} - R_{f} ) + \epsilon_{i,t} " S143 Q328
	Q7104936 P2534 " B_{ij}=O_{ij}^2 \text{ for } i,j=1,\dots,n. \, " S143 Q328
	Q1197709 P2534 " a \times b = \frac{\left(\left(a + b\right)^{2} - a^{2} - b^{2}\right)}{2}" S143 Q328
	Q1969721 P2534 "\chi(S,\mathcal{O}_S)=\sum_i (-1)^i h^i(S,\mathcal{O}_S)=2." S143 Q328
	Q5196054 P2534 "K_1 = I_1 + 2 \, R_{ab} \, R^{ab} - \frac{1}{3} \, R^2 " S143 Q328
	Q7782347 P2534 "(R^p f_* \mathcal{F})^\wedge \to \varprojlim_k R^p f_* \mathcal{F}_k" S143 Q328
	Q7497675 P2534 "[B_1(t),\phi(t)]\Longleftarrow SLR \Longrightarrow [A_N(z),B_N(z)]" S143 Q328
	Q500699 P2534 "t_0 = \frac{1}{H_0} F(\Omega_r,\Omega_m,\Omega_\Lambda,\dots) " S143 Q328
	Q7972881 P2534 "\mathrm{WFH} = \frac{\mbox{weight of a given child}}{\mbox{median weight for a given child of that height}} \times 100" S143 Q328
	Q229102 P2534 "\forall y \in Y, \, \exists x \in X, \;\; f(x)=y." S143 Q328
	Q5166524 P2534 "E[f(X)] \geq f(E[X])." S143 Q328
	Q1663499 P2534 "-6x^3+15x-10 = \frac{-12x^3+30x-20}{2}," S143 Q328
	Q4455102 P2534 " p' = \frac{p(1-q)}{(1-p)+p(1-q)} = p \frac{1-q}{1-pq} < p." S143 Q328
	Q752412 P2534 "F = C - P + 2" S143 Q328
	Q988401 P2534 "ds^2 \, = g_{ab}(y) \, dy^a \, dy^b + f(y) g_{ij}(x) \, dx^i \, dx^j. " S143 Q328
	Q760106 P2534 "C_\mathrm L \equiv \frac{L}{q \, S} = {\frac{L}{\frac{1}{2}\rho u^2 \, S}} = {\frac{2 L}{\rho u^2S}} ," S143 Q328
	Q354040 P2534 "\mathbf{F}_{\text{p}}=[[charged particle\|-\frac{e^2}{4 m \omega^2}]][[Del\|\nabla]][[amplitude\|(E^2)]]" S143 Q328
	Q4544973 P2534 "\partial_{A,\bot}A\to(A\Rightarrow\bot)\Rightarrow\bot" S143 Q328
	Q3526751 P2534 "E_\nu = J_\nu \cdot W \cdot \rho" S143 Q328
	Q5450405 P2534 "\exists_{x_1} ... \exists_{x_n} (\varphi_1 \land \varphi_2 \land \varphi_3 \land \varphi_4) \lor \exists_{x_1} ... \exists_{x_n} (\varrho_1 \land \varrho_2 \land \varrho_3 \land \varrho_4)." S143 Q328
	Q5454433 P2534 " x(N)={1\over N+1}\sum_{n=0}^N T^n(x). " S143 Q328
	Q2334637 P2534 "p_x = ap_{x - 1} + b" S143 Q328
	Q2373823 P2534 " \mathrm{A} = \frac{\rho_1 - \rho_2} {\rho_1 + \rho_2} " S143 Q328
	Q25303633 P2534 " 0\to H^0(X,A) \to H^0(X,B) \to H^0(X,C) \to H^1(X,A) \to \cdots." S143 Q328
	Q5514013 P2534 "Payout = Claim \times \frac {Sum\ Insured} {Current\ Value} \!<ref name="NCA">{{cite web \|url=http//www.nca.ie/eng/Research_Zone/Reports/Home_Construction/NCA-Home-construction-Volume-4.pdf \|title=The Home Construction Industry and the Consumer in Ireland, Volume 4 \|author= Grant Thornton (Ireland) \|date=2008-11 \|page=27 \|work=Review of insurance issues \|publisher=National Consumer Agency \|accessdate=2010-02-23}}</ref>" S143 Q328
	Q283380 P2534 "MRS_{xy}=-m_\mathrm{indif}=-(dy/dx) \," S143 Q328
	Q409787 P2534 " t = \frac{R_A + R_O}{\sqrt2(R_B+R_O)} " S143 Q328
	Q17098245 P2534 "C(X_1, X_2, \ldots, X_n) \equiv \operatorname{D_{KL}}\left[ p(X_1, \ldots, X_n) \\| p(X_1)p(X_2)\cdots p(X_n)\right] \; ." S143 Q328
	Q4790259 P2534 " I_A = \frac {\pi} {2g} \int_0^{T_d} a (t)^2 dt (m/s)" S143 Q328
	Q190403 P2534 "\mathrm{Fn_V} = \frac{u}{\sqrt{gV^{1/3}}}" S143 Q328Q3352512 P2534 "\phi(x)=\sum_{k=0}^{N-1} a_k\phi(2x-k)," S143 Q328
	Q44494 P2534 "W_K=c_k (\ln (d_A) - \ln (d_E))\," S143 Q328
	Q5337633 P2534 "V(u)=\Sigma E(e) \mod \|V(G)\|" S143 Q328
	Q12139807 P2534 "V_\mu ^\prime = O_\mu ^\nu V_\nu +P_\mu \, " S143 Q328
	Q5626453 P2534 "f(a,i) = a_i." S143 Q328
	Q4850441 P2534 "B\left(\frac{1-F}{F}p,\frac{1-F}{F}(1-p)\right)" S143 Q328
	Q2122434 P2534 "\langle r,s \mid r^{2^{n-1}} = s^2 = 1, srs = r^{2^{n-2}-1}\rangle\,\!." S143 Q328
	Q851016 P2534 " \sin \theta \approx 1.22 \frac{\lambda}{d}" S143 Q328
	Q1071743 P2534 " z = f(x,y), \quad \vec r(x,y) = (x, y, f(x,y))." S143 Q328
	Q915682 P2534 "E=\frac {1}{2} L I^2" S143 Q328
	Q3455882 P2534 "60^a=3 \Rightarrow a=\frac{\ln 3}{\ln 60}<br /><br />" S143 Q328
	Q519967 P2534 " P = \begin{bmatrix} 1 & 0 & 0 \\ 0 & 1 & 0 \\ 0 & 0 & 0 \end{bmatrix}. " S143 Q328
	Q486598 P2534 "T(n) = O(n) + T(0) + T(n-1) = O(n) + T(n-1)." S143 Q328
	Q4645537 P2534 "\left(\sqrt{1/45},\ 1/6,\ \sqrt{1/28},\ \sqrt{1/21},\ \sqrt{1/15},\ \sqrt{1/10},\ \sqrt{1/6},\ \sqrt{1/3},\ \pm1\right)" S143 Q328
	Q1337490 P2534 "\left( \frac{\mbox{Total Valid Poll}}{\left(\mbox{Seats}+1 \right)} \right) + 1" S143 Q328
	Q5380094 P2534 "S^7 = \left\{ x \in \mathbb{R}^8 \\|x\\| = r\right\}." S143 Q328
	Q1064600 P2534 "\mathcal{D} = \left\{ (\mathbf{x}_i, y_i)\mid\mathbf{x}_i \in \mathbb{R}^p,\, y_i \in \{-1,1\}\right\}_{i=1}^n" S143 Q328
	Q1199563 P2534 "365 = 13^2 + 14^2" S143 Q328
	Q1052704 P2534 "z_i=F(x_i)," S143 Q328
	Q40007 P2534 "p(E)=1+p_1(E)+p_2(E)+\cdots\in H^*(M,\mathbf{Z})," S143 Q328
	Q25303752 P2534 " OPT_P(x) \le k. Here, the best solution to instance x of problem P has a cost, or score, below k." S143 Q328
	Q4531156 P2534 "X_1=0, ~~~ X_k= (1 k)+ (2 k)+\cdots+(k-1\ k), ~~~ k=2,\dots,n. " S143 Q328
	Q1786523 P2534 "x^2+4x+2=(x-2)^2" S143 Q328
	Q18358586 P2534 " [\phi,f\cdot\psi] = \rho(\phi)[f]\cdot\psi +f\cdot[\phi,\psi]," S143 Q328
	Q185357 P2534 " C \propto \|T_c - T\|^{-\alpha}." S143 Q328
	Q1155313 P2534 "\sum_{n=N}^\infty f(n)" S143 Q328
	Q663129 P2534 " a_{12} x_2p_1" S143 Q328
	Q868473 P2534 " f(x) = \begin{cases}x & \mbox{if }x \ge 0, \\ 0 &\text{if }x < 0\end{cases}" S143 Q328
	Q1073756 P2534 " \lambda = \frac{h}{m c} = \frac{2 G m}{c^2} " S143 Q328
	Q4919230 P2534 "x = x_1 + hx_2,\ y = y_1 + h y_2,\ z = z_1 + hz_2, \quad h^2 = -1 = i^2 = j^2 = k^2 ." S143 Q328
	Q907869 P2534 "r = \pm\theta^{1/2}\," S143 Q328
	Q997962 P2534 "2\left(\frac{d^2}{2} +d\right)^{2^{n-1}}," S143 Q328
	Q5511950 P2534 "\rho_i = \frac{\lambda^+_i}{\mu_i + \lambda^-_i}" S143 Q328
	Q795705 P2534 "m_1(x) = x^4+x+1." S143 Q328
	Q844456 P2534 "\frac{F_c}{k_{op}} = \frac{1}{k_{op}}2m\Omega X_{ip} \omega_r \cos(\omega_r t)" S143 Q328
	Q12857599 P2534 "(x_1 \vee \neg x_3) \wedge (\neg x_2 \vee x_3) \wedge (\neg x_1 \vee \neg x_2)" S143 Q328
	Q7624692 P2534 " a(u,u) \geq c \cdot \\|u\\|^2 " S143 Q328
	Q5406124 P2534 "\forall a, b, c\in X\,(a\,R\, b \land a \,R\, c \to b \,R\, c)." S143 Q328
	Q622938 P2534 "CD = k_1 \cdot\frac{\lambda}{NA}" S143 Q328
	Q16958842 P2534 "\pi_0 H(X, Y) \to [X, Y], \quad (f, g) \mapsto g \circ f^{-1}" S143 Q328
	Q4796285 P2534 "I_{abs} + k \left( \frac{\partial T}{\partial z} + r \frac{\partial T}{\partial r} \right) + \rho_l \nu_i L_v - \rho_v \nu_v (c_p T_i + E_v) = 0 '''(1)'''" S143 Q328
	Q25304038 P2534 "\mathcal{L} (\phi, \partial_\mu \phi, x_\mu)" S143 Q328
	Q50053 P2534 "r_1 = a \cdot {m_2 \over m_1 + m_2} = {a \over 1 + m_1/m_2}" S143 Q328
	Q1660299 P2534 "\mbox{Diameter Ratio} = 1-(1-0.2)^{\frac{1}{2}} \approx 10.6\%" S143 Q328
	Q1322644 P2534 "n^2 - n + 41, \, " S143 Q328
	Q219142 P2534 "x_0=m_0\times10^{n_0}" S143 Q328
	Q3813294 P2534 " L = L_\text{f} + L_\text{int}, " S143 Q328
	Q17014694 P2534 "U(x,y,z) \propto \iint_\text{Aperture} \,A(x',y') e^{-i \frac{2\pi}{\lambda}(lx' + my')}dx'\,dy'" S143 Q328
	Q10956917 P2534 "t = B \left( \frac{V}{A} \right)^n" S143 Q328
	Q190463 P2534 " \frac{M_1}{(R-r)^2}=\frac{M_2}{r^2}+\frac{M_1}{R^2}-\frac{r\left(M_1+M_2\right)}{R^3}" S143 Q328
	Q6046288 P2534 "\mathbf{n}_{12} \times (\mathbf{E}_2 - \mathbf{E}_1) = \mathbf{0} " S143 Q328
	Q1816844 P2534 "\mathcal{E}=-\frac{\partial \Phi}{\partial t}," S143 Q328
	Q5205808 P2534 "\mathbf{Q}[x]/(f(x))" S143 Q328
	Q308442 P2534 " n(t) = \frac {k} {(c+t)}" S143 Q328
	Q3258630 P2534 "f(x\|a < X \leq b) = \frac{g(x)}{F(b)-F(a)} = Tr(x)" S143 Q328
	Q7164949 P2534 "f \colon Y \rightarrow X " S143 Q328
	Q17165867 P2534 " \mathfrak{P}(\mathfrak{C}(\mathcal{Z})) = \mathcal{P}." S143 Q328
	Q7795822 P2534 "\int \mathbb{I}[\mathbb{E}(r\|a,x,\theta) = \max_{a'} \mathbb{E}(r\|a',x,\theta)] P(\theta\|\mathcal{D}) \, d\theta," S143 Q328
	Q827455 P2534 "\psi(x)=\psi(x+l) \, " S143 Q328
	Q5508780 P2534 " x \cdot y = L_1(x)y + L_2(y)x - L_1(x) L_2(y) e. " S143 Q328
	Q1551387 P2534 " X (affirmation)" S143 Q328
	Q143873 P2534 "E = \beta_1 + \beta_2 for gears of the same handedness" S143 Q328
	Q7783166 P2534 " {{\dot a}^2} \propto {a^2} \rho</center>" S143 Q328
	Q1209055 P2534 " \frac{a + b}{c} = \frac{\cos\left(\frac{\alpha - \beta}{2}\right)}{\sin\left(\frac{\gamma}{2}\right)} " S143 Q328
	Q573947 P2534 " \theta _f \approx \lambda / d " S143 Q328
	Q17105742 P2534 "V_\mathrm{rms} = \sqrt { \frac { \sum t_i \cdot {V_i}^2 }{\sum t_i} }" S143 Q328
	Q3813668 P2534 "\max_{\|z\| \le 1}( \|P'(z)\| ) \le n\cdot\max_{\|z\| \le 1}( \|P(z)\| ) " S143 Q328
	Q3181331 P2534 "T_\text{load} = T_\text{hold}\ e^{ \mu \phi} ~," S143 Q328
	Q7301169 P2534 "j\colon V\to V\," S143 Q328
	Q25098917 P2534 "\operatorname{Ext}^n(M, N) \otimes \operatorname{Ext}^m(L, M) \to \operatorname{Ext}^{n+m}(L, N)" S143 Q328
	Q5152903 P2534 "T_{1} reads x on A and writes y on B, i.e., T_{1} = R_{1A}(x) W_{1B}(y) when using notation common for concurrency control." S143 Q328
	Q6915414 P2534 "\liminf_{n \to \infty} F_{n} (x_{n}) \geq F(x);" S143 Q328
	Q4734004 P2534 "\left\|A\cap B\right\| < \infty." S143 Q328
	Q2485106 P2534 "\operatorname{distance}(ax+by+c=0, (x_0, y_0)) = \frac{\|ax_0+by_0+c\|}{\sqrt{a^2+b^2}}. " S143 Q328
	Q83296 P2534 " \, h \, \sim \, 2\, \sqrt{ \kappa t } \," S143 Q328
	Q7280126 P2534 "2\pi R \sinh \frac{r}{R} \,." S143 Q328
	Q3147824 P2534 " 1 \lor 2 \iff \| 0 \rangle " S143 Q328
	Q1377422 P2534 "\frac{\operatorname d^2 R}{{\operatorname dQ}^2} < \frac{\operatorname d^2 C}{{\operatorname dQ}^2}" S143 Q328
	Q918552 P2534 "\|P_\mathrm{R}\| = \|P_\mathrm{\gamma}\| \," S143 Q328Q1258253 P2534 " \alpha(1) = \operatorname{Cor}(z_{t+1}, z_t)," S143 Q328
	Q42213 P2534 "W = F s." S143 Q328
	Q1634243 P2534 " \sum_{i=1}^n \text{MRS}_i = \text{MRT} " S143 Q328
	Q25303660 P2534 "H_i(X, A) = \operatorname{Tor}_i^\mathbb{Z}(C, A)" S143 Q328
	Q2309760 P2534 "\frac{\partial f}{\partial\bar{z}} = \frac{1}{2}\left(\frac{\partial f}{\partial x} + i\frac{\partial f}{\partial y}\right)=0." S143 Q328
	Q5167914 P2534 "f(x;c,k) = ck\frac{x^{c-1}}{(1+x^c)^{k+1}}\!" S143 Q328
	Q913764 P2534 "f(a) = \frac{1}{2\pi i} \oint_\gamma \frac{f(z)}{z-a}\, dz " S143 Q328
	Q3527279 P2534 " \lim_{x \to \infty} (f*h)(x) = A \int f(x) \, dx " S143 Q328
	Q171486 P2534 "(\overbrace{x}^\text{abscissa}, \overbrace{y}^\text{ordinate})" S143 Q328
	Q6626686 P2534 "A,A\to B\vdash B." S143 Q328
	Q7227107 P2534 "p_n > n \cdot \ln n. " S143 Q328
	Q7940823 P2534 "P_{\mathrm{VWAP}} = \frac{\sum_{j}{P_j \cdot Q_j}}{\sum_j{Q_j}} \," S143 Q328
	Q25303744 P2534 " \frac{d{y}}{dt} = L_1 ({y}) + L_2 ({y}) " S143 Q328
	Q1147928 P2534 " v = \frac{V_\max\ [\mbox{S}]}{K_m + [\mbox{S}]} " S143 Q328
	Q4868770 P2534 "\phi(w,x,y,z) = \oint_\gamma f\left((w+ix)+(iy+z)\zeta,(iy-z)+(w-ix)\zeta,\zeta\right)\,d\zeta" S143 Q328
	Q6445660 P2534 "d(x, A) = \inf \{ d(x, a) \| a \in A \}." S143 Q328
	Q139965 P2534 "y(p)= \frac {\partial \pi (p)}{\partial p}" S143 Q328
	Q5527852 P2534 "\int_a^b f(x)\,dx." S143 Q328
	Q10614739 P2534 "\ 1 1 1." S143 Q328
	Q5312375 P2534 " \left \| \alpha - \frac{p}{q} \right \| < \frac{f(q)}{q} " S143 Q328
	Q5504887 P2534 " \left( \sum_{n=1}^\infty \|a_n\|\right)^4 \leq \pi^2 \sum_{n=1}^\infty \|a_n\|^2 \, \sum_{n=1}^\infty n^2 \|a_n\|^2~." S143 Q328
	Q6158 P2534 "\ F_\text{C} = \frac{1} {4 \pi \varepsilon_0} \frac{q_1 q_2} {r^2}" S143 Q328
	Q7601294 P2534 " Q_{10}=\left( \frac{R_2}{R_1} \right )^{10/(T_2-T_1) }" S143 Q328
	Q7512748 P2534 " \mathrm{SNR} = \frac{\mu_\mathrm{sig}}{\sigma_\mathrm{bg}}" S143 Q328
	Q451330 P2534 "S=\sum_{p\le P}\exp(2\pi i f(p))." S143 Q328
	Q1404488 P2534 " \langle\phi_1\otimes\phi_2,\psi_1\otimes\psi_2\rangle = \langle\phi_1,\psi_1\rangle_1 \, \langle\phi_2,\psi_2\rangle_2 \quad \mbox{for all } \phi_1,\psi_1 \in H_1 \mbox{ and } \phi_2,\psi_2 \in H_2 " S143 Q328
	Q132013 P2534 " C=\frac{\kappa\varepsilon_{0}A}{t} " S143 Q328
	Q5333534 P2534 "\frac{1} {2} hD(1-x)t" S143 Q328
	Q550628 P2534 "(h {~\wedge\!\!\!\!\!\!\bigcirc~} k)(X_1,X_2,X_3,X_4) = h(X_1,X_3)k(X_2,X_4) + h(X_2,X_4)k(X_1,X_3) - h(X_1,X_4)k(X_2,X_3) - h(X_2,X_3)k(X_1,X_4) " S143 Q328
	Q179916 P2534 "v = H_0 \, D" S143 Q328
	Q7333607 P2534 " \{z \in \mathbb{C} \quad \quad \mbox{Re}(z) > 0\}" S143 Q328
	Q672821 P2534 "c = \frac{n}{V} = \frac{N}{N_{\rm A}\,V} = \frac{C}{N_{\rm A}}." S143 Q328
	Q4790949 P2534 " \frac{\sin\alpha}{\sin\beta} < \frac{\alpha}{\beta} < \frac{\tan\alpha}{\tan\beta}. " S143 Q328
	Q25304486 P2534 "\|T_0^L\| + \|T_0^R\| = \|T_2^L\| + 1 + \|T_2^R\| + 1 = (\|T_2^L\| + \|T_2^R\| + 1) + 1" S143 Q328
	Q7392719 P2534 "P=\left\langle a,b,c,d\,\|\, a^{2}=b^{2}=c^{2}=d^{2}=(ab)^{3}=(bc)^{3}=(ac)^{3}=(ad)^{3}=(cd)^{3}=(bd)^{3}=1\right\rangle" S143 Q328
	Q75688 P2534 "\lambda(t) = \lim_{\Delta t \to 0} \frac{P(t \le T < t + \Delta t \| T \ge t)}{\Delta t} " S143 Q328
	Q7563786 P2534 " \sum_{l=1}^n \lambda^{l} x_l = \sum_{k=1}^n (1-\lambda)^{k-1} \lambda^{n-k+1} \sum_\mathrm{samp} \min ( x_{\alpha_1}, x_{\alpha_2}, \dots, x_{\alpha_k} ) " S143 Q328
	Q16825816 P2534 "a(i,k) \leftarrow \min \left( 0, r(k,k) + \sum_{i' \not\in \{i,k\}} \max(0, r(i',k)) \right) for i \neq k and" S143 Q328
	Q479834 P2534 "f^{-1}\mathcal{G}(U) = \mathcal{G}(f(U)) " S143 Q328
	Q4327408 P2534 "Y=\alpha + \beta V+\sigma \sqrt{V}X," S143 Q328
	Q1184883 P2534 "\Delta E_{ab}^* = \sqrt{ (L^_2-L^_1)^2+(a^_2-a^_1)^2 + (b^_2-b^_1)^2 }" S143 Q328
	Q3556678 P2534 "\tau_A({\rm SI}) = (1+L_{\rm B})^{\frac{1}{3}} \tau_A({\rm TDB})\," S143 Q328
	Q5530427 P2534 "\operatorname{GKdim} = \sup_{V, M_0} \limsup_{n \to \infty} \log_n \dim_k M_0 V^n" S143 Q328
	Q3258202 P2534 " f(x; a,b) = a b x^{a-1}{ (1-x^a)}^{b-1}, \ \ \mbox{where} \ \ x \in [0,1]," S143 Q328
	Q17148494 P2534 " \frac{(k+1)p_k}{\sum_k (k+1)p_k}=\frac{(k+1)p_k}{m+1}" S143 Q328
	Q6795917 P2534 "\lim_{M\rightarrow\infty}(\ln{\sum_{N=1}^M N!})=\ln{M!} \ " S143 Q328
	Q4437907 P2534 " \Pr[C(m_i) \in B(y, pn)] = \mathrm{Vol}_q(y, pn)/q^n \leq q^{-n(1 - H_q(p))}, " S143 Q328
	Q2739990 P2534 "V(K,U) = \{f\colon X\to Y \mid f(K) \subseteq U \}" S143 Q328
	Q7534724 P2534 "MD\rightarrow C " S143 Q328
	Q5516877 P2534 " EHS = HS \times (1 - NPOT) + (1-HS) \times PPOT" S143 Q328
	Q7623607 P2534 " C_{13}=\frac{1}{N} \sum_{r=1}^N Q_r(t_1) Q_r(t_3)=1. " S143 Q328
	Q286136 P2534 "<math chem>Y = (\ce{Bottom}) + \frac\ce{(Top) - (Bottom)}{1 + \left(\frac\ce{X}\ce{EC_{50}}\right)^{-(\text{Hill coefficient})} }" S143 Q328
	Q353292 P2534 "a = 2 \arctan \left( \frac {D/2} {f} \right) = 2 \arctan \left( \frac {D} {2f} \right)" S143 Q328
	Q18349490 P2534 "\frac{\partial C}{\partial t}=\frac{\partial^2 C}{\partial s^2} = \kappa n," S143 Q328
	Q622176 P2534 "\epsilon = 24 \pi^3 \frac{\alpha^2}{T^2 c^2 (1-e^2)}" S143 Q328
	Q7253388 P2534 "(v_1,v_2,v_3). \, " S143 Q328
	Q650859 P2534 "f^{-1}(a, \infty) = \{x\in X f(x)>a\} " S143 Q328
	Q980224 P2534 "x^{2} \equiv 1\pmod{p} " S143 Q328
	Q17103234 P2534 "z^2 = ax^2 + by^2 \ " S143 Q328
	Q7512759 P2534 " m = \frac{\frac{\sum x_iy_i}{n} - \frac{\sum x_i}{n} \frac{\sum y_i}{n}}{\frac{\sum x_i^2}{n}-(\frac{\sum x_i}{n})^2} \qquad \qquad b = \frac{\sum y_i}{n} - m \frac{\sum x_i}{n} " S143 Q328
	Q1195226 P2534 "\mu = \delta \, d." S143 Q328
	Q1503574 P2534 "\mathrm{SNR} = \frac{N}{\sqrt{N}} = \sqrt{N}. \, " S143 Q328
	Q1071948 P2534 "<math chem>[\ce M + n\ce H]^{n+} + \ce{e^- ->} \left[ [\ce M + (n-1)\ce H]^{(n-1)+} \right]^* \ce{-> fragments}" S143 Q328
	Q987236 P2534 "\int \sec^3 x \, dx = \frac{1}{2}\sec x \tan x + \frac{1}{2}\ln\|\sec x + \tan x\| + C." S143 Q328
	Q1032075 P2534 "{v} = \frac {\Delta f}{f} \frac {c}{2} \," S143 Q328
	Q3633114 P2534 " CGPA \,\! = {\sum_{i=1}^N C_i . {GP}_i \over \sum_{i=1}^N C_i}" S143 Q328
	Q4860582 P2534 "N_l \leq \frac{1}{2l+1} \frac{2m}{\hbar^2} \int_0^\infty r \|V(r)\|_{V<0}\, dr" S143 Q328
	Q13697 P2534 "E_\text{k} =\tfrac{1}{2} mv^2 " S143 Q328
	Q17147155 P2534 "P = {2 \over 27} \rho_a A C_L({C_L \over C_D})^2 V^3 " S143 Q328
	Q4493449 P2534 " \|f(z)\|\le M(r) \|z\|" S143 Q328
	Q5511721 P2534 "\lim_{i\to\infty}\frac{\|gF_i\,\triangle\,F_i\|}{\|F_i\|} = 0 for all group elements g in G." S143 Q328
	Q753658 P2534 "\varphi \colon G \to {\mathbb{R}} \cup \{ - \infty \}" S143 Q328
	Q25303685 P2534 " \frac{\partial u}{\partial t} = -u \frac{\partial u}{\partial x} \quad \text{with } x\in R " S143 Q328
	Q228376 P2534 "(1 - x^2) \frac{d^2}{d x^2} P_\ell^m(x) - 2 x \frac{d}{d x} P_\ell^m(x) + \left[ \ell (\ell + 1) - \frac{m^2}{1 - x^2} \right] P_\ell^m(x) = 0," S143 Q328
	Q889515 P2534 "\tau_=\frac{u^2_}{(s-1)gd}," S143 Q328
	Q2098163 P2534 "s_d is effective screw diameter, or [[pitch (screw)#Pitch diameter\|pitch diameter]]" S143 Q328
	Q288465 P2534 "\varphi G \times X \to X (g,x)\mapsto \varphi(g,x)" S143 Q328
	Q4477759 P2534 "[p, q, r] ~\leftrightarrow~(q \rightarrow p) \and (\neg q \rightarrow r)" S143 Q328
	Q18373 P2534 "F = G\frac{m_1 m_2}{r^2}." S143 Q328
	Q1372220 P2534 "V\left(\rho,\varphi,z\right) = \frac{1}{4 \pi \epsilon_0} \left( \frac{q}{\sqrt{\rho^2 + \left(z-a \right)^2}} + \frac{-q}{\sqrt{\rho^2 + \left(z+a \right)^2}} \right) \," S143 Q328
	Q1147936 P2534 " \frac{ \left\Vert A^{-1} e \right\Vert / \left\Vert A^{-1} b \right\Vert }{ \left\Vert e \right\Vert / \left\Vert b \right\Vert } ." S143 Q328
	Q1165838 P2534 "h_n= 2n^2-n = n(2n-1) = {{2n}\times{(2n-1)}\over 2}.\,\!" S143 Q328
	Q7106855 P2534 "f = f(Q) = f(E+J^2/2r_a^2)" S143 Q328
	Q4735165 P2534 " \|z\| = \sqrt{a^2 + b^2 }" S143 Q328
	Q1024219 P2534 "\rm votes \over \rm {seats+1}" S143 Q328
	Q25304561 P2534 "f(x;m,\lambda,\kappa)=\left(\frac{\lambda}{\kappa+1/\kappa}\right)\, e^{-(x-m)\lambda\, s \kappa^s} " S143 Q328
	Q1403517 P2534 "Y = f(X_1,\ldots,X_N)," S143 Q328
	Q2706626 P2534 "P(0)=P(1)=P(2)=1," S143 Q328
	Q24896206 P2534 "\operatorname{cr}(G) \geq \frac{e^3}{29 n^2}." S143 Q328
	Q1378376 P2534 "G, L(G), L(L(G)), L(L(L(G))), \dots.\ " S143 Q328
	Q5310189 P2534 "C\subset\mathbb{F}_q^n" S143 Q328
	Q25038398 P2534 "u_A(x,y)=2x+y," S143 Q328
	Q4300759 P2534 "\phi R^{1,3} \mapsto R^{1,3} " S143 Q328
	Q6934920 P2534 "R^2 = \mathbf{c}^\top R_{xx}^{-1}\, \mathbf{c}," S143 Q328
	Q2247097 P2534 "v=\sqrt{2\mu\over{r}}" S143 Q328
	Q604907 P2534 "<math chem>\ce{\overbrace{(C6H10O5)_\mathit{n}}^{polysaccharide} ->[\ce{H2SO4}][\ce{(sulfuric\ acid)}]}\ 6n\ce{C} + 5n\ce{H2O}" S143 Q328
	Q1066983 P2534 "e^{(\sigma+it)\log n}\," S143 Q328
	Q4388622 P2534 "R_{abcd}= \, S_{abcd}+E_{abcd}+C_{abcd}." S143 Q328
	Q6711213 P2534 " \lim_{n\longrightarrow\infty}\alpha\left(G_n,\varepsilon\right) =0" S143 Q328
	Q901363 P2534 "\alpha=\frac {(y_i/x_i)}{(y_j/x_j)} = K_i/K_j" S143 Q328
	Q638030 P2534 "\omega=\frac{zeB}{m}," S143 Q328
	Q5276043 P2534 "\ H(z)=\frac{b_0+b_1z^{-1}+b_2z^{-2}} {a_0+a_1z^{-1}+a_2z^{-2} }" S143 Q328
	Q15709387 P2534 "a - (a^{-1} + (b^{-1} - a)^{-1})^{-1} = aba" S143 Q328
	Q1166618 P2534 "(x = 0) \lor (x = 1) \lor (x = 2) \lor \cdots." S143 Q328
	Q5165436 P2534 "\sum_{j=1}^n {F_{S_i \rarr S_j}} = 1" S143 Q328
	Q751292 P2534 "\frac{1}{\beta}\log n \approx 4.311\log n," S143 Q328
	Q2160088 P2534 " \max_{x,y} \ \{3x + 2y\} \ \ \mathrm { subject \ to }\ \ x,y\ge 0; cx + dy \le 10, \forall (c,d)\in P " S143 Q328
	Q2111082 P2534 "Y_i = a + bt + \alpha\sin(2\pi\omega T_i + \phi) + E_i " S143 Q328
	Q14402006 P2534 "\forall Q (P \and {\sim}P) \rightarrow Q\;" S143 Q328
	Q1430365 P2534 " a y''(x) + b y'(x) + c y(x) = 0, \;" S143 Q328
	Q3527118 P2534 "(\Delta f)(x)=f(x+1)-f(x)\," S143 Q328
	Q4728349 P2534 "\text{AER}_\text{Equivalent} = \left (1-\frac{GPM_{CD} }{GPM_{CS} }\right ) d^{CD}" S143 Q328
	Q1613856 P2534 "A=\frac{1}{2}(b+d)a (one half times the base times the height)." S143 Q328
	Q5419212 P2534 "0 \;\xrightarrow{}\; A \;\xrightarrow{f}\; B \;\xrightarrow{g}\; C \;\xrightarrow{}\; 0" S143 Q328
	Q1527011 P2534 "V_S \,=\, \sum_i V_i" S143 Q328
	Q2064311 P2534 "pf_i = C/N = 0.311\! ;" S143 Q328
	Q5691531 P2534 " V_R(n) = Kn^\beta " S143 Q328
	Q428919 P2534 "q \le r \le p " S143 Q328
	Q2277190 P2534 " R = k(10g + s) \, " S143 Q328
	Q6803612 P2534 "M_{PAW} = \frac{f * T_i}{60} * (P_{IP} - PEEP) + PEEP" S143 Q328
	Q5254540 P2534 "\Delta \mathbf{v} = \mathbf{v}_1 - \mathbf{v}_0 = \int^{t_1}_{t_0} \mathbf {a} \, dt (vector version)" S143 Q328
	Q7239587 P2534 "f(x,t)=\frac{1}{2\pi} \int \hat{\zeta}_0(\omega) \exp \left[-i\left(k(\omega)x-\omega t \right)\right] d\omega " S143 Q328Q1496380 P2534 "2p &nbsp; as the parameter (i.e., the latus rectum) of a body's orbit," S143 Q328
	Q6643508 P2534 "t_\text{fall} \approx \frac{ a_0^3}{4 r_0^2 c} \approx 1.6 \cdot 10^{-11} \text{s}" S143 Q328
	Q585740 P2534 "\pi_1(T,t_0) \approx \pi_1(S^1,x_0) \times \pi_1(S^1,y_0) \cong \mathbf{Z} \times \mathbf{Z} = \mathbf{Z}^2." S143 Q328
	Q5511112 P2534 " \|Pr[A_1(Y(W)) = f(W)] - Pr[A_2() = f(W)]\| \leq \epsilon " S143 Q328
	Q1184955 P2534 "\Delta{v} = \int_{t_0}^{t_1} \frac{\|T(t)\|}{m(t)}\, dt" S143 Q328
	Q999783 P2534 "f(q_1,q_2,\ldots,q_n)=0," S143 Q328
	Q175116 P2534 " \frac{\partial^2f}{\partial x_1^2} + \frac{\partial^2f}{\partial x_2^2} + \cdots + \frac{\partial^2f}{\partial x_n^2} = 0" S143 Q328
	Q476572 P2534 "E_\mathrm{h} = {\hbar^2 \over {m_\mathrm{e} a^2_0}} = m_\mathrm{e}\left(\frac{e^2}{4\pi\epsilon_0\hbar}\right)^2 = m_\mathrm{e}c^2\alpha^2 = {\hbar c \alpha \over {a_0}} " S143 Q328
	Q6510183 P2534 "\frac{\partial\phi(\mathbf{r},t)}{\partial t} = D\nabla^2\phi(\mathbf{r},t), " S143 Q328
	Q623950 P2534 " x(t) = x(t + T)\text{ for all }t \in \mathbb{R} " S143 Q328
	Q1671857 P2534 "ax + by + cz = [a,b,c] \cdot (x,y,z) =(a,b,c)_L \cdot (x,y,z)_P =" S143 Q328
	Q4961225 P2534 "A(w)B(xw)=\sum_{n=0}^\infty P_n(x)w^n." S143 Q328
	Q592286 P2534 " {n \choose k} = {n \choose n-k}. " S143 Q328
	Q1481571 P2534 " \Pr(\|X - {\mathbf E}(X)\| \ge a\,\sigma )\le \frac {1}{a^2}." S143 Q328
	Q5300173 P2534 " \mu(B(x,2r))\leq C\mu(B(x,r)) \, " S143 Q328
	Q783618 P2534 "\chi = \frac{m_{vapour}}{m_{total}}" S143 Q328
	Q1422055 P2534 "F_{Anchor} = \frac{ F_{Load} }{ 2 \cos( \theta_V / 2 ) }." S143 Q328
	Q2103021 P2534 "\Delta_0^{\rm P} = \Sigma_0^{\rm P} = \Pi_0^{\rm P} = \mbox{P}," S143 Q328
	Q19606595 P2534 " \operatorname{Tanc}(z)=\frac {\tan(z) }{z}" S143 Q328
	Q190573 P2534 "\Gamma(n) = (n-1)!." S143 Q328
	Q3775699 P2534 " \sum (y - Y_r) ^2 is the minimized SSD per segment" S143 Q328
	Q17037028 P2534 " f(z) = (z - r_1)\cdots (z-r_n),\qquad (n\ge 2) " S143 Q328
	Q7520804 P2534 " y_i = \alpha + \beta x_i + \varepsilon_i." S143 Q328
	Q10861030 P2534 " \Delta_i = \sqrt{\frac{(d_{jk}+d_{jl}+d_{kl})(-d_{jk}+d_{jl}+d_{kl})(d_{jk}-d_{jl}+d_{kl})(d_{jk}+d_{jl}-d_{kl})}{16}}" S143 Q328
	Q17098117 P2534 " s_\nu = \sum_{n=1}^N b_n z_n^\nu \ " S143 Q328
	Q17005980 P2534 " q + \sqrt{q} + 1 \leq \|B\| \leq q^2 - \sqrt{q}." S143 Q328
	Q25313756 P2534 "O\bigg(({H\over \epsilon})^2(D \ln ({H\over \epsilon})+\ln({1\over\delta}))\bigg)" S143 Q328
	Q3551264 P2534 "\text{d}s^2 = -\text{d}t^2 + \sum_{k=1}^3 {L_k^2(t)} \sigma_k \otimes \sigma_k" S143 Q328
	Q6810444 P2534 "M_n(x,\beta,\gamma) = \sum_{k=0}^n (-1)^k{n \choose k}{x\choose k}k!(x-\beta)_{n-k}\gamma^{-k}" S143 Q328
	Q278079 P2534 "p(\theta\|x) = \frac{p(x\|\theta)p(\theta)}{p(x)}.<ref>{{cite book\| title=Pattern Recognition and Machine Learning\| author=Christopher M. Bishop\| publisher=Springer\| year=2006\| isbn=978-0-387-31073-2\| pages=21–24}}</ref>" S143 Q328
	Q561905 P2534 "\frac{dW}{dt} = \frac{DA(C_{s}-C)}{L}" S143 Q328
	Q3381809 P2534 "\alpha = {k \over {\rho c_p}}" S143 Q328
	Q867839 P2534 "p_n > n \cdot \ln n. " S143 Q328
	Q957852 P2534 "\sigma_f\sqrt{a} \approx C" S143 Q328
	Q1464689 P2534 " \delta \langle B\|A\rangle = i \langle B\| \delta S \|A\rangle,\ " S143 Q328
	Q1495342 P2534 "P(x,y)=2x^2-y+1" S143 Q328
	Q1327107 P2534 " \mathbf{F} = q\mathbf{E} + q\mathbf{v} \times \mathbf{B}" S143 Q328
	Q2100760 P2534 "\mathbf{X} = (x_1, y_1, \ldots, x_k, y_k)." S143 Q328
	Q6485285 P2534 " \min_x \\|Ax-y\\|_2^2/2 " S143 Q328
	Q5121755 P2534 "CIRC(T) = \{ M ~\|~ M \mbox{ is a minimal model of } T \}" S143 Q328
	Q1356856 P2534 " 0 < \mathbb{E}[S_i] < \infty. " S143 Q328
	Q6667243 P2534 " \frac{d\mathbf{A}}{dt} = \mathbf{KA} + \mathbf{Q}C_p(t)" S143 Q328
	Q528987 P2534 "T \to \langle Tx, O^*y\rangle - \langle TOx, y\rangle = \langle OTx, y\rangle - \langle TOx, y\rangle." S143 Q328
	Q451323 P2534 " D(ab) = D(a)b + aD(b)." S143 Q328
	Q25111406 P2534 " Q_{{slip}} = \frac{\pi\left(\tfrac{d}{2}\right)^4 + 4\left(\tfrac{d}{2}\right)^3 \cdot L(s) }{8\mu} \cdot \frac{\Delta P}{L}<ref name="Ahn Baek">Ahn, C. H.; Baek, Y.; Lee, C.; Kim, S. O.; Kim, S.; Lee, S.; Kim, S.-H.; Bae, S. S.; Park, J.; Yoon, J. J. Ind. Eng. Chem. 2012, 18 (5), 1551–1559.</ref>" S143 Q328
	Q5255370 P2534 " \lim_{x\to\infty}\frac{\pi(x)}{x/\ln(x)}=1," S143 Q328
	Q913837 P2534 "M=\begin{pmatrix} a_{11} & a_{12} & a_{13} \\ a_{21} & a_{22} & a_{23} \\ a_{31} & a_{32} & a_{33} \end{pmatrix}, " S143 Q328
	Q5166389 P2534 "3x+4y=90" S143 Q328
	Q4913867 P2534 " \forall i,j \in \{0,\ldots,n-1\} L_i \in GF(2^m) \and L_i \neq L_j \and g(L_i) \neq 0" S143 Q328
	Q13082 P2534 "f = n_1 n_2 \langle \sigma v \rangle." S143 Q328
	Q5186713 P2534 "C_{super} - C_{normal} = {T \over 4 \pi} \left(\frac{dH_c}{dT}\right)^2_{T=T_c}" S143 Q328
	Q3403592 P2534 "[\eta]=KM^a" S143 Q328
	Q7915764 P2534 "y_k = \mathbf{h}_k^T\mathbf{x}+n_k, \quad k=1,2, \ldots, K" S143 Q328
	Q7431297 P2534 "\sigma(0)=A_0\, " S143 Q328
	Q170477 P2534 "Q = C\; A\; \sqrt {2\;g\;H\;\frac{T_i - T_e}{T_e}}" S143 Q328
	Q6822353 P2534 "B = B_oM ^ {3/4}\," S143 Q328
	Q17099562 P2534 " \emptyset = K_0 \subseteq K_1 \subseteq \ldots \subseteq K_n = K " S143 Q328
	Q749598 P2534 " g_B = g_{obs} - g_\lambda + \delta g_F - \delta g_B+ \delta g_T " S143 Q328
	Q410381 P2534 " \mathrm{N_2 + 8 \ H^+ + 8 \ e^- + 16 \ ATP \longrightarrow 2 \ NH_3 + H_2 + 16 \ ADP + 16 \ P_i} <ref name="Nitrogen fixation the mechanism of the Mo-dependent nitrogenase">{{cite journal \| vauthors = Igarashi RY, Seefeldt LC \| title = Nitrogen fixation the mechanism of the Mo-dependent nitrogenase \| journal = Critical Reviews in Biochemistry and Molecular Biology \| volume = 38 \| issue = 4 \| pages = 351–84 \| date = 2003 \| pmid = 14551236 \| doi = 10.1080/10409230391036766 \| url = http//informahealthcare.com/doi/abs/10.1080/10409230391036766 }}</ref>" S143 Q328
	Q4835208 P2534 "\,\frac{d m_j(t)}{d t} = \phi(\textbf{c}(t))d_j(t)-\epsilon m_j(t)," S143 Q328
	Q29166 P2534 " S - S_0 = k_B \ln \, \Omega \ " S143 Q328
	Q2627459 P2534 "u_{tt} - u_{xx} = 0.\," S143 Q328
	Q8025915 P2534 "bWAR = (P_{runs} - A_{runs}) + (A_{runs} - R_{runs})" S143 Q328
	Q8063250 P2534 "\frac{\partial}{\partial x} \left[ K_{xx} \frac{\partial \phi}{\partial x} \right] + \frac{\partial}{\partial y} \left[ K_{yy} \frac{\partial \phi}{\partial y} \right] + \frac{\partial}{\partial z} \left[ K_{zz} \frac{\partial \phi}{\partial z} \right] = S_{S} \frac{\partial \phi}{\partial t} - q" S143 Q328
	Q461255 P2534 "g_{\mu 4}'=\frac{\part x^{\alpha}}{\part x^{'\mu}} \frac{\part x^{\beta}}{\part x^{'4}} g_{\alpha \beta}= -g_{\mu 4} (\mu \ne 4)" S143 Q328
	Q1094772 P2534 "y(x)=x\frac{dy}{dx}+f\left(\frac{dy}{dx}\right)" S143 Q328
	Q765987 P2534 " U_x = \left\{ y \mid d_M(x,y) < \frac{1}{2}\delta_x \right\} " S143 Q328
	Q1752621 P2534 " n_0+n_{+}+n_{-}=n.\ " S143 Q328
	Q1011784 P2534 "f\left(x;\eta, b\right)=b\eta e^{\eta} e^{bx}\exp\left(-\eta e^{bx} \right)\text{for }x \geq 0, \," S143 Q328
	Q6543824 P2534 "s,t Mor \to Ob " S143 Q328
	Q5312374 P2534 "\beta^{a} \beta^{b} \beta^{c} + \beta^{c} \beta^{b} \beta^{a} = \beta^{a} \eta^{b c} + \beta^{c} \eta^{b a}" S143 Q328
	Q1141840 P2534 "\mathbf{NC}^1 \subseteq \mathbf{NC}^2 \subseteq \cdots \subseteq \mathbf{NC}^i \subseteq \cdots \mathbf{NC}" S143 Q328
	Q2078279 P2534 "f(x) = c x_1^{a_1} x_2^{a_2} \cdots x_n^{a_n} " S143 Q328
	Q7167168 P2534 " \tau = \frac{d}{d_\text{f}} + 1\,\!" S143 Q328
	Q5520341 P2534 " x^{\prime} = F(x) + \alpha(y-x)" S143 Q328
	Q1048748 P2534 " \int f'(x)e^{f(x)}\;\mathrm{d}x = e^{f(x)}" S143 Q328
	Q6036690 P2534 "\left\{ x\mid x\cdot y\le 1 \text{ for all } y\in B \right\}." S143 Q328
	Q2799395 P2534 "\vec F=\mu_o (\vec m \cdot \nabla ) \vec H \,\!" S143 Q328
	Q2878 P2534 "X_k = \sum_{n=0}^{N-1} x_n \cdot W_N^{k n}</ref>\|{{EquationRef\|Eq.1}}}}" S143 Q328
	Q1102508 P2534 "A\bullet B = (A\oplus B)\ominus B, \, " S143 Q328
	Q131594 P2534 "\textstyle \frac{4,195,835}{3,145,727} = 1.333820449136241002" S143 Q328
	Q518131 P2534 "t f(x_1) + (1-t) f(x_2)," S143 Q328
	Q17098001 P2534 " \psi(f) = \int_X f(x) \, d \mu(x) \quad " S143 Q328
	Q863390 P2534 "\mathcal R = \frac{\mathcal F}{\Phi}" S143 Q328
	Q1416829 P2534 "\left(r_1+r_2\right)^2=\left(r_1+r_3\right)^2 + r_4^2-2\cdot\left(r_1+r_3\right)\cdot r_4 \cos\theta (\triangleMicrophone 3, Microphone 2, Gun)" S143 Q328
	Q2246553 P2534 "R=\frac{1}{\sqrt{-K}}." S143 Q328
	Q5251760 P2534 " \displaystyle u_t - u_{xxt} + 2\kappa u_x + 4u u_x = 3 u_x u_{xx} + u u_{xxx}" S143 Q328
	Q5421517 P2534 "U(\{c_t\}_{t=t_1}^{t_2})=\sum_{t=t_1}^{t_2}\delta^{t-t_1}(u(c_t))," S143 Q328
	Q5180651 P2534 "\underbrace{A_i\land\dots\land A_i}_i" S143 Q328
	Q1192014 P2534 "\Gamma = \frac{2 \pi\, \Delta n\, L}{\lambda_0}," S143 Q328
	Q3578586 P2534 " r_e = \frac { 1 } { 2 \sqrt { \varrho } } " S143 Q328
	Q17157132 P2534 "F(\varnothing)=\frac{(T_1-T_0)}{T_0}" S143 Q328
	Q1426666 P2534 "n is the number of the current input sample" S143 Q328
	Q6518935 P2534 "E_d = - \left(\left(Q_2-Q_1\right)/ \left(P_2- P_1\right)\right) \cdot \left(P_1/Q_1\right)" S143 Q328
	Q3075294 P2534 "Z(V, s) = \exp\left(\sum_{m = 1}^\infty \frac{N_m}{m} (q^{-s})^m\right)" S143 Q328
	Q7370316 P2534 "g=1-\frac{1}{2}(V-E+F)=1-\frac{1}{2}(\|Z(\sigma)\|-\|Z(\theta)\|+\|Z(\sigma\theta)\|)" S143 Q328
	Q3391329 P2534 "N(T)=\frac{T}{2\pi}\log{\frac{T}{2\pi}}-\frac{T}{2\pi}+O(\log{T})." S143 Q328
	Q13581127 P2534 "S = \{s_0,s_1,s_2,s_3,\dots\}" S143 Q328
	Q4769703 P2534 " {ALE} = {ARO} \times {SLE}" S143 Q328
	Q17020934 P2534 "\displaystyle \mathcal Z(z) = \sum_n z^n g(n,N) = 1+Nz+ \tfrac{1}{2}N(N-7)z^2+\cdots" S143 Q328
	Q7037183 P2534 " 0 \to \mathfrak{nil}(\mathfrak g)\to \mathfrak g\to \mathfrak{g}^{\mathrm{red}}\to 0" S143 Q328
	Q2659806 P2534 " \text{discount yield}\,(\%) = \frac{\text{face value} - \text{purchase price}}{\text{face value}} \times \frac{360}{\text{days till maturity}} \ X 100 \,\%" S143 Q328
	Q18394143 P2534 "\left \lfloor \frac{n+7}{6} \right\rfloor," S143 Q328
	Q1786640 P2534 " K \equiv \prod_{\omega \,\in\, \Omega} A_\omega" S143 Q328
	Q1754327 P2534 " AP^{-1}Px = b" S143 Q328
	Q649472 P2534 "p(x) = \inf \{ \lambda \in \mathbb{R}_{> 0} x \in \lambda K \} " S143 Q328
	Q1134296 P2534 "H = \{x \in X x^(x) = x^\left(x_0\right)\}" S143 Q328
	Q40112 P2534 "f = \sqrt{a^2-b^2}." S143 Q328
	Q17092828 P2534 " \gamma_j=f_j(0)" S143 Q328
	Q6786281 P2534 " f(t) \approx \hat f_N(t) = \sum_{n=1}^{N} a_n g_{\gamma_n}(t)" S143 Q328
	Q4978699 P2534 "G=BWB =\coprod_{w\in W}BwB" S143 Q328
	Q7250010 P2534 "R(\theta,d) = \mathbb{E}_\theta[ \|\mathbf{\theta - X}\|^2]" S143 Q328
	Q7209104 P2534 "\underbrace{\underbrace{\mathrm{root+suffix}}_{\mathrm{stem}} + \mathrm{ending}}_{\mathrm{word}}" S143 Q328
	Q5357201 P2534 "\langle\phi(0,t)\phi(0,0)\rangle\sim \sum_nA_n\exp\left(-\Delta_nt\right)" S143 Q328
	Q2420684 P2534 " h^2_{T} = \dfrac{ \mbox{reaction rate} }{ \mbox{diffusion rate} }" S143 Q328
	Q1192957 P2534 " \lfloor A^{3^{n}} \rfloor" S143 Q328
	Q7586536 P2534 "V=\frac {\mu} {r \left(1- \frac {1} {c} \frac {dr} {dt} \right)^2}" S143 Q328
	Q4931478 P2534 "\displaystyle C(zt^r B(t))=\sum_{n\ge0}\Phi_n^{(r)}(z)t^n." S143 Q328
	Q837683 P2534 " j^{\star} = \sigma T^{4}" S143 Q328
	Q217357 P2534 "\limsup_{n\to\infty}A_n=\bigcap_{n=1}^\infty\bigcup_{m=n}^\infty A_m." S143 Q328
	Q2643095 P2534 " \frac{dN}{dT} = B - D = bN - dN = (b - d)N = rN," S143 Q328
	Q5421931 P2534 "\{ (x_1,...,x_n) \mid \Phi(x_1,...,x_n) \}\,." S143 Q328
	Q3416481 P2534 "N + S = J" S143 Q328
	Q7858706 P2534 "\ F_\text{C} = \frac{1} {4 \pi \varepsilon_0} \frac{q_1 q_2} {r^2}" S143 Q328
	Q6120011 P2534 "3 - 5 \equiv -2,\ -2 + 6 \equiv 4\pmod 6 \," S143 Q328
	Q193463 P2534 " \pi = \frac{C}{d}" S143 Q328
	Q1747478 P2534 "\int_V \left[ \mathbf{J}_1 \cdot \mathbf{E}_2 - \mathbf{E}_1 \cdot \mathbf{J}_2 \right] dV = \oint_S \left[ \mathbf{E}_1 \times \mathbf{H}_2 - \mathbf{E}_2 \times \mathbf{H}_1 \right] \cdot \mathbf{dS} ." S143 Q328
	Q7307297 P2534 "v_\mathrm i = Vu(\kappa t-x)\,\! " S143 Q328
	Q6899479 P2534 "F(x,y,u,u_x,u_y) = 0\qquad\qquad (1)" S143 Q328
	Q901822 P2534 "\overline{\mu}_j^{(1)} = \overline{\mu}_j^{(2)}" S143 Q328
	Q382520 P2534 " (AB' \parallel A'B \ \and \ BC' \parallel B'C) \Rightarrow CA' \parallel C'A." S143 Q328
	Q3750339 P2534 "C_v = Q \sqrt{\dfrac{SG}{\Delta P}}" S143 Q328
	Q6731505 P2534 " S_{RBB}(n+1)= 2 S_{RBB}(n) + S_{RRB}(n) + 1 = 3 S_{RBB}(n) + 1 \, " S143 Q328
	Q1382890 P2534 "d_{A\cap B}= min(d_A, d_B)" S143 Q328
	Q2128751 P2534 "K =(1+m/M) \|E\|" S143 Q328
	Q6653160 P2534 "R_{2}\ge R_{1} * \text{Prob}( D_{1}>x ) " S143 Q328
	Q206925 P2534 "\sum_{n=0}^\infty a_n \left( x-c \right)^n = a_0 + a_1 (x-c)^1+ a_2 (x-c)^2 + \ldots" S143 Q328
	Q7315720 P2534 "L_{\lambda} = L - \lambda \mathrm{id}." S143 Q328
	Q1633079 P2534 "P = X \sqcup_Z Y." S143 Q328
	Q192024 P2534 " T = R \cap A." S143 Q328
	Q4102679 P2534 "\sigma = \pi R^2 P / 2 \pi R h = R P / 2 h" S143 Q328
	Q7828154 P2534 "\frac{\part u}{\part t} + a\frac{\part u}{\part x} = 0, " S143 Q328
	Q3893508 P2534 "1\le i\le M, \ 1\le j \le N, \ 1\le k \le P " S143 Q328
	Q134787 P2534 " y = mx + b \," S143 Q328
	Q2993026 P2534 "\varepsilon = \frac{t + u \sqrt{d}}{2}" S143 Q328
	Q5514839 P2534 " H_q(x) = x\log_q(q-1)-x\log_qx-(1-x)\log_q(1-x)." S143 Q328
	Q5629002 P2534 "n_{i} = number of -O-O- groups per molecule of the i^{th} species" S143 Q328
	Q5645669 P2534 "x = R K \cos \varphi_1 \sin (\lambda-\lambda_0)" S143 Q328
	Q6731517 P2534 "x_C = \frac{1}{\omega C_M}" S143 Q328
	Q4352436 P2534 "\mathop{\uarr}x = \{y \in X x \leq y\}" S143 Q328
	Q4351325 P2534 "F_0 = 0" S143 Q328
	Q5281389 P2534 " Q* = 2 \pi a + 4 " S143 Q328
	Q485027 P2534 " V_{50} = (U^* )^{1/3} f\left(\frac{A_d}{A_p}\right)." S143 Q328
	Q7247256 P2534 "P f(x) = \sum_{i, j = 1}^{n} a_{ij} (x) \frac{\partial^{2} f}{\partial x_{i} \, \partial x_{j}}(x) + \sum_{i = 1}^{n} b_{i} (x) \frac{\partial f}{\partial x_{i}} (x) + c(x) f(x)," S143 Q328
	Q2472662 P2534 "n(x,y,z,t) = \int f \,dv_x \,dv_y \,dv_z" S143 Q328
	Q2346810 P2534 "x^4-x^2+y^2 = 0." S143 Q328
	Q25428 P2534 "\Delta V_{BA} = V(x_B) - V(x_A) = - \int_{r_0}^{x_B} \vec{E} \cdot d\vec{l} - \left( - \int_{r_0}^{x_A} \vec{E} \cdot d\vec{l} \right) " S143 Q328
	Q7269561 P2534 " K = K_0 \cdot \operatorname{SU}(2). " S143 Q328
	Q7692223 P2534 "\%\ \text{Right-to-left shunt} = \left(\frac{(\text{Total body counts}) - (\text{Total lung counts})}{(\text{Total body counts})}\right)\times 100\%." S143 Q328
	Q1333626 P2534 " a(\epsilon_n, v_n) = a(u,v_n) - a(u_n, v_n) = f(v_n) - f(v_n) = 0." S143 Q328
	Q17098827 P2534 "\lim _{n\to\infty}P_n\Bigl(\cos{z\over n}\Bigr)=J_0(z)" S143 Q328
	Q900456 P2534 "(a,b) = K\langle i,j\rangle/(i^2=a, j^2=b, ij=-ji)." S143 Q328
	Q17003233 P2534 "q = \left\langle{ -a_1, -a_2, a_1a_2, b_1, b_2, -b_1b_2 }\right\rangle \ . " S143 Q328
	Q2906781 P2534 "u(c) = \begin{cases} (1-e^{-a c})/a & a \neq 0 \\ c & a = 0 \\ \end{cases} " S143 Q328
	Q2443617 P2534 " \begin{bmatrix} V_1 \\ V_2 \end{bmatrix} = \begin{bmatrix} z_{11} & z_{12} \\ z_{21} & z_{22} \end{bmatrix} \begin{bmatrix} I_1 \\ I_2 \end{bmatrix} " S143 Q328
	Q5357705 P2534 "Z(t) = Z_0 + \Delta Z_R + \Delta Z_C " S143 Q328
	Q1849533 P2534 " Y=Y^{d}(\tfrac{M}{P}, G, T, Z_1)" S143 Q328
	Q339704 P2534 "T = \frac{1}{2} \dot q^\mathrm{T} M \dot q" S143 Q328
	Q3467003 P2534 " \max E \left[ \int_0^T e^{-\rho s}u(c_s) \, ds + \epsilon^\gamma e^{-\rho T}u(W_T) \right] " S143 Q328
	Q1050425 P2534 "\mathbf P = \frac{\Delta\mathbf p}{\Delta V}" S143 Q328
	Q1077896 P2534 " \varnothing = X_{-1} \subset X_{0}\subset \cdots \subset X_{n} = P ." S143 Q328
	Q3238347 P2534 "x = (x_1, x_2, \ldots, x_n) \," S143 Q328
	Q601799 P2534 "p_1 = firm 1 price, p_2 = firm 2 price" S143 Q328
	Q5259314 P2534 "(\mathrm{D} u)(x) = u'(x) \, " S143 Q328
	Q7917272 P2534 "\sum f(n)\Lambda(n)" S143 Q328
	Q1291626 P2534 "f(x,y,z,w)=xy+yz+w" S143 Q328
	Q8073935 P2534 "R_k=\{x\,\|\,\,d(x,p_k)\leq d(x,R_j),\,\text{for all}\, j\neq k\}." S143 Q328
	Q1572094 P2534 " (\mu_1 \times \mu_2)(B_1 \times B_2) = \mu_1(B_1) \mu_2(B_2)" S143 Q328
	Q4957756 P2534 "\sum_{i = 1}^{m} c_{i} n_{i} = n." S143 Q328
	Q193414 P2534 "N = \left ( 1 - \frac{N_f}{N_F} \times \frac{A_F}{A_f} \right ) \times 100 " S143 Q328
	Q4418086 P2534 " \Phi(\Omega) = \int_M \Omega \wedge * \Omega," S143 Q328
	Q5437005 P2534 "H_N = \frac{1}{\sqrt 2} \begin{pmatrix} H_{N-1} & H_{N-1} \\ H_{N-1} & -H_{N-1} \end{pmatrix}. " S143 Q328Q897261 P2534 " x^{128} + x^7 + x^2 + x + 1" S143 Q328
	Q7203314 P2534 " \dot{\varepsilon}=k A^{m}S^{n} <ref name="Wiley Interscience Fundamentals">{{cite web\|url=http//www3.interscience.wiley.com/journal/112716313/abstract\| title=Wiley Interscience Fundamentals\| accessdate=2009-01-09}}</ref>" S143 Q328
	Q15858144 P2534 "u_{t}-0.5*u_{xxx}+3uu_{x}-3(vw)_{x}=0" S143 Q328
	Q475164 P2534 "\Pr(A>x) \le \Pr(B>x)\text{ for all }x \in (-\infty,\infty)," S143 Q328
	Q1323330 P2534 "\mathrm{Ek}=\frac{\nu}{2D^2\Omega\sin\varphi}" S143 Q328
	Q5310222 P2534 "\etaI\to X\otimes X^, called the '''coevaluation''', and \varepsilonX^\otimes X\to I, called the '''evaluation''', " S143 Q328
	Q3978058 P2534 "T=\begin{pmatrix}T_{00}&T_{01}\\T_{10}&T_{11}\end{pmatrix}" S143 Q328
	Q634552 P2534 "f=\frac{\gamma}{2\pi}B." S143 Q328
	Q832289 P2534 "{\mathbf E} = -\nabla\varphi - \frac{\partial{\mathbf A}}{\partial t}\,, \quad {\mathbf B} = \nabla\times{\mathbf A}." S143 Q328
	Q7581979 P2534 "d = \min_{x,y \in C, x \neq y} d(x,y)," S143 Q328
	Q5907152 P2534 "\lim_{x \rightarrow 0} (\lim_{n \rightarrow \infty} (x^n))=0" S143 Q328
	Q7318304 P2534 "\Gamma(t) = e^{iLt}\Gamma(t=0) \, " S143 Q328
	Q17125607 P2534 " ds^2=f(dt-\tilde{A}d\varphi)^2-r_0^2(\zeta^2+\xi^2)[\frac{d\zeta^2}{(1-\tilde{k}^2\zeta^2)\tilde{h}_1}+\frac{d\xi^2}{(1+\tilde{k}^2\xi^2)\tilde{h}_2}+\frac{\tilde{h}_1\tilde{h}_2}{\tilde{h}_1-\tilde{h}_2}d\varphi^2] " S143 Q328
	Q24964156 P2534 "C = X_1\sqcup\cdots\sqcup X_n" S143 Q328
	Q875724 P2534 "F=BI\boldsymbol{\ell}" S143 Q328
	Q7578748 P2534 "{\rm Ric} (M) \ge 0 " S143 Q328
	Q5260614 P2534 "f(x;\mu,b,n)=\frac{ b^n {(x-\mu)}^{-1-n} }{ \left( e^{\frac{b}{x-\mu}} -1 \right) \Gamma(n) \zeta(n) } " S143 Q328
	Q859107 P2534 "S=\{a_1+\cdots+a_n\ a_1\in A_1,\ldots,a_n\in A_n \ \mathrm{and}\ P(a_1,\ldots,a_n)\not=0\}," S143 Q328
	Q7424540 P2534 " L=\mathcal{L}(x^\lambda,y^i,y^i_\Lambda) \, d^nx," S143 Q328
	Q185359 P2534 "A \cup B = \{ x x \in A \text{ or } x \in B\}.<ref name="0">{{Cite book\|url=https//books.google.com/books?id=LBvpfEMhurwC\|title=Basic Set Theory\|last=Vereshchagin\|first=Nikolai Konstantinovich\|last2=Shen\|first2=Alexander\|date=2002-01-01\|publisher=American Mathematical Soc.\|isbn=9780821827314\|language=en}}</ref>" S143 Q328
	Q131172 P2534 "\liminf_{n\to\infty}x_n = \lim_{n\to\infty}\Big(\inf_{m\geq n}x_m\Big)" S143 Q328
	Q4503311 P2534 " \boldsymbol{u} = w\hat{\boldsymbol{z}} = w_0 (1-r^2/a^2) \hat{\boldsymbol{z}}" S143 Q328
	Q3258549 P2534 "\int_{\Gamma_1} \mathrm{F}(\mathrm{X}) \mathrm{d}\mathrm{X}=0" S143 Q328
	Q274506 P2534 "F(k;a,b)=\frac{\lfloor k \rfloor -a + 1}{b-a+1}" S143 Q328
	Q5280532 P2534 "\sum w_i \, d^2(X,P_i) = C." S143 Q328
	Q1209988 P2534 " y_{t}=\rho y_{t-1}+u_{t}\," S143 Q328
	Q5286623 P2534 "B_n = {1 \over e}\sum_{k=0}^\infty \frac{k^n}{k!}." S143 Q328
	Q4008388 P2534 "E=\int_{t_1}^{t_2} C(t)\, dt" S143 Q328
	Q6439640 P2534 "\vec n + p \to d + \gamma" S143 Q328
	Q3422083 P2534 " \left(R\left(x,u,u_x,\ldots,\frac{d^n u}{dx^n}\right),w_i\right)=0 " S143 Q328
	Q1755492 P2534 "\lim_{n \rightarrow \infty} \frac{u(n)}{n} = \ln(2) = 0.693147 \dots\, ." S143 Q328
	Q1318413 P2534 "M_{M_p} = 2^{2^p-1}-1" S143 Q328
	Q825643 P2534 " T_g \to T_{0c} \text{ as } \frac{dT}{dt} \to 0. " S143 Q328
	Q3979581 P2534 " E = K' + \frac{RT}{nF} \ln(c)" S143 Q328
	Q4317418 P2534 " C(r) = \frac{4}{\pi} \sum_{k=0}^\infty \frac{(-1)^{k(r+1)}}{(2k+1)^{r+1}}~." S143 Q328
	Q575597 P2534 "V = \frac{\pi h}{6} (3a^2 + h^2)" S143 Q328
	Q17097187 P2534 " a = 3 " S143 Q328
	Q3740200 P2534 "E(\tilde{m}\tilde{x}_i) = p_i, \quad \forall i." S143 Q328
	Q268031 P2534 " \sum_{k=0}^m \binom{m}{k} (w+m-k)^{m-k-1}(z+k)^k=w^{-1}(z+w+m)^m." S143 Q328
	Q3527132 P2534 "y^2 = x^3 + ax^2 + bx + c \ " S143 Q328
	Q378713 P2534 "M=(Q\,, \Sigma\,, \Gamma\,, q_0\,, Z_0\,, A\,, \delta\,)" S143 Q328
	Q427625 P2534 " Lu = \sum_{\|\alpha\| \le m} a_\alpha(x)\partial^\alpha u\, " S143 Q328
	Q15198210 P2534 "c^2(t_2 - t_1)^2 - (x_2 - x_1)^2 - (y_2 - y_1)^2 - (z_2 - z_1)^2 = 0." S143 Q328
	Q33456 P2534 "b^n = \underbrace{b \times \cdots \times b}_n" S143 Q328
	Q899444 P2534 "m_k\frac{d q^k}{dt} (t) = \hbar \nabla_k \operatorname{Im} \ln \psi(q,t) = \hbar \operatorname{Im}\left(\frac{\nabla_k \psi}{\psi} \right) (q, t) = \frac{m_k \bold{j}_k}{\psi^*\psi} = \mathrm{Re}\left ( \frac{\bold{\hat{P}}_k\Psi}{\Psi} \right ) ." S143 Q328
	Q614178 P2534 "H_1 \otimes H_2" S143 Q328
	Q5532445 P2534 "\tau = \mu_{\operatorname{eff}}( \dot{\gamma} ) \dot{\gamma} " S143 Q328
	Q7207871 P2534 "\sum_{\gamma\in\Gamma} H(\gamma(z))." S143 Q328
	Q7643340 P2534 "u_s = \frac {Q} {A}" S143 Q328
	Q5289831 P2534 " \{\langle X_1, X_2, ...., X_n \rangle \mid p(\langle X_1, X_2, ...., X_n\rangle) \} " S143 Q328
	Q841816 P2534 "\operatorname{ind}(\varnothing)=\operatorname{Ind}(\varnothing)=-1" S143 Q328
	Q7300313 P2534 "I'_R = I_R x 10^{-at} (Hull, 1951, p. 74).</blockquote>Hull's decay formula is somewhat awkward and might give rise to confusion. For example, ''I'''<sub>''R''</sub> does not refer to the derivative of ''I''<sub>''R''</sub>. A more convenient way of writing the formula would be as follows" S143 Q328
	Q5761255 P2534 "\sum_{i\in\mathbf{N}}\dim_K(V_i)t^i." S143 Q328
	Q1520657 P2534 "\sum_{a \in A} f(a);" S143 Q328
	Q7302462 P2534 "\rho_1(x_0, x_1) = \frac{x_0 - x_1}{f(x_0) - f(x_1)}" S143 Q328
	Q730600 P2534 " P(X = k) = \frac{\binom{K}{k} \binom{N - K}{n-k}}{\binom{N}{n}}," S143 Q328
	Q5070640 P2534 " \# \$ \% ^\wedge \& \_ \{ \} \sim \backslash." S143 Q328
	Q7194927 P2534 " T' = [T,x] = Tx-xT = -\operatorname{ad}(x)T,\," S143 Q328
	Q1297858 P2534 "\forall y\colon (y \in \{x\mid A(x)\} \iff A(y))" S143 Q328
	Q3075290 P2534 "E_{\rm x}^{\rm HF}=-\frac{1}{2}\sum_{i,j}\int\int\psi_i^(\mathbf{r_1})\psi_j^(\mathbf{r_1})\frac{1}{r_{12}}\psi_i(\mathbf{r_2})\psi_j(\mathbf{r_2})d\mathbf{r_1}d\mathbf{r_2}," S143 Q328
	Q2000614 P2534 "\text{linking number}=\frac{n_1 + n_2 - n_3 - n_4}{2}" S143 Q328
	Q1579053 P2534 "W(A) = \left\{\frac{\mathbf{x}^A\mathbf{x}}{\mathbf{x}^\mathbf{x}} \mid \mathbf{x}\in\mathbb{C}^n,\ x\not=0\right\} " S143 Q328
	Q3737215 P2534 "\textrm{TI} = \ln(2) \cdot T_1,\," S143 Q328
	Q5282615 P2534 "\vec{R}_0 \Omega \rightarrow P" S143 Q328
	Q4677579 P2534 "A_{o}^{N} = 0.99 \ Up \ Time" S143 Q328
	Q2123790 P2534 "p_i=\mathrm{Pr}(X=i),\quad i=0,1,2" S143 Q328
	Q17128025 P2534 " \sigma = \frac{\mu}{n}" S143 Q328
	Q8092 P2534 "M = \frac{1}{2}fr^2 + vr" S143 Q328
	Q931507 P2534 "F = \frac{dW}{ds} \propto \text{Fuel economy}" S143 Q328
	Q378201 P2534 " \| \psi \rangle = \alpha \|0 \rangle + \beta \|1 \rangle,\," S143 Q328
	Q5462744 P2534 "T^{ab} = \mu \, u^a \, u^b + p \, h^{ab} + \left( u^a \, q^b + q^a \, u^b \right) + \pi^{ab}" S143 Q328
	Q5443003 P2534 "\min_x ( f(x)-g(x) ) = \max_p ( g_\star(p)-f^\star(p)).\," S143 Q328
	Q7168644 P2534 "s_P(t) = \sum_{n=-\infty}^\infty s(t + nP) = \sum_{n=-\infty}^\infty s(t - nP)." S143 Q328
	Q908427 P2534 "V \otimes \cdots \otimes V \otimes V^* \otimes \cdots \otimes V^*" S143 Q328
	Q7178155 P2534 "\displaystyle \sum s_n(x)t^n/n! = \frac{(1+t)^x}{(1+(1+t)^\lambda)^{-\mu}}" S143 Q328
	Q7538914 P2534 "c^k(\ell,m,\ell',m')=\int d^2\Omega \ Y_\ell^m(\Omega)^* Y_{\ell'}^{m'}(\Omega) Y_k^{m-m'}(\Omega)" S143 Q328
	Q1146448 P2534 "dF = - p\,dV - S\,dT + \sum_i \mu_i \,dN_i\," S143 Q328
	Q3115524 P2534 "(x-3) (x-2)^6 (x-1)^3 x^4 (x+1)^3 (x+2)^6 (x+3),\ " S143 Q328
	Q3117698 P2534 "(1 + i)\ " S143 Q328
	Q19840619 P2534 " W^g_z(t, f)=\mathcal{F}_{\tau\to f}\left[K^g_z(t, \tau)\right] " S143 Q328
	Q4812487 P2534 "f_{i-1} - f_i = k_i\,z\,f_{i+1}" S143 Q328
	Q7125120 P2534 "p(\vec{r})=1/V," S143 Q328
	Q2300256 P2534 " C_a \gg C_0 \gg C_v, and" S143 Q328
	Q2100949 P2534 "1~\text{P} = 0.100~\text{kg} \cdot \text{m}^{-1} \cdot \text{s}^{-1} = 1~\text{g} \cdot \text{cm}^{-1} \cdot \text{s}^{-1}." S143 Q328
	Q7075179 P2534 "\left(x-\frac{2za}{c}, y-\frac{2zb}{c}, -z\right)." S143 Q328
	Q7226737 P2534 "T_\text{new}=\frac{A \times T_\text{old}}{A+T_\text{old}}" S143 Q328
	Q7410164 P2534 "f=\frac{n}{N}," S143 Q328
	Q13424738 P2534 "\mathrm{tf}(t,d) = 0.5 + 0.5 \cdot \frac{f_{t, d}}{\max\{f_{t', d}t' \in d\}}" S143 Q328
	Q1233319 P2534 "\text{ROA} = \frac{\text{Net income}}{\text{Sales}} \times \frac{\text{Sales}}{\text{Total assets}} = \frac{\text{Net income}}{\text{Total assets}}" S143 Q328
	Q2436203 P2534 "g^{ij}A_j=B^i," S143 Q328
	Q6750062 P2534 "\frac{\text{BE}}{A \cdot \text{MeV}} = a - \frac{b}{A^{1/3}} - \frac{c Z^2}{A^{4/3}} - \frac{d \left(N - Z\right)^2}{A^2} \pm \frac{e}{A^{7/4}}" S143 Q328
	Q7121125 P2534 "W = the amount borrowed" S143 Q328
	Q4712279 P2534 "\textrm{cr}(K_n)=\frac14\left\lfloor\frac{n}{2}\right\rfloor\left\lfloor\frac{n-1}{2}\right\rfloor\left\lfloor\frac{n-2}{2}\right\rfloor\left\lfloor\frac{n-3}{2}\right\rfloor." S143 Q328
	Q15900447 P2534 "\left\lbrace x \left(\frac 3 2\right)^ n \right\rbrace " S143 Q328
	Q7322955 P2534 "X_{\hat{\phi}}\,,Y_{\bar{\lambda}}\,,Z_{\tilde{\eta}}\,,T_{\mu'} \cdots " S143 Q328
	Q48440 P2534 "1\,R_{\odot} = 6.957\times 10^5 \hbox{ km} </span>" S143 Q328
	Q3879423 P2534 "\varphi(m)>\varphi(n)" S143 Q328
	Q7064907 P2534 " ds^2 = g^R_{ij} dx^i dx^j, \, " S143 Q328
	Q17104448 P2534 " \textstyle x\in {N}," S143 Q328
	Q4680738 P2534 " (x-3)x^{28}(x+3)(x^2-6)^{21}(x^2-2)^{27}.\ " S143 Q328Q4184811 P2534 " f^{*} = \frac{b - 1}{2b} \! " S143 Q328
	Q7934790 P2534 " \Xi = \sum_{n}{\lambda^{n}Q_{n}} = e^{\left(pV\right)/\left(k_{B}T\right)}" S143 Q328
	Q4884716 P2534 "CO + DO + EO + FO + \text {arc} CD + \text {arc} EF \,\!" S143 Q328
	Q1064039 P2534 "V = B - R\," S143 Q328
	Q6508336 P2534 " {\left(\frac{^{207}Pb}{^{204}Pb}\right)_{P}} = {\left(\frac{^{207}Pb}{^{204}Pb}\right)_{I}} + {\left(\frac{^{235}U}{^{204}Pb}\right)_{P}} {\left({e^{\lambda_{235}t}-1}\right)} " S143 Q328
	Q6795892 P2534 "\operatorname{Pr}(X=x_k) = p_k \quad\mbox{ for } k=1,2,\ldots" S143 Q328
	Q917390 P2534 " \lambda\, I - T " S143 Q328
	Q25110385 P2534 " \phi_l(0) - \phi_l(\infty) = (n+\frac{1}{2}N)\pi \ " S143 Q328
	Q7269012 P2534 "\|\psi(t)\rangle=c_aexp(-i\omega_at)\|a\rangle+c_bexp(-i\omega_bt)\|b\rangle+c_cexp(-i\omega_ct)\|c\rangle." S143 Q328
	Q2246795 P2534 " s = 2 \sinh \left( \frac{1}{2} d \right) = \sqrt{2 (\cosh d -1) } where ''d'' is the distance between the two points, and sinh and cosh are [[hyperbolic functions]].<ref>{{cite book\|last1=Smogorzhevsky\|title=Lobachevskian Geometry\|date=1976\|publisher=Mir\|location=Moscow\|page=65}}</ref>" S143 Q328
	Q6519801 P2534 " [O_3]=J_1[NO_2]/k_3[NO]" S143 Q328
	Q992463 P2534 "V_{out} = V_2 - V_G = V_2 - \frac{R_G}{R_G+R_1}V_1.\," S143 Q328
	Q4820432 P2534 " \min f(\mathbf{x}) " S143 Q328
	Q3395620 P2534 " a_k \log^k(n) + \cdots + a_1 \log(n) + a_0. \, " S143 Q328
	Q2458963 P2534 " \lang A \rang _t = \lang \psi (t) \| A \| \psi(t) \rang." S143 Q328
	Q7908077 P2534 "G_{ab} = R_{ab} - \frac{R}{2} \, g_{ab}, \; \; R_{ab} = G_{ab} - \frac{G}{2} \, g_{ab} " S143 Q328
	Q18705746 P2534 "E \otimes \mathbb{C};" S143 Q328
	Q5318993 P2534 " V_1^N = \{v_1, v_2, \dots, v_N\}, " S143 Q328
	Q1071846 P2534 "\nabla^2 f = \nabla \cdot \nabla f." S143 Q328
	Q1777902 P2534 " \max_{s\in X} I_{S}(s)" S143 Q328
	Q16935445 P2534 "R \times D_R = E \times D_E" S143 Q328
	Q2337129 P2534 " typical\ price = {high + low + close \over 3}" S143 Q328
	Q25304565 P2534 "f(x;m,\lambda,\kappa)=\left(\frac{\lambda}{\kappa+1/\kappa}\right)\, e^{-(x-m)\lambda\, s \kappa^s} " S143 Q328
	Q192457 P2534 "x_\text{p}=v_\text{p}t=\beta\,ct" S143 Q328
	Q922087 P2534 " a_{n+m} \geq a_n+a_m\," S143 Q328
	Q176645 P2534 "\Pr(X_{n+1}=x\mid X_1=x_1, X_2=x_2, \ldots, X_n=x_n) = \Pr(X_{n+1}=x\mid X_n=x_n), if both [[conditional probability\|conditional probabilities]] are well defined, i.e. if \Pr(X_1=x_1,...,X_n=x_n)>0." S143 Q328
	Q48103 P2534 "\boldsymbol \tau = \mathbf{r}\times \mathbf{F}\,\!" S143 Q328
	Q2738263 P2534 "CCI = \frac{1}{0.015}\frac{p_t - SMA(p_t)}{\sigma(p_t)}," S143 Q328
	Q7245693 P2534 "2h^2=\cos\frac{\pi}{n}-\cos\frac{2\pi}{n}." S143 Q328Q7968860 P2534 "{Z_W} = \frac{A_W}{\sqrt{\omega}}+\frac{A_W}{j\sqrt{\omega}}" S143 Q328
	Q7993538 P2534 " \frac {d \vec r}{ds} = \begin{pmatrix} dx/ds \\ dy/ds \end{pmatrix} = \begin{pmatrix} \cos \varphi \\ \sin \varphi \end{pmatrix} \quad \text {since} \quad \left \| \frac {d \vec r}{ds} \right \| = 1 ," S143 Q328
	Q7049593 P2534 " (\partial_t^2-v^2 \partial_x^2 ) \Psi(x,t) = 0 ." S143 Q328
	Q1940733 P2534 "MAP = (CO \cdot SVR) + CVP" S143 Q328
	Q929361 P2534 "F=Ma=M\ddot{x}" S143 Q328
	Q898391 P2534 "f_{\text{O}_2,\text{max}} = \frac{p_{\text{O}_2,\text{max}}}{p} = \frac{\text{Maximum acceptable partial pressure of oxygen}}{\text{Maximum ambient pressure of the dive}}" S143 Q328
	Q3699481 P2534 "Z_\mathrm{eff}=Z- \sigma \," S143 Q328
	Q7540228 P2534 "S^3 = \{\mathbf{x}\in \mathbb{R}^4 \mid \|\mathbf{x}\|=1 \}" S143 Q328
	Q16952100 P2534 "K_n(R) = \pi_{n-2} GL(FU_* R), \, n \ge 3&nbsp;" S143 Q328
	Q6155622 P2534 "M(\lambda)=M(\lambda)^0\supseteq M(\lambda)^1\supseteq M(\lambda)^2\supseteq\cdots." S143 Q328
	Q1323967 P2534 " {2 \over 3} \cdot {5 \over 4} = {10 \over 12} = {5 \over 6}. " S143 Q328
	Q747534 P2534 "f(<sup>'''.'''</sup>) is the [[function (mathematics)\|function]] to be minimized" S143 Q328
	Q2982669 P2534 " x \oplus y = \min\{x, y \}," S143 Q328
	Q7975333 P2534 " MMF_{AlNiCo} = H_{C-AlNiCo} \sdot L_{AlNiCo} " S143 Q328
	Q1674453 P2534 "rK+wL = C\," S143 Q328
	Q230848 P2534 "r_{k-2} = q_k r_{k-1} + r_k" S143 Q328
	Q115807 P2534 "\mbox{votes needed to win} = \left({{\rm \mbox{valid votes cast}} \over {\rm \mbox{seats to fill}}+1}\right) + 1" S143 Q328
	Q2235316 P2534 "\delta ^{13}C = \Biggl( \frac{\bigl( \frac{^{13}C}{^{12}C} \bigr)_{sample}}{\bigl( \frac{^{13}C}{^{12}C} \bigr)_{standard}} -1 \Biggr) * 1000\ ^{o}\!/\!_{oo}" S143 Q328
	Q15070077 P2534 "CI=\frac{(D)_1}{(D_x)_1}+\frac{(D)_2}{(D_x)_2}=\frac{(D)_1}{(D_m)_1[f_a/(1-f_a)]^{1/m_1} }+\frac{(D)_2}{(D_m)_2[f_a/(1-f_a)]^{1/m_2} }" S143 Q328
	Q3754592 P2534 "S_{\lambda} \ \stackrel{\mathrm{def}}{=}\ \frac{j_{\lambda}}{\kappa_{\lambda}}" S143 Q328
	Q5421908 P2534 " X\in E_a\Leftrightarrow \{s \pi_{ba}(s)\in X\}\in E_b." S143 Q328
	Q165474 P2534 "x * y = y * x\qquad\mbox{for all }x,y\in S" S143 Q328
	Q7100757 P2534 "x=[0,1,2]\," S143 Q328
	Q215579 P2534 " \ddot{a}_{\overline{n\|}i}=a_{\overline{n}\|i}(1 + i)=a_{\overline{n-1\|}i}+1 (value at the time of the first of ''n'' payments of 1)" S143 Q328
	Q16000293 P2534 " x\in {N}, " S143 Q328
	Q5442452 P2534 " Af = \lim_{t\rightarrow 0} \frac{T_tf - f}{t}," S143 Q328
	Q7646023 P2534 "dw = \gamma dA" S143 Q328
	Q5659270 P2534 "\begin{cases} - \Delta H_{f} (x) = 0, & x \in D; \\ H_{f} (x) = f(x), & x \in \partial D. \end{cases}" S143 Q328
	Q899784 P2534 " p(\theta \mid x) = \frac{p(x\mid\theta) \, p(\theta)} {\int p(x\mid\theta') \, p(\theta') \, d\theta'}. \!" S143 Q328
	Q4669898 P2534 "\frac{dW}{dt} = \frac{DA(C_{s}-C)}{L}" S143 Q328
	Q7369136 P2534 "\frac{\lambda \operatorname E (S^2)}{2 \{1-\lambda \operatorname E (S) \}}" S143 Q328
	Q23580155 P2534 "A = R K L S C P" S143 Q328
	Q3258194 P2534 "y-\cos\left(\frac{\pi}{6}\right)= -\frac{1}{2}\left(x-\frac{\pi}{6}\right)" S143 Q328
	Q7575320 P2534 " \overline{X} = \left \{\rho \in \operatorname{Prim}(A) \rho \supseteq \bigcap_{\pi \in X} \pi \right \}. " S143 Q328
	Q4850161 P2534 " f(x) = \int_{\partial D} f(y) \, d\nu_x(y)." S143 Q328
	Q1976384 P2534 "v_\mathrm{p} = \frac{c_0}{\sqrt{\epsilon_{\mathrm{r,eff}}}}." S143 Q328
	Q4756099 P2534 "H^i(V; \bold Z)=0,\text{ for }i>n \, " S143 Q328
	Q905967 P2534 " \exists x_1 \, \exists x_2 \, \exists x_3 \, \exists x_4 (x_1 \or \neg x_3 \or x_4) \and (\neg x_2 \or x_3 \or \neg x_4)" S143 Q328
	Q767667 P2534 "\iota_X\colon \Omega^p(M) \to \Omega^{p-1}(M)" S143 Q328
	Q7433029 P2534 "\mathrm{sect}^{}_{}(\Pi_p) = f(p) for all two-dimensional subspaces \Pi_p \subset T_p M and all p \in M," S143 Q328
	Q2552799 P2534 "\vdash \Lambda\alpha. \lambda x^\alpha.x \forall\alpha.\alpha \to \alpha" S143 Q328
	Q18695611 P2534 "F \otimes_O G or F \otimes G," S143 Q328
	Q631697 P2534 "\left[\frac{1}{\cos B + \cos C}, \frac{1}{\cos C + \cos A}, \frac{1}{\cos A + \cos B}\right]" S143 Q328
	Q17013068 P2534 "\frac{n^{2}-1}{n^{2}+2}(1/\overline{\rho })=a_{0}+a_{1}\overline{\rho}+a_{2}\overline{T}+a_{3}{\overline{\lambda}}^{2}\overline{T}+\frac{a_{4}}{{\overline{\lambda}}^{2}}+\frac{a_{5}}{{\overline{\lambda }}^{2}-{\overline{\lambda}}_{\mathit{UV}}^{2}}+\frac{a_{6}}{{\overline{\lambda}}^{2}-{\overline{\lambda }}_{\mathit{IR}}^{2}}+a_{7}{\overline{\rho}}^{2}" S143 Q328
	Q1660345 P2534 "C = f(\sigma, \cdot) \," S143 Q328
	Q7236625 P2534 " f(u_0, x_0) " S143 Q328
	Q302835 P2534 " \frac{a}{\sin A} = \frac{b}{\sin B} = \frac{c}{\sin C} " S143 Q328
	Q541961 P2534 " \int_{-\infty}^\infty f(t)\sin(2\pi \nu t) \,dt." S143 Q328
	Q6520159 P2534 "\hat{f}(\xi) = \int_{-\infty}^{+\infty} f(x)\ e^{- 2\pi i x \xi}\,dx, &nbsp; for any [[real number]] ''[[Xi (letter)\|ξ]]''." S143 Q328
	Q7301156 P2534 " \mathfrak{g}\simeq\mathfrak{g}_0\otimes_{\mathbb{R}}\mathbb{C}. " S143 Q328
	Q15964428 P2534 " (\eta\odot\eta_1) \odot (\eta\odot\eta_2)\text{ or } \eta \odot (\eta_1 \odot (\eta\odot\eta_2))" S143 Q328
	Q2518235 P2534 "q = \exp(a\mathbf{r}) = \cos a + \mathbf{r} \sin a, \quad \mathbf{r}^2 = -1, \quad a \in [0,\pi]," S143 Q328
	Q7687975 P2534 " H^{2i}(V_{k_s},\mathbf{Q}_{\ell}(i)) = W " S143 Q328
	Q7705385 P2534 "\sigma = \sigma' + u" S143 Q328
	Q7858518 P2534 "x_3=0" S143 Q328
	Q6787243 P2534 " \frac {d^2 y} {dw^2} +(a-2q \cos 2w )y=0." S143 Q328Q547394 P2534 " \partial_{\mu}F^{\mu\nu} + 2 \epsilon ( b_\mu \times F^{\mu\nu} ) = J^\nu." S143 Q328
	Q17105534 P2534 "\gamma_{SG}\ =\gamma_{SL}+\gamma_{LG}\cos{\theta_{c}}," S143 Q328
	Q73792 P2534 "2\otimes\overline{2}=3\oplus 1.\ " S143 Q328
	Q2323121 P2534 "\text{Games Behind} = \frac{(\text{TeamA's wins – TeamB's wins}) + (\text{TeamB's losses – TeamA's losses})}{2}" S143 Q328
	Q5420846 P2534 "P ( D_k > y_k^{j+1}) = \frac{r_{j+1}}{r_k}" S143 Q328
	Q1762711 P2534 "\nabla_S u = \nabla u - \mathbf{\hat n} (\mathbf{\hat n} \cdot \nabla u)" S143 Q328
	Q4913897 P2534 "\langle,\rangle = \lambda x \,\lambda y \,\lambda z.\, z x y" S143 Q328
	Q5160258 P2534 "\displaystyle{F(r,\theta)=r \exp [i\psi(r)g(\theta) + i(1-\psi(r))\theta] ,}" S143 Q328
	Q15994897 P2534 "\mathrm{color1} = \frac{21}{32} * \mathrm{color0} +\frac{11}{32} * \mathrm{color3} \approx \frac{2}{3} * \mathrm{color0} +\frac{1}{3} * \mathrm{color3} " S143 Q328
	Q17018645 P2534 "f(x) = f(b) - x_1^2 - \cdots - x_{\alpha}^2 + x_{\alpha +1}^2 + \cdots + x_n^2 " S143 Q328
	Q117806 P2534 "X \sim \Gamma(\alpha, \beta) \equiv \textrm{Gamma}(\alpha,\beta)" S143 Q328
	Q366058 P2534 " \langle\cos{\theta}\rangle = e^{-(L/P)} \, " S143 Q328
	Q25304142 P2534 " (i\gamma^\mu \nabla_\mu-m)\psi=0," S143 Q328
	Q5527636 P2534 "x \mapsto x'=f(x)" S143 Q328
	Q3915190 P2534 "V^* = V \times \{0,1\}, \, " S143 Q328
	Q17102966 P2534 "\mathbf{F}_\mathrm{rad} = -\frac{\mu_0 q^2 R}{24 \pi c^3} \frac {\mathrm{d}^3 \vec a} {\mathrm{d}t^3} ([[SI]] units)" S143 Q328
	Q5283967 P2534 " f_\mathrm{Diversification} = \frac{\text{Diversified Load}}{\text{Maximum system load}}" S143 Q328
	Q7783072 P2534 " q= - \kappa \nabla T " S143 Q328
	Q909601 P2534 "D(fg) = D(f)\cdot g(x) + f(x)\cdot D(g)" S143 Q328
	Q492177 P2534 "A x={\left(\frac{x_{n+2}\,x_n-(x_{n+1})^2}{x_{n+2}-2\,x_{n+1}+x_n}\right)}_{n\in\Z^*}," S143 Q328
	Q5178830 P2534 "H^0(M,\mathbf{K}) \xrightarrow{\varphi} H^0(M,\mathbf{K}/\mathbf{O})." S143 Q328
	Q438842 P2534 "\sum_{n=0}^\infty (-1)^n\,a_n or \sum_{n=1}^\infty (-1)^{n-1}\,a_n" S143 Q328
	Q658586 P2534 " \ Q = \frac{ \pi R^4 \Delta P}{ 8 \mu_{e} L } " S143 Q328
	Q5067959 P2534 " \\|f^{(k)}\\|_{L_\infty(T)} \le C(n, k, T) {\\|f\\|_{L_\infty(T)}}^{1-k/n} {\\|f^{(n)}\\|_{L_\infty(T)}}^{k/n} \text{ for } 1\le k < n." S143 Q328
	Q746242 P2534 "O\left (\exp \left ( \left (\tfrac{64n}{9} \log(2) \right )^{\frac{1}{3}} \left ( \log(n\log(2)) \right )^{\frac{2}{3}} \right) \right )" S143 Q328
	Q25325338 P2534 "R_{n} = R_{min}\cdot 2.15^n (n = 0,1,2,3), R_{min} = 150m" S143 Q328
	Q22908657 P2534 "I(b) = \|\|A\cdot b\|\|_\infty = \max_{i\in 1\dots,n}\|c_i\|" S143 Q328
	Q2796622 P2534 " \bar{x} = \frac{x_1+x_2+\cdots +x_n}{n} " S143 Q328
	Q17107445 P2534 " \gamma_j=f_j(0)" S143 Q328
	Q1495535 P2534 "V \propto T\," S143 Q328
	Q263809 P2534 " x^{*} = (x^)^* = x " S143 Q328
	Q15836601 P2534 " u_t + 6uu_x + u_{xxx} - u_{xxxxx}+\alpha u_{xxxxxxx}=0." S143 Q328
	Q5275405 P2534 " d \sin \theta_m = m \lambda " S143 Q328
	Q285771 P2534 "\int_a^b f(x) \, dg(x)" S143 Q328
	Q2816686 P2534 " \sin \left ( \frac{\pi}{p} \right ) \sin \left(\frac{\pi}{r}\right) > \cos\left(\frac{\pi}{q}\right)" S143 Q328
	Q1806850 P2534 "M(S, K, \tau, r, \sigma)," S143 Q328
	Q7124204 P2534 "m_1 = m_2 = m_3 = \cdots = m_n\, " S143 Q328
	Q672828 P2534 " M_s = -3.2 + 1.45 M_{L} " S143 Q328
	Q5421963 P2534 " X = -2\sum_{i=1}^k \log_e(p_i) \sim \chi^2(2k) ." S143 Q328
	Q25351546 P2534 "B = \frac{\sigma_\tau/m_\tau\ - 1}{\sigma_\tau/m_\tau\ + 1}" S143 Q328
	Q21856745 P2534 " x = X(\omega)" S143 Q328
	Q917476 P2534 "\dot p = -\frac{\partial H}{\partial q} \quad\mbox{and}\quad \dot q = \frac{\partial H}{\partial p}," S143 Q328
	Q245102 P2534 " \dot{y} = f(t, y), \quad y(t_0) = y_0. " S143 Q328
	Q2993331 P2534 "N_p/p = 1 + O(1/\sqrt{p})\ " S143 Q328
	Q6934874 P2534 "\frac{d^2 y}{d t^2} + y + \varepsilon y^3 = 0, {{pad\|3em}} y(0)=1, \qquad \frac{dy}{dt}(0)=0," S143 Q328
	Q3459114 P2534 " u_i = u_{i-1}^2-2. \, " S143 Q328
	Q634340 P2534 "h = \frac{q}{\Delta T}" S143 Q328
	Q135035 P2534 "E_K(P)=C \Leftrightarrow E_{\overline{K}}(\overline{P})=\overline{C}" S143 Q328
	Q603159 P2534 "y = ax + b\;." S143 Q328
	Q4784714 P2534 "\displaystyle P_{Y_r}(y) = \sum_{x\in X} \sum_{s\in S} P(x)P_{S_r}(s)W(y\|x,s)" S143 Q328
	Q7100792 P2534 "\bigvee \left( A \cup B \right)= \left( \bigvee A \right) \vee \left( \bigvee B \right)" S143 Q328
	Q7979911 P2534 " \dot{x}(t) = A(t)x(t) + B(t)u(t)" S143 Q328
	Q2914363 P2534 "\langle\hat{\rho}(\mathbf{k},t)\hat{\rho}(\mathbf{k}',t)\rangle=f(k)\delta^{(3)}(\mathbf{k}-\mathbf{k'})," S143 Q328
	Q7598293 P2534 " f_\mathrm{Diversification} = \frac{\text{Diversified Load}}{\text{Maximum system load}}" S143 Q328
	Q852341 P2534 " 3 (1+0+0) + 7 (1+0+2) + (1+0+5) \mod 10 = 0.\," S143 Q328
	Q241687 P2534 "p_i = p^{\star}_i x_i, " S143 Q328
	Q3075270 P2534 "f\colon R^k \to R" S143 Q328
	Q908344 P2534 "A=\pi^2\times C \times \rho_1 \times \rho_2" S143 Q328
	Q7578605 P2534 "{\part A \over \part z} = - {i\beta_2 \over 2} {\part^2 A \over \part t^2} + i \gamma \| A \|^2 A = [\hat D + \hat N]A, " S143 Q328
	Q7996042 P2534 "[f,g] \in \pi_{k+l-1}(X) \, " S143 Q328
	Q7303175 P2534 "(0,\ \pm\sqrt{2},\ \pm\sqrt{2},\ \pm\sqrt{2})" S143 Q328
	Q6914678 P2534 "\mbox{Mortgage Yield ri such that P} = \sum_{n=1}^{N} \frac{C(t)}{(1+ri/1200)^{t-1}}" S143 Q328
	Q64403 P2534 "m = k \cdot q" S143 Q328
	Q4927106 P2534 " (1-\|z\|^2)\|f^\prime(z)\| " S143 Q328
	Q354856 P2534 "\left\|\psi\right\rang=(\left\|x,y\right\rang - \left\|y,x\right\rang ) " S143 Q328
	Q1326992 P2534 "C = \varepsilon \cdot \frac{A}{d}" S143 Q328
	Q5597170 P2534 "X_u \perp\!\!\!\perp X_v \| X_{V \setminus \{u,v\}} \quad \text{if } \{u,v\} \notin E." S143 Q328
	Q967588 P2534 "\stackrel{\triangle}{S} " S143 Q328
	Q5597087 P2534 "E(G) = \sum_{i=1}^n\|\lambda_i\|." S143 Q328
	Q5282180 P2534 "\int \frac{dQ}{T} = 0" S143 Q328
	Q7546452 P2534 "\frac{ 8-4\sqrt{2}-\ln{2} }{2\sqrt{2}-1} \approx 0.902414 \, .<ref>{{MathWorld\|urlname=SmoothedOctagon \|title=Smoothed Octagon }}</ref> " S143 Q328
	Q845789 P2534 "\mathbf{A}\|a\rangle = a \|a\rangle." S143 Q328
	Q869874 P2534 "N_2=\frac{4n}{2m+2n-mn}" S143 Q328
	Q7484966 P2534 "V=2\times \frac{2}{3}\pi r^3=\frac{4}{3}\pi {r}^{3}." S143 Q328
	Q6901641 P2534 "(F,m)(\mathcal C,\otimes,I)\to (\mathcal D,\bullet,J) and (G,n)(\mathcal D,\bullet,J)\to(\mathcal C,\otimes,I)" S143 Q328
	Q5958362 P2534 "\textstyle\|\sin(t)\|\leq\|t\|;\;\mathrm{e}^t\geq 1+t;\; 2t\leq 1+t^2 and obtain " S143 Q328
	Q6889722 P2534 " \lambda(\tau) = 16q - 128q^2 + 704 q^3 - 3072q^4 + 11488q^5 - 38400q^6 + \dots. {{oeis\|id=A115977 }}" S143 Q328
	Q2994920 P2534 "\lim_{n \to \infty}{q_n}^{1/n}= \gamma" S143 Q328Q5282058 P2534 "\displaystyle h_n(x;q)=q^{\binom{n}{2}}{}_2\phi_1(q^{-n},x^{-1};0;q,-qx) = x^n{}_2\phi_0(q^{-n},q^{-n+1};;q^2,q^{2n-1}/x^2) = U_n^{(-1)}(x;q) " S143 Q328
	Q554492 P2534 "Q = \dfrac{E_ \mathrm {FSR}}{{2^M-1}}," S143 Q328
	Q31151 P2534 " \mu = \arcsin(a/V) = \arcsin(1/M) " S143 Q328
	Q2114702 P2534 "r=k \frac{K_1K_2C_AC_B}{(1+K_1C_A+K_2C_B)^2}. \, " S143 Q328
	Q7605748 P2534 "R_a \le {R_n \over \Omega} " S143 Q328
	Q14551923 P2534 "v_i = \sqrt{\frac{T}{A} \cdot \frac{1}{2 \rho}}." S143 Q328
	Q17105418 P2534 "\mathcal X_k = \mathcal A_k\otimes \mathcal B_k and \mathcal Y_k = \mathcal C_k\otimes\mathcal D_k" S143 Q328
	Q201805 P2534 "H = H_0 + V_M,\ " S143 Q328
	Q7847852 P2534 "\left(\pm1,\ \pm(1+\sqrt{2}),\ \pm(1+\sqrt{2}),\ \pm(1+\sqrt{2}),\ \pm(1+\sqrt{2})\right)" S143 Q328
	Q2719498 P2534 " K = 0.2 + 0.02 \times \log_{10}(V)\," S143 Q328
	Q4696548 P2534 " ds^2 = -8m \, \delta(u) \, \log r \, du^2 + 2 \, du \, dv + dr^2 + r^2 \, d\theta^2," S143 Q328
	Q7825049 P2534 "t = n - 1 \ " S143 Q328
	Q2905588 P2534 "n_{ij}= number of times the values (A_i,B_j) were observed." S143 Q328
	Q193907 P2534 " \lambda = \frac{h}{p}." S143 Q328
	Q1191433 P2534 "f(X,\tau)\to Y" S143 Q328
	Q4769935 P2534 " \frac{64}{16} = \frac{\not64}{1\not6} = \frac{4}{1} = 4" S143 Q328
	Q167198 P2534 "(2 + 3) + 4 = 2 + (3 + 4) = 9 \," S143 Q328
	Q901718 P2534 " r \cdot s = \sum_{i=1}^s r = \sum_{j=1}^r s " S143 Q328
	Q6804595 P2534 "\mathbf{r}(s) = \left[ x(s),\ y(s) \right] \ . " S143 Q328
	Q2755127 P2534 "V = bh\left(\frac{a}{3}+\frac{c}{6}\right), " S143 Q328
	Q5761182 P2534 " \langle \cdot, \cdot \rangle E \times E \rightarrow A " S143 Q328
	Q7140218 P2534 " \frac{y \sum_j^t \alpha_j h_j (x)}{\sum \|\alpha_j\|}." S143 Q328
	Q7230317 P2534 "B(y, \alpha r) \subseteq B(x, r) \setminus E." S143 Q328
	Q5282862 P2534 "I_{in0} = \frac{V_1}{Z}" S143 Q328
	Q665093 P2534 "\mathbf{B}(\mathbf{r})= \frac{\mu_{0}}{4\pi} \int{\frac{\mathbf{J}(\mathbf{r}') \times \left(\mathbf{r}-\mathbf{r}'\right)}{\|\mathbf{r}-\mathbf{r}'\|^3}\mathrm{d}^3\mathbf{r}'}" S143 Q328
	Q7645963 P2534 " {\kappa}^{\sigma} = \frac{4F^2Cz^2D(1+3m/z^2)}{RT\kappa}\left(\cosh\frac{zF\zeta}{2RT}-1\right)" S143 Q328
	Q17145932 P2534 " L_{2'}(C_X(T)) \le L_{2'}(X)" S143 Q328
	Q1420659 P2534 "\theta_E = \sqrt{\frac{4GM}{c^2}\;\frac{d_{LS}}{d_L d_S}}," S143 Q328
	Q2002370 P2534 " \mathrm{insulin} = \frac{\mathrm{glucose}-\mathit{TR}}{\mathit{CF}} + \frac{\mathrm{carbohydrates}}{\mathit{KF}}=\frac{{\mathit{KF}}\times(\mathrm{glucose}-\mathit{TR})+\mathrm{carbohydrates}\times\mathit{CF}}{\mathit{CF}\times\mathit{KF}} " S143 Q328
	Q7250001 P2534 " e^x = 1 + x + \frac{x^2}{2} + O(x^3) \, . " S143 Q328
	Q7835325 P2534 "\gcd\left(N,10^m-1\right)=\gcd\left(N_c,10^m-1\right)," S143 Q328
	Q796265 P2534 "Y_j= \mu + x_j^T\beta +\xi_j + \varepsilon_j, \, " S143 Q328
	Q17008005 P2534 " \mathbf{X} = \mathbf{X}_n = [X_n(E_1), X_n(E_2), X_n(E_3),\ \ldots \text{ up to the last sample}]. " S143 Q328
	Q7248305 P2534 " \pi = pq - (F_n+wq) \, " S143 Q328
	Q2254570 P2534 "\Delta G = \Delta H - T \Delta S \,," S143 Q328
	Q7897426 P2534 "s_1 = \left[0, \sqrt{2}\right]^T, \quad s_2 = \left[-\sqrt{3\over 2}, -\sqrt{1\over 2}\right]^T, \quad s_3 = \left[\sqrt{3\over 2}, -\sqrt{1\over 2}\right]^T" S143 Q328
	Q7429746 P2534 "K = \operatorname{round}\left(\frac{T}{s}\right)." S143 Q328
	Q18208193 P2534 "N = R_{\ast} \cdot f_p \cdot n_e \cdot f_{\ell} \cdot f_i \cdot f_c \cdot L" S143 Q328
	Q5188201 P2534 "y = 3 x + 2 a - 2.5 \sqrt{b}." S143 Q328
	Q1071013 P2534 "\frac{d \mathbf r}{d t} = \mathbf f(\mathbf r, t)" S143 Q328
	Q1475329 P2534 "\mathrm{OPD}= d_1 n_1 - d_2 n_2" S143 Q328
	Q5256981 P2534 "g(x)=\int_a^b K(x,y) f(y)\,dy." S143 Q328
	Q2835928 P2534 "f(x)=\sum a_ne^{inx}" S143 Q328
	Q6889780 P2534 "\left(\pm{1\over 2},\pm{1\over 2},\pm{1\over 2},\pm{1\over 2},\pm{1\over 2},\pm{1\over 2},\pm{1\over \sqrt{2}}\right)" S143 Q328
	Q25303844 P2534 "g=c_1^{n_1}c_2^{n_2}\cdots c_k^{n_k}c" S143 Q328
	Q2251807 P2534 "p_s=g_w h_w ," S143 Q328
	Q5423925 P2534 "\left\|\psi\right\rang= {1 \over \sqrt{2}}(\left\|x\right\rang_{1} \left\|y\right\rang_{2}- \left\|y\right\rang_{1} \left\|x\right\rang_{2}) " S143 Q328
	Q493941 P2534 "t_\text{ig} = \frac{\pi}{4} k \rho c \left [ \frac{T_\text{ig} - T_0}{q''} \right]^2, " S143 Q328
	Q17038879 P2534 " D = <\Delta v\Delta\tau\Delta a\Delta\tau>\sim \left(\frac{c\,\delta E_{\perp}}{B}\right)\left(k_{\perp}^2\,D\right)^{-1}\left(\frac{k_{\perp}^2mv_{th}^{2}c^2\,\delta E_{\perp}}{qB^2}\right)\left(k_{\parallel}\,v_{th}\right)^{-1} ." S143 Q328
	Q1861030 P2534 "\mathrm{Ma} = - {\frac{d\gamma}{dT}}\frac{L \Delta T}{\mu \alpha} " S143 Q328
	Q3258265 P2534 " f(k;m,r,p)=0\qquad \text{ for }k\in\{0,1,\ldots,m-1\}" S143 Q328
	Q249399 P2534 "\Delta \left( \frac{1}{B} \right) = \frac{2 \pi e}{\hbar S}" S143 Q328
	Q1867999 P2534 " \forall n \in \mathbb{R} \mbox{, } \exists x \in \mathbb{R} \mbox{ such that } x > n \land f(x) \ge 0" S143 Q328
	Q18207355 P2534 " f_N(n) = \mathrm{Pr}(N=n)= \begin{cases} \sum_{k=1}^n e^{-\lambda}\frac{\lambda^k}{k!}(1-\theta)^{n-k}\theta^k\binom{n-1}{k-1}, & n>0 \\ e^{-\lambda}, & n=0 \end{cases}" S143 Q328
	Q1052678 P2534 "\overline{B}(x_1, r_1) \subset W \cap U_1" S143 Q328
	Q1277565 P2534 "c^2 = a^2 + b^2" S143 Q328
	Q1575416 P2534 " Au_{xx} + 2Bu_{xy} + Cu_{yy} + Du_x + Eu_y + F = 0" S143 Q328
	Q5884203 P2534 "f(q_1, q_2, ..., q_n; t) = 0" S143 Q328
	Q7187311 P2534 "\frac{1}{\tau_C} = \frac{1}{\tau_U}+\frac{1}{\tau_M}+\frac{1}{\tau_B}+\frac{1}{\tau_{ph-e}}" S143 Q328
	Q169019 P2534 " \textbf F = m \textbf a \, ." S143 Q328
	Q25111241 P2534 "\sum_{n=0}^{2N}~(-1)^n~n^k~=~N^{(k\bmod2)+1}~(2N+1)^{(k+1)\bmod2}~P_{_k}(N)" S143 Q328
	Q2495664 P2534 " 0 \to H_i(X; \mathbf{Z})\otimes A \, \overset{\mu}\to \, H_i(X;A) \to \operatorname{Tor}(H_{i-1}(X; \mathbf{Z}),A)\to 0." S143 Q328
	Q6795795 P2534 "\beta(f) = \sup \left. \left\{ \int_{X} f \, \mathrm{d} \nu \right\| \nu \in \mathrm{Inv}(T) \right\}." S143 Q328
	Q5148612 P2534 "E(t) = E_y(t)+ a_1\cdot(E_b(t)-E_y(t))\cdot \sin(\omega t)+ a_2\cdot(E_r(t)-E_y(t))\cdot \cos(\omega t)" S143 Q328
	Q24068878 P2534 " g(t) = \sigma(t) \, \eta(t)^* g_0 " S143 Q328
	Q309949 P2534 "t_\text{worst} = O(k \cdot N^{1-\frac{1}{k}})" S143 Q328
	Q1751105 P2534 "f(x, \Phi_j(x)) \leq \Phi_i(x) \, " S143 Q328
	Q25304533 P2534 "\lambda_1 A_1P + \lambda_2 A_2P + \cdots + \lambda_n A_nP=c" S143 Q328
	Q7659252 P2534 "\Phi (R,D)=-\frac{\rho_1\rho_2\pi^2\alpha R}{6 D}" S143 Q328
	Q1503239 P2534 "f(x_{1},x_{2}, \dots ,x_{n})" S143 Q328
	Q7210138 P2534 "f(n)=n+\left\lfloor\log_2\left(n+\log_2 n\right)\right\rfloor." S143 Q328
	Q1529941 P2534 "\varphi = L\circ \pi" S143 Q328
	Q7891441 P2534 " \mathsf{S}=(\mathbf{S}, \mathbf{V}), " S143 Q328
	Q206012 P2534 " \Pr(\|X - {\mathbf E}(X)\| \ge a\,\sigma )\le \frac {1}{a^2}." S143 Q328
	Q6675865 P2534 "\frac{\{I \land C\}\;S\;\{I\}} {\{I\}\;\mathbf{while}\;C\; \mathbf{do}\; S \;\{I\land\lnot C\}}," S143 Q328
	Q2867 P2534 "\psi_{jk}(x) = 2^\frac{j}{2} \psi\left(2^jx - k\right)\," S143 Q328
	Q7578744 P2534 "f\circ\Phi(x,y) = \textstyle\frac12 x^TBx + h(y)." S143 Q328
	Q1002309 P2534 "Q_{r} = \frac{\partial S}{\partial \alpha_{r}} " S143 Q328
	Q7987065 P2534 "W_n = \frac{Wo}{P V f} \frac{(T_H + T_K)}{(T_H - T_K)} = B_n \frac{(T_H + T_K)}{(T_H - T_K)}" S143 Q328
	Q3500773 P2534 "P = \frac{m}{w_{t}} = \frac{7}{7} = 1" S143 Q328
	Q5010604 P2534 " { div\, (\rho u T )} ={div\, (k\, grad\, T )}+ {S_{T}} \, " S143 Q328
	Q205472 P2534 "f(k;s,N)=\frac{1/k^s}{\sum_{n=1}^N (1/n^s)}" S143 Q328
	Q7576718 P2534 "V = \frac{\alpha}{2\pi} \cdot \frac{4}{3} \pi r^3 = \frac{2}{3} \alpha r^3." S143 Q328
	Q25303750 P2534 " R_A(x, y) \le R_B(x', y') for x' = f(x), y = g(y')." S143 Q328
	Q7249451 P2534 "\frac{Du}{Dt} = -\frac{1}{\rho} \frac{\partial p}{\partial x} + f v + \frac{1}{\rho} \frac{\partial \tau_x}{\partial z}" S143 Q328
	Q4367122 P2534 " \frac{dy}{dx} = \frac{1}{2y}" S143 Q328
	Q7664013 P2534 "T^n = P_H U^n \vert_H,\quad n\ge 0." S143 Q328
	Q7201019 P2534 "H\|\Psi_E\rangle = E\|\Psi_E\rangle" S143 Q328
	Q1122501 P2534 "G \cong \mathrm{SO}(2, \mathbb{Q})." S143 Q328
	Q1924429 P2534 "E=\frac{mc^{2}}{\sqrt{1-\frac{v^{2}}{c^{2}}}}," S143 Q328
	Q444054 P2534 "[L_m,L_n]=(m-n)L_{m+n}." S143 Q328
	Q831721 P2534 "4 p d \le 1" S143 Q328
	Q7451766 P2534 "[-\nabla^2 + V(\mathbf{x})]\psi(\mathbf{x}) = E\psi(\mathbf{x})" S143 Q328
	Q1187982 P2534 "d_j = ( w_{1,j} ,w_{2,j} , \dotsc ,w_{t,j} )" S143 Q328
	Q1191905 P2534 "p(x_j\|x_1,\dots,x_{j-1},x_{j+1},\dots,x_n) = \frac{p(x_1,\dots,x_n)}{p(x_1,\dots,x_{j-1},x_{j+1},\dots,x_n)} \propto p(x_1,\dots,x_n)" S143 Q328
	Q133716 P2534 " \mathrm{pH} = -\log \sqrt { K_a F }" S143 Q328
	Q3983125 P2534 "T_f=\frac{T_w + T_\infty}{2}" S143 Q328
	Q5277265 P2534 "\operatorname{dim} R[x] = \operatorname{dim} R + 1." S143 Q328
	Q847204 P2534 " 0.3333...\triangleq\lim_{n\to\infty} \sum_{i=1}^n \frac{3}{10^i}." S143 Q328
	Q4789695 P2534 "t=\frac{1}{\lambda} \ln (J \times R+1)" S143 Q328
	Q3450 P2534 "\begin{smallmatrix}L\ \propto\ M^{3.5}\end{smallmatrix}" S143 Q328
	Q25051431 P2534 " I^m/P^m \, " S143 Q328
	Q954821 P2534 "A \to a A_1 A_2 \cdots A_n" S143 Q328
	Q2403973 P2534 "d=-3,-4,-7,-8,-11,-19,-43,-67,-163.\ " S143 Q328
	Q7941721 P2534 " V_I(f) = \frac{1}{2\pi}\int_a^b \! \left\| \frac{d}{dt} {\rm Arg} \, f(t) \right\| \,\, dt \, = \frac{1}{2\pi} \int_a^b \! \left\| {\rm Im}\left(\frac{f'}{f}\right) \right\| \, dt. " S143 Q328
	Q1431902 P2534 "H(s) = \frac{ sRC - 1 }{ sRC + 1 }, \," S143 Q328
	Q5135528 P2534 "\psi_{1}= \phi_{1}+e_{B}-e_{C}" S143 Q328
	Q4747984 P2534 "AI=I_w-I_o" S143 Q328
	Q5136706 P2534 " K^{(a)} {\left\|\phi_{\{\kappa\}}\right\rangle_{C}} =(-1)^{\kappa_{a}} {\left\|\phi_{\{\kappa\}}\right\rangle_{C}} " S143 Q328
	Q5657842 P2534 "\pi(f) = \int_Gf(x)\pi(x)\,dx" S143 Q328
	Q769143 P2534 "\varphi G \times X \to X (g,x)\mapsto \varphi(g,x)" S143 Q328
	Q841798 P2534 " \mathbf{F} = q\mathbf{E} ," S143 Q328
	Q5347278 P2534 " eRPF = RPF \times extraction ratio" S143 Q328
	Q779808 P2534 " f_X(\mathbf{x}\|\boldsymbol{\theta}) = h(\mathbf{x}) \exp(\boldsymbol\theta^\top \mathbf{x} - A(\boldsymbol\theta)) \,\! ," S143 Q328
	Q57171 P2534 "C_{P} - C_{V}= V T\frac{\alpha^{2}}{\beta_{T}}\," S143 Q328
	Q3937037 P2534 "R = \cfrac{M}{\Delta M} = resolution" S143 Q328
	Q1473607 P2534 "\deg(P + Q) \leq \max(\deg(P),\deg(Q))." S143 Q328
	Q7272898 P2534 " c(K) \approx 1 - \text{const} / \log \log K. <ref>See references for improved estimates.</ref>" S143 Q328
	Q681996 P2534 "M_\oplus=(5.9722\;\pm\;0.0006)\times10^{24}\;\mathrm{kg}," S143 Q328
	Q5455473 P2534 " \Pi_i = \frac{\eta_i k_i}{\sum_j \eta_{j}k_j}." S143 Q328
	Q899360 P2534 " J(x,t)=-D\nabla\rho(x,t) " S143 Q328
	Q188224 P2534 "R^2 = \mathbf{c}^\top R_{xx}^{-1}\, \mathbf{c}," S143 Q328
	Q17056805 P2534 "a + (c+1) = a + (1 + c) = (a+1)+c = (1+a)+c = 1+(a+c) = 1 + (c+a) = (1+c) + a" S143 Q328
	Q1417609 P2534 "-\overline{\upsilon_i^\prime \upsilon_j^\prime} = \nu_t\left (\frac{\partial\bar\upsilon_i}{\partial x_j}+\frac{\partial\bar\upsilon_j}{\partial x_i} - \frac{2}{3}\frac{\partial \bar\upsilon_k}{\partial x_k}\delta_{ij} \right )-\frac{2}{3}K \delta_{ij}" S143 Q328
	Q7979826 P2534 "(1-a)(1-b)(1-c)(1-d)+a+b+c+d \geq 1. \, " S143 Q328
	Q4923653 P2534 " d\ln(r) = [\theta_t-\phi_t \ln(r)] \, dt + \sigma_t\, dW_t " S143 Q328
	Q3038340 P2534 "f_i\mathbb{R}^m \to \mathbb{R}^n" S143 Q328
	Q1310330 P2534 " \log{\frac {S_0}{S}} = K \cdot C_a; where" S143 Q328
	Q6035652 P2534 "\varphi 2^X \rightarrow [0, \infty], " S143 Q328
	Q7390277 P2534 "\sum_{i=1}^M F_i = I." S143 Q328
	Q7240979 P2534 " G=\langle x,y\|xyx^{-1}y^{-1}\rangle." S143 Q328
	Q1816943 P2534 " X = \{ (p,q) \in P \oplus P^\prime \phi(p) = \phi^\prime(q) \}. " S143 Q328
	Q25111291 P2534 " W(S) = \sum_{(u, v) \in S} d(u,v)." S143 Q328
	Q6934437 P2534 "\sum_{(u,v) \in E} \left( a(u,v) \sum_{i=1}^{k} f_i(u,v) \right)" S143 Q328
	Q13360340 P2534 "h(s)=\sum_{i=0}^{n-1}s\left[\,i\,\right] \cdot 31^{n-1-i}" S143 Q328
	Q17106019 P2534 " Z= \cos \theta_W W_3 - \sin \theta_W B" S143 Q328
	Q930173 P2534 "a=(a_1,\dots,a_n)" S143 Q328
	Q17005376 P2534 " \iint_S K \, dA \le 2\pi\chi(S), " S143 Q328
	Q5988174 P2534 "\frac{\Gamma,C,C\vdash B}{\Gamma,C\vdash B}" S143 Q328
	Q2996637 P2534 " \int_{y_0}^{y_1} f(x, y) \,\mathrm{d}y" S143 Q328
	Q598973 P2534 " x[n] = -A (-1)^{a[n]} \ " S143 Q328
	Q318767 P2534 "G_a(z) = \sum_{k=0}^{\infty} a_k z^k\!" S143 Q328
	Q1895266 P2534 "y=f\left(x_1 ,x_2 ,\ldots,x_n \right)" S143 Q328
	Q177239 P2534 " \lim_{n \to c}f(n) = L " S143 Q328
	Q2582303 P2534 "( \text{World Biocapacity} / \text{World Ecological Footprint} ) \times 365\,= \text{Earth Overshoot Day}" S143 Q328
	Q17144160 P2534 "\ddot{x}_\alpha(t) = \dot{v}_\alpha(t) = F(v_\alpha(t), s_\alpha(t), v_{\alpha-1}(t))" S143 Q328
	Q25304493 P2534 " L = 4m +1, \ \ m = 1,2,3,...," S143 Q328
	Q4724027 P2534 "\sum_{j\in J} r_{ij}x_j = m_i &nbsp; for every ''i''∈''I''." S143 Q328
	Q5249247 P2534 " z \equiv y^n \pmod{n^2}. \, " S143 Q328
	Q1934296 P2534 "\beta=\nu B d\,," S143 Q328
	Q550134 P2534 "\ddot \theta - {g \over \ell} \sin \theta = 0" S143 Q328
	Q172858 P2534 " I(\omega) \propto \frac{\left(\frac{\Gamma}{2}\right)^2}{(\omega - \Omega)^2 + \left( \frac{\Gamma}{2} \right)^2 }." S143 Q328Q7851582 P2534 " F= G\cdot \frac{m_1 \cdot m_2} {d^2}" S143 Q328
	Q2143116 P2534 "\int_a^b u(t)\varphi'(t)dt=-\int_a^b v(t)\varphi(t)dt" S143 Q328
	Q13650324 P2534 "\sum_{i=1}^{m} f_i(X) \exp(w_i X) \ , " S143 Q328
	Q45767 P2534 " \frac{dN}{dt}=rN\left(1 - \frac{N}{K}\right) \qquad \!" S143 Q328
	Q7051828 P2534 " L=v+\sum_{x,y \in P \cap \mathbb{Z}} \mathbb{Z}(x-y)\subseteq \mathbb{Z}^d where ''v'' is some lattice point in ''P''." S143 Q328
	Q7442977 P2534 "\lVert A_i x + b_i \rVert_2 \leq c_i^T x + d_i,\quad i = 1,\dots,m" S143 Q328
	Q3497457 P2534 " a = -\omega^2 r" S143 Q328
	Q4454970 P2534 "ax^2+by^2+cz^2=0." S143 Q328
	Q670235 P2534 " \Phi = \frac {\text{Number of photons emitted}} {\text{Number of photons absorbed}} " S143 Q328
	Q356702 P2534 "\frac{p_n}{q_n} = [0; 2, \dots, 2]\;\;(n\;2\text{'s}).\; " S143 Q328
	Q1163221 P2534 "\mathrm{ROA} = \frac{\mbox{Net Income}}{\mbox{Average Total Assets}}<ref name="isbn0-618-73661-1">{{cite book \|author1=Susan V. Crosson \|author2=Belverd E., Jr Needles \|author3=Needles, Belverd E. \|author4=Powers, Marian \|title=Principles of accounting \|publisher=Houghton Mifflin \|location=Boston \|year=2008 \|page=209 \|isbn=0-618-73661-1}}</ref>" S143 Q328
	Q5580046 P2534 "2\arctan\frac{1}{\varphi} = \arctan{2}\approx63.43495 degrees" S143 Q328
	Q1143243 P2534 "\ o(t) = s(t) - m(t)" S143 Q328
	Q7291984 P2534 "H = L\,\log_2 N = L {\log N \over \log 2}" S143 Q328
	Q1307987 P2534 "SX = (X \times I)/\{(x_1,0)\sim(x_2,0)\mbox{ and }(x_1,1)\sim(x_2,1) \mbox{ for all } x_1,x_2 \in X\}" S143 Q328Q5663613 P2534 "\frac{-e^2}{R_x}+\Delta E_0 = 0<ref>[http//www.ias.ac.in/initiat/sci_ed/resources/chemistry/3_Com.pdf 3<!-- Bot generated title -->]</ref>" S143 Q328
	Q15975626 P2534 " \delta R_{\mu\nu}{} = (\delta\Gamma^{\lambda}{}_{\mu\nu})_{;\lambda} - (\delta\Gamma^{\lambda}{}_{\mu\lambda})_{;\nu}" S143 Q328
	Q2275559 P2534 "\sup_{y^* \in Y^} -F^(0,y^*) \le \inf_{x \in X} F(x,0), \," S143 Q328
	Q918242 P2534 "i=\arccos{h_z\over\left\|\mathbf{h}\right\|}," S143 Q328
	Q221764 P2534 "OPD = n_2 (\overline{AB} + \overline{BC})- n_1(\overline{AD})" S143 Q328
	Q15858034 P2534 " u_t u_{xt}-u_x u_{tt}+u_{xx}+1=0 \qquad (1)" S143 Q328
	Q16254364 P2534 "s_n=\sum_{m=0}^n a_m." S143 Q328
	Q954389 P2534 " \mathbf{x}'^{\top} \mathbf{F x} = 0. " S143 Q328
	Q1754376 P2534 "\mathrm{PE} = \frac{\#\, \text{cells on day 1}}{\#\, \text{cells plated on day 0}} \times 100" S143 Q328
	Q7250176 P2534 "X \times_Y Z \to Z" S143 Q328
	Q6153242 P2534 "\partial_x \, \partial_y + a\,\partial_x + b\,\partial_y + c, \," S143 Q328
	Q793674 P2534 " y'+ P(x)y = Q(x)y^n\," S143 Q328
	Q7272102 P2534 "N \approx m + \frac{m}{k} - 1 = 74," S143 Q328
	Q17003644 P2534 " O_{O}^{x} \leftrightarrow V_{O}^{\bullet\bullet} + 0.5O_{2} (g) + 2e'" S143 Q328
	Q7511810 P2534 "K = {{c_{at}}^2 \over {p_{mol}}}" S143 Q328
	Q849530 P2534 "b^{n-1}\equiv 1\pmod{n}" S143 Q328
	Q4116484 P2534 "ds^2= \frac{4 \left\| dx \right\|^2 }{\left( 1-\|x\|^2 \right)^2}" S143 Q328
	Q4904816 P2534 "SU(M) \times SU(N) " S143 Q328
	Q249087 P2534 "<math chem>K_1=\frac \ce{[NO]} \ce{[NO_3]} \ce{{[NO_2]}^2}" S143 Q328
	Q5156555 P2534 "\psi(t) = {2 \over {\sqrt {3\sigma}\pi^{1 \over 4}}} \left( 1 - {t^2 \over \sigma^2} \right) e^{-t^2 \over 2\sigma^2}" S143 Q328
	Q1585233 P2534 "\sup_{0<r<1}\left(\frac{1}{2\pi} \int_0^{2\pi}\left\|f \left (re^{i\theta}\right )\right\|^p \; \mathrm{d}\theta\right)^\frac{1}{p}<\infty." S143 Q328
	Q2546666 P2534 "\{(x_1,\cdots,x_n) \in \R^n \mid x_n \geqslant 0\}." S143 Q328
	Q17097267 P2534 "\mathbb{H} = \{ (x, y) \in \mathbb{R}^2 \| x^2 + y^2 < 1 \}" S143 Q328
	Q5156422 P2534 " \tan(\beta - \alpha) = \frac{\tan\beta - \tan\alpha}{1 + \tan\beta\tan\alpha} = \frac{\frac{b}{x} - \frac{a}{x}}{1 + \frac{b}{x}\cdot\frac{a}{x}} = (b-a)\frac{x}{x^2 + ab}. " S143 Q328
	Q3782869 P2534 "\hat{\mathcal{H}}^D = \hat{\mathcal{H}}^D_i + \hat{\mathcal{H}}^D_v + C" S143 Q328
	Q848810 P2534 "\biggl\| \sum^m_{i=1}q_i\alpha_{ij}-p_j-\beta_j\biggr\|<\epsilon,\ \ \ \ 1\le j\le n ," S143 Q328
	Q29403 P2534 "V \frac{dC}{dt} = -K \cdot C \qquad(1) " S143 Q328
	Q25111890 P2534 " \min_{w\in\mathbb{R}^d} \frac{1}{n}\sum_{i=1}^n V(y_i, \langle w,x_i\rangle) + \lambda \\|w\\|_0, " S143 Q328
	Q150404 P2534 " u(x,y) = \int\limits_{-\infty}^{\infty} f( x + t(y-x) ) dt. " S143 Q328
	Q903941 P2534 "V = (-m) \begin{bmatrix}\frac {-G}{\sqrt{(x+d)^2 +y^2}} \end{bmatrix} + ( + m) \begin{bmatrix}\frac {-G}{\sqrt{(x+d)^2 +y^2}} \end{bmatrix} " S143 Q328
	Q205692 P2534 " P(k \text{ events in interval}) = \frac{\lambda^k e^{-\lambda}}{k!}" S143 Q328
	Q1648344 P2534 "A_{\text{v}} \triangleq \frac{ v_{\text{out}} }{ v_{\text{in}} } = \frac{ -g_m R_{\text{C}} }{ g_m R_{\text{E}}+1 } \approx -\frac{ R_{\text{C}} }{ R_{\text{E}} } \qquad (\text{where} \quad g_m R_{\text{E}} \gg 1). \," S143 Q328
	Q6060481 P2534 "I=\frac{d^2-r^2-R^2}{2rR}." S143 Q328
	Q7268361 P2534 "\operatorname{E}\left[\epsilon^T\Lambda\epsilon\right]=\operatorname{tr}\left[\Lambda \Sigma\right] + \mu^T\Lambda\mu" S143 Q328
	Q25303830 P2534 "p = \sum \alpha_i \phi_i" S143 Q328
	Q4774922 P2534 "G = \{U\setminus S\mid S\in F\}" S143 Q328
	Q884409 P2534 "v_p = \frac{\omega}{k}," S143 Q328
	Q7353541 P2534 " \sum_{k \geq 3} (k-2) (f_k-g_k) = 0." S143 Q328
	Q378067 P2534 "N=\sum_{i=0}^{n-1} 10^i {d_i}," S143 Q328
	Q567612 P2534 "H=\bigg({\Bbb C}^2\backslash 0\bigg)/\Gamma, " S143 Q328
	Q620622 P2534 "\hat{y} = \sgn \sum_{i=1}^n w_i y_i k(\mathbf{x}_i, \mathbf{x'})," S143 Q328
	Q1671025 P2534 "\mbox{SAVI}=\frac{(\mbox{1}+\mbox{L})(\mbox{NIR}-\mbox{Red})}{(\mbox{NIR}+\mbox{Red}+\mbox{L})}" S143 Q328
	Q3821093 P2534 "r=a \frac {\sin \tfrac{3}{2}\theta}{\sin \tfrac{1}{2}\theta} = a(3\cos^2 \tfrac{1}{2}\theta - \sin^2 \tfrac{1}{2}\theta) = a(1+2\cos\theta)." S143 Q328
	Q4897205 P2534 "X^{\beta}= \left \{ x \in X \ \ \sum_{i=1}^{\infty} x_i y_i < \infty \quad \forall y \in X \right \}." S143 Q328
	Q3797698 P2534 "\frac{\text{Area of inellipse}}{\text{Area of triangle}}= \pi \sqrt{(1-2\alpha)(1-2\beta)(1-2\gamma)}," S143 Q328
	Q6493080 P2534 " \Delta\lambda \approx \Delta \theta \left({\partial\Theta\over\partial\lambda}\right)^{-1}" S143 Q328
	Q1041933 P2534 " \mathbf{J}dy = dx" S143 Q328
	Q1141985 P2534 "\mbox{EXPSPACE} = \bigcup_{k\in\mathbb{N}} \mbox{DSPACE}(2^{n^k}) = \bigcup_{k\in\mathbb{N}} \mbox{NSPACE}(2^{n^k})" S143 Q328
	Q15297666 P2534 "{\rm Imm}_\lambda(A)=\sum_{\sigma\in S_n}\chi_\lambda(\sigma)a_{1\sigma(1)}a_{2\sigma(2)}\cdots a_{n\sigma(n)}." S143 Q328
	Q25303725 P2534 " \theta_{a,b}(\tau,z) = \sum_{\xi\in Z^n} \exp\left[\pi {\rm{i}}(\xi+a)\tau(\xi+a)^t + 2\pi i(\xi+a)(z+b)^t\right]" S143 Q328
	Q2266743 P2534 " \text{vector area of parallelogram }ABCD = \vec{r}(t) \times \vec{r}(t + \Delta t). " S143 Q328
	Q1416138 P2534 "f_i Y_i \to X" S143 Q328
	Q1669228 P2534 "J = (1-\tilde{r})A_0T^2\exp\left(\frac{-\phi}{kT}\right)" S143 Q328
	Q7661843 P2534 "\{x\in\mathbb{C}^2\|x\|=1\} \, " S143 Q328
	Q7448105 P2534 "\bar{\eta} = \frac{n}{\sum_{i=1}^n \left (\frac{1}{\eta_i (P)}\right )}" S143 Q328
	Q3272140 P2534 "\left(-\frac{\hbar^2}{2m}\nabla^2+v_{\rm eff}(\mathbf r)\right)\phi_{i}(\mathbf r)=\varepsilon_{i}\phi_{i}(\mathbf r)" S143 Q328
	Q944238 P2534 "\sum_{n=-\infty}^\infty \|c_n\|^2 = \frac{1}{2\pi}\int_{-\pi}^\pi \|f(x)\|^2 \, dx," S143 Q328
	Q5959976 P2534 "(T^T)^p \ge (TT^)^p" S143 Q328
	Q6865482 P2534 " x_{k+1}=f(x_k)." S143 Q328
	Q7546460 P2534 "\Psi X \times Y \to X\times Y" S143 Q328
	Q4476502 P2534 "K_\mathrm{sat}^{(1)} = \rho \left ((V_\mathrm{P}^{(1)})^{2}-\frac{4}{3}(V_\mathrm{S}^{(1)})^{2} \right) " S143 Q328
	Q7429727 P2534 "f_C \left (x_1, \cdots, x_N, t \right)," S143 Q328
	Q1206853 P2534 "Beam = LOA^{2/3} + 1" S143 Q328
	Q184410 P2534 "6v - 2e = 6\sum_{i=1}^D v_i - \sum_{i=1}^D iv_i = \sum_{i=1}^D (6 - i)v_i = 12." S143 Q328
	Q719048 P2534 " p^\mu = m v^\mu\," S143 Q328
	Q4839620 P2534 " Y_i = \alpha + \sum_{j=1}^p f_j(X_{ij}) + \epsilon_i " S143 Q328
	Q5504427 P2534 "\left\lfloor \frac{n^2}{4}\right\rfloor + f(k)," S143 Q328
	Q5955462 P2534 " \mbox{Db} = \frac{\mbox{Ma}}{\mbox{(Ma - Mw) ÷ Dw - RV}} " S143 Q328
	Q6701653 P2534 " W=Y_1+Y_2\text{ and }P = \frac{Y_1}{Y_1+Y_2} " S143 Q328
	Q7315819 P2534 "d(w) = \frac{d(w0) + d(w1)}{2}." S143 Q328
	Q5699096 P2534 "N(S,H,B) = \sharp \{ x \in S H(x) \le B \} . " S143 Q328
	Q7512898 P2534 " k ~=~ \left\lfloor\frac{b}{2}\right\rfloor." S143 Q328
	Q4828283 P2534 " \mbox{TR} = {\max[(\mbox{high} - \mbox{low}), \mbox{abs}(\mbox{high} - \mbox{close}_\mbox{prev}), \mbox{abs}(\mbox{low}-\mbox{close}_\mbox{prev})]}\," S143 Q328
	Q6481320 P2534 "\lim_{r \rightarrow 1-} (1-r) \sum_{n=1}^\infty \frac{n a_n r^n}{1-r^n} = A . \, " S143 Q328
	Q173142 P2534 "T_s N=Tk" S143 Q328
	Q4117082 P2534 "\zeta(s) = \sum_{n=1}^\infty\frac{1}{n^s} = \prod_{p \text{ prime}} \frac{1}{1-p^{-s}}" S143 Q328
	Q17030297 P2534 "p = 250 \cdot sin\tfrac{1}{60} \approx 0.0727mm = 72.7\mu m" S143 Q328
	Q849484 P2534 "B_{\lambda} (T) = \frac{2 ck_{\mathrm{B}} T}{\lambda^4}," S143 Q328
	Q526261 P2534 " \Delta_h f(x) = f(x-h) - f(x) " S143 Q328
	Q2888311 P2534 "\det(I_m + AB) = \det(I_n + BA),\ " S143 Q328
	Q25052512 P2534 " \max_{p\in \mathcal{P}} r_n (q,p). " S143 Q328
	Q3780331 P2534 "\phi(x_i-x_j) \, " S143 Q328
	Q5958543 P2534 "1 + 1 + \cdots + 1 \, (for any finite number of terms)." S143 Q328
	Q7828155 P2534 "\delta(P,Q)=\sup_{ A\in \mathcal{F}}\left\|P(A)-Q(A)\right\|. " S143 Q328
	Q2558427 P2534 "f = {nv \over 2L}" S143 Q328
	Q17083884 P2534 "g_m = {\mu \over r_p}<ref>van der Bijl, H. J. (1919). Theory and Operating Characteristics of the Thermionic" S143 Q328Q17093018 P2534 "\hat{y} = \sgn(\mathbf{w}^\top \mathbf{x})" S143 Q328
	Q7893982 P2534 "\Upsilon (\pi)=\sum_{\mu \in E}{2^{-K(\mu)}V_\mu^\pi}" S143 Q328
	Q6459462 P2534 "A x= \lambda B x," S143 Q328
	Q2140940 P2534 "E_\mathrm{rotational} = \frac{1}{2} I \omega^2 " S143 Q328
	Q4884794 P2534 " {\partial w\over \partial \overline{z}} = \mu {\partial w\over \partial z}." S143 Q328
	Q11681459 P2534 "e(rm,n)=e(m,rn)=re(m,n)," S143 Q328
	Q2345625 P2534 "z_{AB} = z_A z_B {\sum {1 \over z}} ," S143 Q328
	Q7382362 P2534 "\sup_{U \in U(A)} \|\|f(U)\|\|." S143 Q328
	Q6059517 P2534 "\partial_x \, \partial_y + a\,\partial_x + b\,\partial_y + c, \," S143 Q328
	Q6455211 P2534 "\Phi(t) = \int_{0}^{t} \varphi(s) \, \mathrm{d} s," S143 Q328
	Q371631 P2534 "P_n^{(\alpha,\beta)}(z)=\frac{(\alpha+1)_n}{n!}\,{}_2F_1\left(-n,1+\alpha+\beta+n;\alpha+1;\tfrac{1}{2}(1-z)\right)," S143 Q328
	Q5100840 P2534 " a^* \ (ba)^b^ \ (ca)^(cb)^ c^* \cdots \ " S143 Q328
	Q5357740 P2534 "\rho = R \frac{A}{\ell}, \,\!" S143 Q328
	Q19598677 P2534 " \mathbf{F} = q\left[\mathbf{E} + (\mathbf{v} \times \mathbf{B})\right]" S143 Q328
	Q4724016 P2534 "\mathrm{Hom}(Y, X) \rightarrow \mathrm{Hom}(V, X) {{{} \atop \longrightarrow}\atop{\longrightarrow \atop {}}} \mathrm{Hom}(S, X)" S143 Q328
	Q4915096 P2534 "V=f_\text{step} F_\text{avg}/W_\text{b} L_\text{c}," S143 Q328
	Q4688940 P2534 " \bold{A} U \to T_{\bold{X}(U)}\mathbb{R}^{n+1}. \," S143 Q328
	Q3754618 P2534 "\frac{d^2w}{dz^2}+\left(-\frac{1}{4}+\frac{\kappa}{z}+\frac{1/4-\mu^2}{z^2}\right)w=0." S143 Q328
	Q3090739 P2534 "Dip = (1 - \frac{SBP_{Sleeping}}{SBP_{Waking}}) \times 100\% " S143 Q328
	Q849149 P2534 "D_i = \|x_i-m(X)\| " S143 Q328
	Q7616373 P2534 "V_k(\mathbb F^n) = \left\{A \in \mathbb F^{n\times k} A^{\ast}A = 1\right\}." S143 Q328
	Q1366795 P2534 " I(x, y)\, \mathrm{d}x + J(x, y)\, \mathrm{d}y = 0, \,\!" S143 Q328
	Q17084081 P2534 "\mathrm{password}_s = H_i(\mathrm{password}, \mathrm{salt}, \mathrm{it}) ," S143 Q328
	Q1127701 P2534 "F_{\rm PR} = \frac{v}{c^2}W = \frac{r^2 L_{\rm s}}{4 c^2}\sqrt{\frac{G M_{\rm s}}{R^5}}" S143 Q328
	Q18386966 P2534 "\int G[f(x)] \mathcal{D}f(x)" S143 Q328
	Q24238245 P2534 "V_{undiluted}C_{undiluted}=V_{diluted}C_{diluted} \ " S143 Q328
	Q7102603 P2534 "\phi = (\forall x_1 ... \forall x_{k_1})(\exists x_{k_1+1} ... \exists x_{k_2}).......(\forall x_{k_{n-2}+1} ... \forall x_{k_{n-1}})(\exists x_{k_{n-1}+1} ... \exists x_{k_n}) (\Phi)" S143 Q328
	Q19596444 P2534 "f(z) = \frac{1}{2\pi}\int_0^{2\pi} \hat{f}(e^{i\theta}) P(z,e^{i\theta})\, d\theta" S143 Q328
	Q7631336 P2534 "\displaystyle P_{Y_r}(y) = \sum_{x\in X} \sum_{s\in S} P(x)P_{S_r}(s)W(y\|x,s)" S143 Q328
	Q15700830 P2534 "\mathrm{RuO_2 + xH^+ + xe^- \leftrightarrow RuO_{2-x}(OH)_x} where 0 \le x \le 2 <ref name="Simon-Gogotsi">P. Simon, Y.Gogotsi, [http//www.ifc.dicp.ac.cn/library/cailiao/pdf1/Materials%20for%20electrochemical%20capacitors.pdf Materials for electrochemical capacitors, nature materials], VOL 7, NOVEMBER 2008</ref>" S143 Q328
	Q17103906 P2534 " \ln[1+Z_q(V_o,T)]=\frac{V_o}{2\pi^2}\sum_{n=1}^{\infty}\frac{1}{n}\int_0^{\infty}dm \int_0^{\infty}dp \, p^2 \rho(n;m)[1+(q-1)\beta \sqrt{p^2+m^2}]^{-\frac{nq}{(q-1)}} \,." S143 Q328
	Q133139 P2534 "f = \frac{c}{\lambda}, \quad\text{or}\quad f = \frac{E}{h}, \quad\text{or}\quad E=\frac{hc}{\lambda}," S143 Q328
	Q5249163 P2534 "(-1)^\text{signbit}\times 10^{\text{exponentbits}_2-6176_{10}}\times \text{truesignificand}_{10}" S143 Q328
	Q1425620 P2534 "b+c-a c+a-b a+b-c" S143 Q328
	Q2371814 P2534 "p_r = {p \over p_c}" S143 Q328
	Q4358002 P2534 "\int_{b - k}^{b} f(x) \, dx \leq \int_{a}^{b} f(x) g(x) \, dx \leq \int_{a}^{a + k} f(x) \, dx," S143 Q328
	Q2152235 P2534 "\xi(s) = \tfrac{1}{2} s(s-1) \pi^{-s/2} \Gamma\left(\tfrac{1}{2} s\right) \zeta(s)" S143 Q328
	Q3694418 P2534 "\tau_\mathrm{p,n} are the carrier lifetimes of holes and electrons, respectively." S143 Q328
	Q841267 P2534 "L[\gamma] = \int_a^b F(\gamma(t),\dot{\gamma}(t))\,dt," S143 Q328
	Q17103208 P2534 "np = n_{i}^{2}" S143 Q328
	Q2898309 P2534 "f(x)=x_1\oplus x_2 \oplus \dots \oplus x_n." S143 Q328
	Q180600 P2534 " AH = {m_{H_2O} \over V_{net}}. " S143 Q328
	Q726474 P2534 " x_i-\mu_i=l_{i1} F_1 + \cdots + l_{ik} F_k + \varepsilon_i.\, " S143 Q328
	Q6867919 P2534 " p^* = \pm p \equiv 1 \pmod 4 \text{ if } p \text{ is odd} ; " S143 Q328
	Q24963937 P2534 " \cos(\theta) \xi(x,y)+\sin(\theta) \eta(x,y)= \text{constant} " S143 Q328
	Q5275382 P2534 "\lim_{r \to 0} \frac1{\mu \big( B_{r} (x) \big)} \int_{B_{r} (x)} f(y) \, \mathrm{d} \mu(y) = f(x)" S143 Q328
	Q5150868 P2534 " X_i \equiv \left( \sum_{j=1}^k (-1)^{j-1}Y_{i,j} \right)\pmod{(m_1 - 1)}" S143 Q328
	Q1361807 P2534 " \mathrm{In}(H) = \left( \pi(H), \nu(H), \delta(H) \right) \, " S143 Q328
	Q2278680 P2534 " f_t(x) = f(x+t)~." S143 Q328
	Q17083145 P2534 " { {P} \over {B}} \, = \, k_B \, T " S143 Q328
	Q8073330 P2534 "R(\theta ) = R(0) + G \sin^2 \theta + F ( \tan^2 \theta - \sin^2 \theta )" S143 Q328
	Q601195 P2534 " c = 1 \ " S143 Q328
	Q6934435 P2534 "\frac{\mathrm{d}q}{\mathrm{d}t}=u(t)-kq" S143 Q328
	Q4866406 P2534 "{{A * B \over B + C}} + D" S143 Q328
	Q503520 P2534 "L_c = \frac{\sigma}{\rho g}," S143 Q328
	Q3413373 P2534 "\Delta \mathcal{A} \rightarrow \mathcal{A \otimes A}" S143 Q328
	Q4117427 P2534 " \Delta P \equiv P_\text{inside} - P_\text{outside} = \gamma\left(\frac{1}{R_1}+\frac{1}{R_2}\right)," S143 Q328
	Q5136711 P2534 "\lim_{d \to \infty} \frac{dist_\max - dist_\min}{dist_\min} = 0" S143 Q328
	Q5179939 P2534 " \langle e_s^\vee, v \rangle = 2 \frac{B(e_s,v)}{B(e_s,e_s)}," S143 Q328
	Q3889188 P2534 "\pm d_0.d_1d_2d_3\dots\times 10^n" S143 Q328
	Q1314061 P2534 "I_{in0} = \frac{V_1}{Z}" S143 Q328
	Q7226095 P2534 "{Li_{k}(1-e^{-x}) \over 1-e^{-x}}=\sum_{n=0}^{\infty}B_{n}^{(k)}{x^{n}\over n!}" S143 Q328
	Q5300067 P2534 "P \vdash \neg \neg P" S143 Q328
	Q17030668 P2534 "c^k(\ell,m,\ell',m')=\int d^2\Omega \ Y_\ell^m(\Omega)^* Y_{\ell'}^{m'}(\Omega) Y_k^{m-m'}(\Omega)" S143 Q328
	Q7980430 P2534 "\int_M \langle \alpha,\delta\beta\rangle = \int_M\langle d\alpha,\beta\rangle" S143 Q328
	Q857136 P2534 "251 = 2^3 + 3^3 + 6^3 = 1^3 + 5^3 + 5^3." S143 Q328
	Q7200989 P2534 "X_T = \int_0^\infty X(\lambda)M(\lambda,T)\,d\lambda" S143 Q328
	Q36161 P2534 "A\,\Delta\,B = (A \setminus B) \cup (B \setminus A)." S143 Q328
	Q600043 P2534 "\chi_{\rho}(g) = \mathrm{Tr}(\rho(g))" S143 Q328
	Q3686430 P2534 "\liminf\Phi(x_n)\le\Phi(\overline x)\le\limsup\Phi(x_n)." S143 Q328
	Q7332717 P2534 "g(x, y, t) = \frac{1}{2 \pi t} e^{-(x^2+y^2)/2t}. " S143 Q328
	Q3791816 P2534 "(p_1(x) u')' + q_1(x) u = 0 \, " S143 Q328
	Q11421 P2534 "F={{B^2 A}\over{2 \mu_{0}}}," S143 Q328
	Q909759 P2534 " p= \frac {2\ \gamma \cos \theta} {r}" S143 Q328
	Q4383682 P2534 " T_{tot} = \frac{4}{28} + 2 + \frac{1.5 \times 28}{2} \left(\frac{1}{2.5} \right)" S143 Q328
	Q4677847 P2534 "\displaystyle \sum_n \frac{a_n^{(\beta)}(x)}{n!}t^n = \exp(\beta t +x(1-e^t))" S143 Q328
	Q1154713 P2534 "H = \sqrt{{\frac{5-\sqrt{5}}{10}}}\,a \approx 0.5257\,a.<!--unchecked-->" S143 Q328
	Q5570848 P2534 " \frac{abRABC}{[\#]} \to \frac{abABC}{[\#]} \to \frac{abaBC}{[\#f]} \to \frac{ababC}{[\#fg]} \to \frac{ababL}{[\#fg]} \to \frac{ababLb}{[\#f]} \to \frac{ababab}{[\#]}" S143 Q328
	Q536710 P2534 " \frac{d [X]}{dt}= k_I [A] [Y] - k_{II} [X] [Y] + k_{III} [A] [X] - 2k_{IV} [X]^2 " S143 Q328
	Q1137726 P2534 " \sum_{v \in V} \deg^+(v) = \sum_{v \in V} \deg^-(v) = \|A\|." S143 Q328
	Q13989876 P2534 "\Phi = \textit{tt} \,\,\, \| \,\,\,\textit{ff}\,\,\, \| \,\,\,\Phi_1 \land \Phi_2 \,\,\, \| \,\,\,\Phi_1 \lor \Phi_2\,\,\, \| \,\,\,[Act] \Phi\,\,\, \| \,\,\, \langle Act \rangle \Phi" S143 Q328
	Q7117817 P2534 "\forall x\, \mbox{Prob}_R[R \in \mbox{Bad}(x)] \leq \frac{1}{e^n}." S143 Q328
	Q7160489 P2534 "\Gamma^\infty (E),\ \hbox{and}\ \Gamma^\infty (F)" S143 Q328
	Q5454737 P2534 "X^2_{2k} \sim -2\sum_{i=1}^k \ln(p_i)," S143 Q328
	Q4183847 P2534 " x^3 + y^3 + z^3 = 1. \ " S143 Q328
	Q1544012 P2534 "U = m V," S143 Q328
	Q5051810 P2534 " f(x;b,\eta) = b e^{-bx} e^{-\eta e^{-bx}}\left[1 + \eta\left(1 - e^{-bx}\right)\right] \text{ for }x \geq 0. \," S143 Q328
	Q25304323 P2534 "P_{cr} = Euler's critical load (longitudinal compression load on column)," S143 Q328
	Q7860603 P2534 "\Phi \colon F(X)\times \cdots \times F(X) \longrightarrow F(X)" S143 Q328
	Q5502854 P2534 "Radial \ Velocity > 0.5 \left (\frac {PRF \times C}{Transmit \ Frequency} \right)" S143 Q328
	Q1142215 P2534 "\alpha < \beta \Rightarrow \gamma + \alpha < \gamma + \beta" S143 Q328
	Q2043674 P2534 "RPF = \frac{U_{PAH}}{P_{PAH}} V" S143 Q328
	Q6803666 P2534 " h_B(n)=\max\{ \langle n,x\rangle \|x \in B \}" S143 Q328
	Q656784 P2534 "\begin{bmatrix}1&2&1\\-2&-3&1\\3&5&0\end{bmatrix}" S143 Q328
	Q20018775 P2534 "(1-1/9)^{C \lg{n}} = 2^{- 0.17C \lg{n}} = n^{-0.17 C} " S143 Q328
	Q7894108 P2534 "w_j O_i(s,t) \geq w_i O_j(s,t)" S143 Q328
	Q3866514 P2534 "A x= \lambda B x," S143 Q328
	Q15269444 P2534 "\frac{\partial \rho}{\partial t}=-\nabla \cdot \mathbf{J} " S143 Q328
	Q5105004 P2534 "\forall i V_i(X_i) \leq V_i(Whole)/n" S143 Q328
	Q105902 P2534 "L_{\nu} = \frac{S_{\mathrm{obs}} 4 \pi {D_{L}}^{2}}{(1+z)^{1+\alpha}}" S143 Q328
	Q1040795 P2534 " \sigma is the dielectric's bulk [[electrical conductivity\|conductivity]]," S143 Q328
	Q431984 P2534 "r = \frac{3GM}{c^{2}}" S143 Q328
	Q6787907 P2534 "\mathbf e_B = \sum_{i \in B} \mathbf e_i," S143 Q328
	Q425539 P2534 " \frac{dN}{dt} = r N \left(1 - \frac {N}{K} \right)" S143 Q328
	Q940334 P2534 "f(x) = a^x \bmod N," S143 Q328
	Q25303822 P2534 " X^c(t)= \sum_{j=1}^\infty \xi_j \rho_j(t)\text{ and }\beta(t)= \sum_{j=1}^\infty \beta_j\rho_j(t)," S143 Q328
	Q5199068 P2534 "{1 \over 1-\alpha z}=\prod_{j=1}^\infty\left({1 \over 1-z^j}\right)^{M(\alpha,j)}" S143 Q328
	Q7500238 P2534 "\log_{10}\left(\frac{N}{S}\right) = -k \cdot r + m." S143 Q328
	Q249649 P2534 " H = -\frac{\mu_0}{4\pi\|\bold r\|^3}\left( 3 (\bold m_1\cdot\hat\bold r) (\bold m_2\cdot\hat\bold r) - \bold m_1\cdot\bold m_2\right) " S143 Q328
	Q284164 P2534 "f(x_1,\ldots,x_k) \simeq g(x_1,\ldots,x_l) " S143 Q328
	Q7661848 P2534 "j_i V \hookrightarrow M_i," S143 Q328
	Q766774 P2534 "\omega = \begin{bmatrix} 0 & I_n \\ -I_n & 0 \end{bmatrix}" S143 Q328
	Q615297 P2534 "\ J_v = K_\mathrm{f} ( [P_\mathrm{c} - P_\mathrm{i}] - \sigma[\pi_\mathrm{c} - \pi_\mathrm{i}] )<ref>{{cite book\|last=West\|first=John\|title=Respiratory Physiology the essentials – 9th edition\|year=2012\|publisher=Lippincott Williams & Wilkins\|location=Baltimore\|isbn=978-1-60913-640-6\|page=177}}</ref>" S143 Q328
	Q5284582 P2534 "\psi_{0} = 0 " S143 Q328
	Q188623 P2534 "D_i = \frac{1}{2} \rho V^2 S C_{Di} = \frac{1}{2} \rho_0 V_e^2 S C_{Di}" S143 Q328
	Q5377040 P2534 " \mathit{I}_T = \{ p \in \mathbf{F}[t] \; \| \; p(T) = 0 \} " S143 Q328
	Q3796691 P2534 " x\leq y \text{ if and only if } f(x)\leq f(y).<ref name="dp02">{{citation" S143 Q328
	Q6960532 P2534 "\frac {dx} {dt}" S143 Q328
	Q25304580 P2534 "\mathbb{E}\, vv^T = \mathrm{Id}." S143 Q328
	Q17085253 P2534 " j(E) = 1728 \frac{4a^3}{4a^3+27b^2}." S143 Q328
	Q5508976 P2534 " \gamma_p'(t) = X_{\gamma_p(t)}, \qquad \gamma_p(0) = p, " S143 Q328
	Q4381562 P2534 "H_n(X) \cong G" S143 Q328
	Q7189626 P2534 "\frac{\mathrm{d}^2 r}{\mathrm{d}t^2}=0" S143 Q328
	Q17164696 P2534 "\frac{1}{\pi} = \frac{2 \sqrt 2}{99^2} \sum_{k=0}^\infty \frac{(4k)!}{k!^4} \frac{26390k+1103}{396^{4k}}" S143 Q328
	Q286406 P2534 "A(X) = k[x,y,z]/(xy - z) \cong k[x,y]" S143 Q328
	Q627994 P2534 "G = \sigma\sqrt{2a}" S143 Q328
	Q7254398 P2534 "f\mathbf{B}^n \rightarrow \mathbb{R}," S143 Q328
	Q5164839 P2534 "CO={1 \over {L\cdot N}}\sum^{N}\Delta S_{i,j}" S143 Q328
	Q1166093 P2534 "\mu_\mathrm{N} = {{e \hbar} \over {2 m_\mathrm{p}}}" S143 Q328
	Q754523 P2534 "C_\text{total} = \frac{C_1 \cdot C_2}{C_1 + C_2}" S143 Q328
	Q31975 P2534 " \zeta = \frac{c}{c_c}, " S143 Q328
	Q3046456 P2534 "\min {\sum_{i=1}^m\sum_{j=1}^n f_{i,j}d_{i,j}}" S143 Q328
	Q5347264 P2534 "{\lambda_e} \, = {\lambda_p} \, + {\lambda_b} \," S143 Q328
	Q7606828 P2534 " \sum_{w,w^\prime\in W} \epsilon(ww^\prime)P(w(\lambda+\rho)+w^\prime(\mu+\rho)-(\nu+2\rho))" S143 Q328
	Q5104034 P2534 " U_i =\alpha P_i + \beta D_i + \varepsilon_i\, (1)" S143 Q328
	Q7307228 P2534 "Z(t) = X(t) + R Y(t)" S143 Q328
	Q1102204 P2534 " PO = 100 \cdot e^{\left ({\frac{-\zeta \pi}{\sqrt{1-\zeta^2}}}\right )}" S143 Q328
	Q180168 P2534 "= 3 \rightarrow 3 \rightarrow (3 \rightarrow 3 \rightarrow (\cdots (3 \rightarrow 3 \rightarrow (3 \rightarrow 3 \rightarrow 1))\cdots ))\, (with 64 3 \rightarrow 3's)" S143 Q328
	Q724975 P2534 "\mathbf{Z}[i]=\{a+bi \mid a,b\in \mathbf{Z} \}, \qquad \text{ where } i^2 = -1.<ref name="Fraleigh 1976 286"/>" S143 Q328
	Q7880640 P2534 "d \sin \theta = n \lambda " S143 Q328
	Q4901362 P2534 " \sin x^\circ = \frac{4 x (180-x)}{40500 - x(180-x)}" S143 Q328
	Q6580594 P2534 "(1 - \epsilon)n" S143 Q328
	Q1139430 P2534 "\displaystyle{a^*=-a +2(a,1)1,\,\,\, L(a)b = ab,\,\,\, R(a)b=ba.}" S143 Q328
	Q3503585 P2534 "2.405 \sqrt{\frac{g+2}{g}}, " S143 Q328
	Q12218459 P2534 "dq = I\, d\omega\, \cos \theta\, dA" S143 Q328
	Q1253356 P2534 "\Phi_\mathrm{e} = \frac{\partial Q_\mathrm{e}}{\partial t}," S143 Q328
	Q1126603 P2534 " f(x) = \int_{c}^{x} R \left(t, \sqrt{P(t)} \right) \, dt, " S143 Q328
	Q7199664 P2534 " H = \frac {v^2}{11.3}" S143 Q328
	Q7931634 P2534 " x = a_1 + \frac{1}{x'},\quad x' = a_2 + \frac{1}{x''},\quad x'' = a_3 + \frac{1}{x'''}, \ldots" S143 Q328
	Q2856621 P2534 "x = \lambda \sqrt{1 - 3\left(\frac{\phi}{\pi}\right)^2}" S143 Q328
	Q400083 P2534 "\varphi = \frac{q}{\hbar} \int_P \mathbf{A} \cdot d\mathbf{x}," S143 Q328
	Q3080267 P2534 " s(1)=12,\ s(2)=13,\ s(3)=1 \,." S143 Q328
	Q16089841 P2534 "r = r \times 1 = r \times 0 = 0 ." S143 Q328
	Q7828156 P2534 "V(y) = \sum\limits_n\left\|y_{n+1}-y_n \right\|" S143 Q328
	Q17016724 P2534 "\mathbf{\nabla}\times \mathbf{B} = \mu_0\mathbf{J} + \underbrace{\mu_0 \epsilon_0 \frac{\partial }{\partial t}\mathbf{E}}_\mathrm{Maxwell's \ term}" S143 Q328
	Q3343104 P2534 " a^{(n-1)/2} \equiv \left(\frac{a}{n}\right)\pmod{n}" S143 Q328
	Q4874474 P2534 "y_{i} = \mathbf{x}_{i}^{\rm T} \boldsymbol\beta + \epsilon_{i}," S143 Q328
	Q205165 P2534 "\mathrm{Interest} = \mathrm{Principal} \times \mathrm{CouponRate} \times \mathrm{Factor}" S143 Q328
	Q5015141 P2534 "\\|x\\|_\infty = \sup_n \|x_n\|" S143 Q328
	Q4290336 P2534 "V_{in} = A\cos(wt)" S143 Q328
	Q2379132 P2534 "\mathfrak{q} \cap A = \mathfrak{p}" S143 Q328
	Q205124 P2534 "ds=\frac{1}{y}\sqrt{dx^2+dy^2}." S143 Q328
	Q2346165 P2534 " 0.1\overline{\mathrm{110TT0} } =\tfrac{\mathrm{1110TT0-1} }{\mathrm{111111\times 1T\times 10}}=\tfrac{\mathrm{1110TTT} } {\mathrm{111111\times 1T0}} =\tfrac{\mathrm{111\times 1000T} } {\mathrm{111\times 1001\times 1T0}} =\tfrac{\mathrm{1111\times 1T}}{\mathrm{1001\times 1T0}} =\tfrac{1111}{10010}=\tfrac{\mathrm{1T1T}}{\mathrm{1TTT0}} =\tfrac{101}{\mathrm{1T10} } " S143 Q328
	Q896108 P2534 " g^2(q;\tau) = \frac{\langle I(t)I(t+\tau)\rangle}{\langle I(t)\rangle^2}" S143 Q328
	Q4807974 P2534 "\int_{S^2}f^\omega=\langle c_1(TM),f_[S^2]\rangle=0" S143 Q328
	Q2704619 P2534 "2 \text{C}_6\text{H}_6(l) + 15 \text{O}_2(g) \rightarrow 12 \text{C}\text{O}_2(g) + 6 \text{H}_2\text{O}(l)" S143 Q328
	Q764228 P2534 "U(t) = \frac{\hbar}{2 e} \frac{\partial \phi}{\partial t} (superconducting phase evolution equation)" S143 Q328
	Q1108160 P2534 "\mu mg > {mv^2\over r}." S143 Q328
	Q635136 P2534 "\phi(x) = \frac{1}{\sqrt{2\pi}}e^{-\frac12 x^2} " S143 Q328
	Q463820 P2534 "\mathrm{{}^{5}_{4}Be}\ \xrightarrow{\ \mathrm{Unknown}}\ \mathrm{{}^{4}_{3}Li} + \mathrm{{}^{1}_{1}H} " S143 Q328
	Q504843 P2534 " \chi (G)=\min\{ k\,\colon\,P(G,k) > 0 \}." S143 Q328
	Q5441227 P2534 " f(x) = \frac{1}{1+e^{-x}}" S143 Q328
	Q805288 P2534 " K_{initial} = U_{final} \," S143 Q328
	Q5444380 P2534 "V^5+W^5+X^5+Y^5+Z^5=0. \, " S143 Q328
	Q7068239 P2534 "\frac{1}{2} =\frac{1}{2} \Sigma_q + \Sigma_g + L_q + L_g." S143 Q328
	Q7429782 P2534 " P_a=P_0 a^{D/2-1} \, " S143 Q328
	Q7841294 P2534 "f_c\mathbb C\to\mathbb C" S143 Q328
	Q2836011 P2534 " \frac{A \text{ plano}}{B} \text{ subducere } \frac {Z \text{ quadratum}}{G}\text{ residua erit }\frac {A \text{ planum in } G - Z \text{ quadrato in } B}{B\text{ in }G}" S143 Q328
	Q3022116 P2534 " s\cdot x = s(x)\text{ for }s\in S, x\in X." S143 Q328
	Q25048363 P2534 "P(i > j) = \frac{p_i}{p_i + p_j}" S143 Q328
	Q597069 P2534 "I_{pl} (\rho, \varphi) = I_0 \rho^l \left[L_p^l (\rho)\right]^2 \cos^2 (l\varphi) e^{-\rho}" S143 Q328
	Q652446 P2534 " U_a = \{(x,y)\in X\times X d(x,y)\leq a\} \quad\text{where} \quad a>0" S143 Q328
	Q848344 P2534 "\mathrm{SML} E(R_i) = R_f + \beta_{i}[E(R_M) - R_f]\," S143 Q328
	Q2557782 P2534 "\sigma_c = \sigma_0 + \frac{k_\text{gb}}{\sqrt{d}}" S143 Q328
	Q741413 P2534 "\mu (A \cup B) = \mu (A) + \mu (B)" S143 Q328
	Q172145 P2534 "\rho\frac{D\mathbf{u}}{D t} = \nabla\cdot\boldsymbol{\sigma} + \rho\mathbf{f}" S143 Q328
	Q4665212 P2534 " \Delta_1=\{\text{amount(lactose, hi), amount(glucose, low)}\}" S143 Q328
	Q25098868 P2534 "\bigoplus_{i \in I} R \overset{f} \to \bigoplus_{j \in J} R \overset{g}\to M \to 0." S143 Q328
	Q7892219 P2534 "P = 0.24 \sqrt {D + 0.625} - 0.175" S143 Q328
	Q738785 P2534 "\frac{256}{243} = \frac{2^8}{3^5} \approx 90.2 \text{ cents}" S143 Q328
	Q5165918 P2534 " x \Rightarrow^{ac}_{p} y" S143 Q328
	Q178036 P2534 "\Delta(T=0)=1.764 \, k_BT_c, " S143 Q328
	Q5280763 P2534 "\Delta u = \frac{\partial^2u}{\partial x^2} + \frac{\partial^2 u}{\partial y^2}." S143 Q328
	Q2142873 P2534 "\lambda (x) \ [\operatorname{STATE} \ x]" S143 Q328
	Q1331126 P2534 " \nabla \times \mathbf{u} =0," S143 Q328
	Q638934 P2534 "\scriptstyle \left(b\, \mid\, a a^b\right)^a a^* " S143 Q328
	Q515874 P2534 "(\overbrace{x}^\text{abscissa}, \overbrace{y}^\text{ordinate})" S143 Q328
	Q5055318 P2534 " wxy+ xyz+ yzw+zwx =0\ " S143 Q328
	Q353282 P2534 "(a_1^2+a_2^2+a_3^2+a_4^2+a_5^2+a_6^2+a_7^2+a_8^2)(b_1^2+b_2^2+b_3^2+b_4^2+b_5^2+b_6^2+b_7^2+b_8^2)=\," S143 Q328
	Q7843049 P2534 " u = e^{\sigma\sqrt {2\Delta t}}" S143 Q328
	Q991239 P2534 " W = \int_C \vec{F} \cdot d\vec{r}" S143 Q328
	Q7979541 P2534 " \frac{3 \cdot23^{3/2}\zeta_k(2)}{4\pi^4}," S143 Q328Q7317264 P2534 "r=\frac{V_f - V_i}{V_i} " S143 Q328
	Q2755244 P2534 "ppN_2(nitrox, depth) = ppN_2(air, EAD)" S143 Q328Q7233460 P2534 " \sup_{t>0} \frac{f(t)}{e^{bt}} < \infty" S143 Q328
	Q979829 P2534 "Rf(L) = \int_L f(\mathbf{x})\,\|d\mathbf{x}\|." S143 Q328
	Q2646168 P2534 "P_i = wl_i + k_A a_i , (i = B, D) " S143 Q328
	Q7446320 P2534 "x_1 x_2 x_3 + x_2 x_3 x_4 + x_3 x_4 x_5 + x_4 x_5 x_1 + x_5 x_1 x_2 = 0. \, " S143 Q328
	Q6045520 P2534 "g_{th} = \frac{\alpha_{wg}+\alpha_{mirr}}{\Gamma}" S143 Q328
	Q25304366 P2534 "R^{\left(i(\alpha-\beta), \frac{1}{2}(\alpha+\beta)+1)\right)}_n(-ix) " S143 Q328
	Q1758425 P2534 "v_p = \frac{\omega}{k}," S143 Q328
	Q5283076 P2534 " {f_i}=a_1 \cdot sin(\omega t)" S143 Q328
	Q824852 P2534 "W = \overrightarrow{F} \cdot \overrightarrow{s}" S143 Q328
	Q4718250 P2534 "\|X\| \le 2^{\chi(X) L(X)}" S143 Q328
	Q1819156 P2534 "\textstyle {x=a\cos(t)-\frac {a\sin^2 (t)}{\sqrt 2}, \qquad y=a\cos(t)\sin(t)}" S143 Q328
	Q606795 P2534 "x = x_0 + u (x_1 - x_0) = x_0 + t \Delta x\,\!" S143 Q328
	Q3268404 P2534 " \tau = \frac{(\text{number of concordant pairs}) - (\text{number of discordant pairs})}{n (n-1) /2} .<ref>{{SpringerEOM \|title=Kendall tau metric \|id=K/k130020 \|first=R.B. \|last=Nelsen}}</ref>" S143 Q328
	Q7239876 P2534 " \int f^2 \, dP<\infty" S143 Q328
	Q936481 P2534 " \sqrt f = k_1 \cdot \left(Z - k_2\right) " S143 Q328
	Q5365804 P2534 "\Theta_{\mathbf{a}} = \alpha^{-12} \Delta_E^{N\mathbf{a} - 1} \prod_{\mathbf{a}P=0, P\ne0} (x-x(P))^{-6} \ . " S143 Q328
	Q318714 P2534 " y'' + p(x)y' + q(x)\,y = 0" S143 Q328
	Q181741 P2534 "d_p=\int_{0}^{t_0} \frac{c}{a(t)}dt\ ." S143 Q328
	Q938901 P2534 " L_z = \sqrt{(1-e^2)} \cos i ." S143 Q328
	Q4889759 P2534 " p(\text{State}_x \rightarrow \text{State}_y) = \min \left(e ^ { - \beta \, \Delta U} , 1 \right) = M(\beta \, \Delta U) " S143 Q328
	Q3526757 P2534 "a=\gamma c" S143 Q328
	Q3822213 P2534 "f\colon (D^2,\partial D^2)\to (M,\partial M) \, " S143 Q328
	Q1795097 P2534 "g(\phi)= g_e\left( 1 + A \sin^2(\phi) - B \sin^2(2 \phi) \right), " S143 Q328
	Q1049914 P2534 " (\lambda \mathbf{A})_{ij} = \lambda\left(\mathbf{A}\right)_{ij}\,," S143 Q328
	Q7433041 P2534 " \mathbb{C}^n\otimes\mathbb{C}^n\otimes\cdots\otimes\mathbb{C}^n with ''k'' factors." S143 Q328
	Q5532509 P2534 " \sigma_\varphi(R) = \{ \ t t \in R, \ \varphi(t) \ \}" S143 Q328
	Q7269100 P2534 " [x_i,x_j]=0,\quad [x_i, t]=i \lambda x_i " S143 Q328
	Q1000031 P2534 "\Delta S_{mix} = -nR(x_1\ln x_1 + x_2\ln x_2)\,." S143 Q328
	Q7187846 P2534 " F^\gamma_{2,B}(x,Q^2) = f_B(x)\log{ Q^2/\Lambda^2} + ... " S143 Q328
	Q7366596 P2534 "G \circ H = (V, E)" S143 Q328
	Q14994971 P2534 " x = 0.8707 \times l(\varphi) \times \lambda," S143 Q328
	Q6914151 P2534 "\|BW\| = \sqrt{\|VW\|^2-\|VB\|^2} = \sqrt{\frac58}; whence its volume is" S143 Q328
	Q1194667 P2534 "\sum_{n} a(n)n^{-s}\," S143 Q328
	Q5597095 P2534 "{\left\| G \right\rangle} =\prod _{(a,b)\in E}U^{\{ a,b\} } {\left\| + \right\rangle} ^{\otimes V}" S143 Q328
	Q1570027 P2534 " \dot m = \rho A_1 v_1 = \rho S v = \rho A_2 v_2 " S143 Q328
	Q745416 P2534 "\frac{\mathrm{d}P}{\mathrm{d}T} = \frac{L}{T\,\Delta v}=\frac{\Delta s}{\Delta v}, " S143 Q328
	Q1287074 P2534 "f(y_1, \ldots, y_m) = 0." S143 Q328
	Q888122 P2534 " T(f)(x) = \int K(x,y)f(y) \, dy, " S143 Q328
	Q5326945 P2534 "P = D\cdot\sum_{i=1}^{\infty}\left(\frac{1+g_i}{1+k}\right)^{i} ." S143 Q328
	Q35865 P2534 "MV = PQ" S143 Q328
	Q1771121 P2534 "B\," S143 Q328
	Q5615497 P2534 "\sin \theta \le \sqrt{n_o^2 - n_c^2} ," S143 Q328
	Q7048824 P2534 "ab=ba \,. " S143 Q328
	Q226014 P2534 "(X,\Sigma,\mu) " S143 Q328
	Q419918 P2534 " [-1, 0, 1]\text{ and }[-1, 0, 1]^\top.\," S143 Q328
	Q6621302 P2534 " f(\lambda x + (1 - \lambda)y)\leq\max\big\{f(x),f(y)\big\}." S143 Q328
	Q1149279 P2534 "y'' + y = 0~" S143 Q328
	Q4530519 P2534 "{Rg_2^*\ \xrightarrow[]{\tau}\ Rg + Rg + h\nu (UV photon)}," S143 Q328
	Q25303646 P2534 " (1/4)(\cot(\alpha)+\cot(\gamma))(\cot(\beta)+\cot(\delta)). " S143 Q328
	Q4849986 P2534 "V_+ = V_\mathrm {in} \frac{Z_\mathrm {in}+R_1}{Z_\mathrm {in}+2R_1}" S143 Q328
	Q3527146 P2534 "x_T = \sum_{i\in T}x_{\{i\}}," S143 Q328
	Q4769724 P2534 "AV = \frac{1029.4(PO_{bpm})}{ID^2-OD^2}\," S143 Q328
	Q7595791 P2534 " M \oplus F = G . \, " S143 Q328
	Q8048582 P2534 " [t_{ij}^{(p+1)}, t_{kl}^{(q)}] - [t_{ij}^{(p)}, t_{kl}^{(q+1)}]= -(t_{kj}^{(p)}t_{il}^{(q)} - t_{kj}^{(q)} t_{il}^{(p)})." S143 Q328
	Q10862754 P2534 "\tau \simeq \left[\left(\frac{2a}{9g}\right)^3 \frac{2\pi\mu a}{M}\right]^\frac{1}{5}" S143 Q328
	Q3063395 P2534 " \left( \frac{17}{91}, \frac{78}{85}, \frac{19}{51}, \frac{23}{38}, \frac{29}{33}, \frac{77}{29}, \frac{95}{23}, \frac{77}{19}, \frac{1}{17}, \frac{11}{13}, \frac{13}{11}, \frac{15}{14}, \frac{15}{2}, \frac{55}{1} \right)" S143 Q328
	Q6914653 P2534 "c = \frac{r P}{1-(1+r)^{-N}} = \frac {rP(1+r)^N}{(1+r)^N-1}." S143 Q328
	Q7189696 P2534 "MTTF=A(J^{-n})e^{\frac{Ea}{kT}}" S143 Q328
	Q1111 P2534 "I = -\frac{\mathrm{d}Q}{\mathrm{d}t}." S143 Q328
	Q6636278 P2534 " \gamma = \frac{1}{\sqrt{1 - \beta^2}}" S143 Q328
	Q2554020 P2534 "<math chem> \theta = {[\ce L]^n \over K_d + [\ce L]^n} = {[\ce L]^n \over (K_A)^n + [\ce L]^n} = {1 \over \left({K_A \over [\ce L]}\right)^n+1} " S143 Q328
	Q3001209 P2534 "{\rm blanc}(x) = \sum_{n=0}^\infty {s(2^{n}x)\over 2^n}," S143 Q328
	Q17003059 P2534 "P(s)f(x)^{s+1} = b(s)f(x)^s. \, " S143 Q328
	Q5420361 P2534 " \exists X_1 \cdots \exists X_n \, F(X_1,\dots, X_n), \, " S143 Q328
	Q3258567 P2534 " f(x\|a,b,\alpha, \beta)=\alpha \left ( x - \beta \right )^2, \quad\text{for } x \in [a , b]." S143 Q328
	Q5062152 P2534 "\{1\} = A_0 \triangleleft A_1 \triangleleft \dots \triangleleft A_n = G" S143 Q328
	Q6795637 P2534 "f^* = \sup_{N\geq 1} \frac{1}{N} \sum_{i=0}^{N-1} f \circ T^i. " S143 Q328
	Q2506594 P2534 "\{ a + kN \colon k \in \mathbf{Z} \}," S143 Q328
	Q753007 P2534 "\sum_{i} ( \mathbf {F}_{i} - m_i \mathbf{a}_i )\cdot \delta \mathbf r_i = 0," S143 Q328
	Q1589528 P2534 "(2n-1)^2 = 4n^2-4n+1." S143 Q328
	Q2895824 P2534 "(a_1,\ldots,a_m)\in A if and only if \mathcal{M}\models\varphi[a_1,\ldots,a_m,b_1,\ldots,b_n]" S143 Q328
	Q5450237 P2534 " { div\, (\rho u T )} ={div\, (k\, grad\, T )}+ {S_{T}} \, " S143 Q328
	Q3685258 P2534 " E = F^0{E} \supset F^1{E} \supset F^2{E} \supset \cdots \, " S143 Q328
	Q2134013 P2534 "\dot{\theta} = - \frac{\theta^2}{3} - 2 \sigma^2 + 2 \omega^2 - {E[\vec{X}]^a}_a + {{\dot{X}^a}}_{;a}" S143 Q328
	Q902629 P2534 " Q = \frac {4 \pi \sin \left ( \theta \right )}{\lambda}." S143 Q328
	Q6996459 P2534 "\,\! T = \sqrt{\frac{N_0}{2^k}}," S143 Q328
	Q2488 P2534 "10 \times \left(1 - \frac{b}{a}\right)" S143 Q328
	Q5469955 P2534 "\sum_{n=0}^{\infty} q^n = \frac{1}{1-q}" S143 Q328
	Q12794416 P2534 "M=\|M\|e^{i\theta}e^{i\phi}" S143 Q328
	Q7293308 P2534 "\displaystyle \int_Df(\tau)\overline{g(\tau)}E(\tau,s)y^{k-2}dxdy." S143 Q328
	Q2482717 P2534 "\eta = \int_{0}^{t} \frac{dt'}{a(t')}" S143 Q328
	Q3829778 P2534 " { mv^2 \over 2 } = h \nu - 13.6 eV" S143 Q328
	Q2474925 P2534 " \int_a^b f(x)h(x)\,\operatorname{d}x = 0 " S143 Q328
	Q2248521 P2534 "\displaystyle e^{i \pi} + 1 = 0\, ." S143 Q328
	Q7576696 P2534 "M=S^3/\Gamma" S143 Q328
	Q4961863 P2534 " h\nu = 2\mu_\text{n} B \pm 2d_\text{n} E ," S143 Q328
	Q5156926 P2534 "p_H(x\|\alpha) = {\displaystyle \int\limits_\theta p_F(x\|\theta)\,p_G(\theta\|\alpha) \operatorname{d}\!\theta}" S143 Q328
	Q17014180 P2534 " V Work done on the system" S143 Q328
	Q6516933 P2534 "\partial_+f(a)=\lim_{{\scriptstyle x\to a+\atop\scriptstyle x\in I}}\frac{f(x)-f(a)}{x-a}{{clarify\|reason=what is I\|date=April 2015}}" S143 Q328
	Q2214905 P2534 "n={120\times{f}\over{p}}" S143 Q328
	Q6639799 P2534 "y(x) = \frac{\int b(x) M(x)\, dx + C}{M(x)}.\," S143 Q328
	Q3279780 P2534 "E= E^0 + \frac{RT}{nF} \ln a_{H^{+}}" S143 Q328
	Q1190625 P2534 "\psi = \frac{p}{\gamma} = \frac{p}{\rho \, g}" S143 Q328
	Q83216 P2534 "I_\mathrm{v}(\lambda)= 683.002\ \mathrm{lm/W} \cdot \overline{y}(\lambda) \cdot I_\mathrm{e}(\lambda)" S143 Q328
	Q859102 P2534 "\sum_{i=0}^\infty a_i is convergent if and only if for every \varepsilon>0 there is a [[natural number]] ''N'' such that" S143 Q328
	Q455422 P2534 "[g_1,h_1] \cdots [g_n,h_n] " S143 Q328
	Q4491882 P2534 "1 \rightarrow A \rightarrow B \rightarrow C \rightarrow 1\ " S143 Q328
	Q4421793 P2534 "F\Big(L_-,L_0,L_+\Big)=0" S143 Q328
	Q5318442 P2534 "{x^2 \over a^2}+{y^2 \over b^2}+{z^2 \over c^2}=1," S143 Q328
	Q209555 P2534 " ((A \land B) \to C) \Leftrightarrow (A \to (B \to C))." S143 Q328
	Q2687694 P2534 "C^* = \left \{y\in X^* \langle y , x \rangle \geq 0 \quad \forall x\in C \right \}," S143 Q328
	Q790454 P2534 "\eta = \frac{n_B - n_{\bar B}}{n_\gamma}." S143 Q328
	Q33539 P2534 "f_\mathrm{obs} = f_\mathrm{rest}\sqrt{\left({1 - v/c}\right)/\left({1 + v/c}\right)}" S143 Q328
	Q5031292 P2534 "d(\mathbf{p}, \mathbf{q}) = \sum_{i=1}^n \frac{\|p_i-q_i\|}{\|p_i\|+\|q_i\|}" S143 Q328
	Q282259 P2534 "U = C_\text{exp} - C_\text{obs}." S143 Q328
	Q838495 P2534 "A \ominus B = \{z\in E \| B_{z} \subseteq A\}," S143 Q328
	Q466960 P2534 "\mathrm{{}^{2}_{2}He}\ \xrightarrow{\ \mathrm{Unknown}}\ \mathrm{2{}^{1}_{1}H} " S143 Q328
	Q6430373 P2534 "g(y) = \int_0^\infty f(x) K_{iy}(x) \, dx " S143 Q328
	Q568761 P2534 "\ ee = \|F_+ - F_-\|" S143 Q328
	Q1017106 P2534 "\Psi G \to \mathrm{Aut}(G), \, g \mapsto \Psi_g" S143 Q328
	Q1422850 P2534 "\mathrm{CAGR}(t_0,t_n) = \left( {V(t_n)/V(t_0)} \right)^\frac{1}{t_n-t_0} - 1 " S143 Q328
	Q5958057 P2534 "E_1^{p,q}=H^q(X,\Omega_X^p)\Rightarrow \mathbf{H}^{p+q}(X,\Omega_X^{\bullet})=H_{DR}^{p+q}(X/k)." S143 Q328
	Q954210 P2534 "\text{NSPACE}\left(f\left(n\right)\right) \subseteq \text{DSPACE}\left(\left(f\left(n\right)\right)^2\right)." S143 Q328
	Q6378694 P2534 "V_\Theta\ (r) = \frac{\Gamma}{2\pi} \frac{r}{r_c^2 + r^2} " S143 Q328
	Q7158382 P2534 "V_S = v + Ri\,&nbsp;&nbsp;&nbsp;&nbsp;and&nbsp;&nbsp;&nbsp;&nbsp;i = C{dv \over dt}\," S143 Q328
	Q777407 P2534 "ax^2+bx+c=0,\," S143 Q328
	Q98831 P2534 "\frac{d \xi}{d t} + \nabla \cdot f(\xi) = 0" S143 Q328
	Q12352263 P2534 "x_{n+1}=[x_n+\nu(1+\mu y_n)+\epsilon\nu\mu\cos(2\pi x_n)]\, (\textrm{mod}\,1)" S143 Q328
	Q5253365 P2534 "e(p, u^) = \min_{x \in \geq{u^}} p \cdot x" S143 Q328
	Q56933 P2534 " \frac{1}{p} + \frac{1}{q} > \frac{1}{2} Polyhedron (existing in Euclidean 3-space)" S143 Q328
	Q5156512 P2534 "s_n=\sum_{m=0}^n a_m." S143 Q328
	Q32021 P2534 "\alpha_\text{G} = \frac{G m_\text{e}^2}{\hbar c} = \left( \frac{m_\text{e}}{m_\text{P}} \right)^2 \approx 1.7518 \times 10^{-45} " S143 Q328
	Q7617891 P2534 " MacD_{ddm} = \frac{1+r}{r-g}" S143 Q328
	Q5192244 P2534 "\mathbf{Q}[x]/(f(x))" S143 Q328
	Q5994637 P2534 "\frac{1}{\zeta_G(u)} = \prod_{p} ({1 - u^{L(p)}})" S143 Q328
	Q6784585 P2534 "V(\zeta)=\int_0^\infty G(\|\varphi(t,\zeta)\|)dt" S143 Q328
	Q7310834 P2534 " S=\frac{n_e}{a_0n_{cr}}," S143 Q328
	Q4936243 P2534 "\\| u \\|_{L^{p} (T; X)} = \left( \int_{T} \\| u(t) \\|_{X}^{p} \, \mathrm{d} \mu (t) \right)^{1/p} < + \infty \mbox{ for } 1 \leq p < \infty," S143 Q328
	Q7307047 P2534 "L(\mathcal{T}_r, t) = \frac{r}{6}t^3 + t^2 + \left(2 - \frac{r}{6}\right)t + 1.<ref name=MR2271992>{{cite book\|title=Computing the Continuous Discretely\|year=2007\|publisher=Springer\|location=New York\|page=75\|author=Beck, Matthias\|author2=Robins, Sinai}}</ref>" S143 Q328
	Q1520713 P2534 "\frac{d\bold{x}}{dt} = \bold{F}(\bold{x},t)," S143 Q328
	Q2679684 P2534 "\varphi(\mathbf{x}) = \sum_{i=1}^N a_i \rho(\|\|\mathbf{x}-\mathbf{c}_i\|\|)" S143 Q328
	Q1148989 P2534 "P = R + E + \Delta S" S143 Q328
	Q791576 P2534 " a_w \equiv p / p_0 " S143 Q328
	Q4455043 P2534 "\frac{(d+1)(d+2)}{2} - 1 = \frac{d^2 + 3d}{2}." S143 Q328
	Q178825 P2534 " \psi (x) = e^{ikx} u(x)," S143 Q328
	Q2283172 P2534 "\vec{x}(t) = \begin{bmatrix} x^1(t) \\ x^2(t) \\ x^3(t) \end{bmatrix} \,." S143 Q328
	Q3408856 P2534 "N = A/\ell_\mathrm{P}^2" S143 Q328
	Q5089011 P2534 "\pi(x;4,1)\sim\pi(x;4,3)\sim \frac{1}{2}\frac{x}{\log x}," S143 Q328
	Q183389 P2534 "\left(\frac{C}{h}\right) = {2 \pi \epsilon \over \ln(D/d)}= {2 \pi \epsilon_0 \epsilon_r \over \ln(D/d)}" S143 Q328
	Q12013681 P2534 "(A,\mathfrak{m}_A) dominates (B,\mathfrak{m}_B) if A \supset B and \mathfrak{m}_A \cap B = \mathfrak{m}_B.<ref>Efrat (2006) p.55</ref>" S143 Q328
	Q3258311 P2534 "\cos \theta_c = f_1 \cos \theta_1 + f_2 \cos \theta_2," S143 Q328
	Q5310247 P2534 "\psi_{jk}(x) = 2^{j/2}\psi(2^jx-k)" S143 Q328
	Q7201011 P2534 " (X Y Z 0) \equiv (a X a Y a Z 0) ," S143 Q328
	Q7898446 P2534 " \stackrel{\triangledown}{\mathbf{A}} = \frac{D}{Dt} \mathbf{A} - (\nabla \mathbf{v})^T \cdot \mathbf{A} - \mathbf{A} \cdot (\nabla \mathbf{v}) " S143 Q328
	Q4735050 P2534 "\rho_{SM} is correlation between stock and benchmark market," S143 Q328
	Q618068 P2534 "\text{CI} = \frac{\text{CO}}{\text{BSA}} = \frac{\text{SV}\times\text{HR}}{\text{BSA}}" S143 Q328
	Q1184602 P2534 "\frac{\partial \Pi_2 }{\partial q_2} = \frac{\partial P(q_1+q_2) }{\partial q_2} \cdot q_2 + P(q_1+q_2) - \frac{\partial C_2 (q_2)}{\partial q_2}." S143 Q328
	Q6553426 P2534 "J V \rightarrow V" S143 Q328
	Q5072843 P2534 "W = aL^b\!\," S143 Q328
	Q190046 P2534 "{x^2 \over a^2}+{y^2 \over b^2}+{z^2 \over c^2}=1," S143 Q328
	Q208042 P2534 "Y \approx f (\mathbf {X}, \boldsymbol{\beta} )" S143 Q328
	Q506265 P2534 "\beth_{0} = \aleph_0," S143 Q328
	Q1411898 P2534 "P(X_{n+1}=1 \mid X_1+\cdots+X_n=s)={s+1 \over n+2}." S143 Q328
	Q17098298 P2534 "f(\bold{x}) = f(x_1, x_2, \ldots, x_n)" S143 Q328
	Q4796198 P2534 "\mu_X= E[X(t)], " S143 Q328
	Q17121801 P2534 "Lk = Wr + Tw \;," S143 Q328
	Q17125978 P2534 "x_{\mathrm{ZOH}}(t)\,= \sum_{n=-\infty}^{\infty} x[n]\cdot \mathrm{rect} \left(\frac{t-T/2 -nT}{T} \right) \ " S143 Q328
	Q7249462 P2534 "g \mathbf{P}(E) \overset{\sim}\to \mathbf{P}(E \otimes L)" S143 Q328
	Q7979830 P2534 " CBF = CPP/CVR " S143 Q328
	Q4922429 P2534 "f(-x) = f(x),\,\!" S143 Q328
	Q4669935 P2534 "a = p_1^{\alpha_1} p_2^{\alpha_2} \cdots p_r^{\alpha_r}" S143 Q328
	Q2858951 P2534 "s(\theta) = \frac{1}{2} a_0 + \sum_{k=1}^{m-1} \mathrm{sinc}\Bigl(\frac{k}{m}\Bigr)\cdot \left[a_{k} \cos \Bigl( \frac{2 \pi k}{T} \theta \Bigr) +b_k\sin\Bigl( \frac{2 \pi k}{T} \theta \Bigr) \right] , " S143 Q328
	Q1077800 P2534 "P([\omega_1, \omega_2,\cdots ,\omega_n])= p^k (1-p)^{n-k}" S143 Q328
	Q497332 P2534 "\vec \jmath(t) = \frac{\mathrm{d} \vec a(t)}{\mathrm{d}t} = \dot{\vec a}(t) = \frac{\mathrm{d}^2 \vec v(t)}{\mathrm{d}t^2} = \ddot{\vec v}(t) = \frac{\mathrm{d}^3 \vec r(t)}{\mathrm{d}t^3} = \overset{...}{\vec r}(t)," S143 Q328
	Q17156562 P2534 "w(\hat{t}) = w(V.\hat{n}) " S143 Q328
	Q2039117 P2534 "\sin^2 \theta + \cos^2 \theta = 1.\!" S143 Q328
	Q1055807 P2534 "\rho \colon G \to \mathrm{GL}(V) " S143 Q328
	Q16962244 P2534 "\Delta p = -\gamma \nabla \cdot \hat n =\gamma (\cfrac{1}{R_1} + \cfrac{1}{R_2})" S143 Q328
	Q6795920 P2534 " f^*(\theta)=\max\{f(x,\theta)\|x\in C(\theta)\} and" S143 Q328
	Q485292 P2534 "\Delta_{\theta} = \{ 0 \} \cup \{ t \in \mathbb{C} \| \mathrm{arg}(t) \| < \theta \}," S143 Q328
	Q906095 P2534 "\langle R^2 \rangle = n l^2 \frac{1+\cos(\theta)}{1-\cos(\theta)} \cdot \frac{1+\langle\cos(\textstyle\phi\,\!)\rangle}{1-\langle\cos (\textstyle\phi\,\!)\rangle} ," S143 Q328
	Q6060355 P2534 " E \oplus E' \cong M \times \mathbb{R}^n. \, " S143 Q328
	Q7157892 P2534 " f={{\alpha }_{0}}{{x}^{n}}\text{+ }{{a}_{1}}{{x}^{n-1}}+...+{{a}_{n}}" S143 Q328
	Q2550718 P2534 "Z = \sqrt{\sum_{i=1}^k \left(\frac{X_i}{\sigma_i}\right)^2}" S143 Q328
	Q7138412 P2534 "P_k = \frac{k}{\|G\|} \sum_{g \in G} c_k(g) where ''c''<sub>''k''</sub>(''g'') is the number of ''k''-cycles in the cycle decomposition of ''g''." S143 Q328
	Q1412092 P2534 "\rho_{gas}=\frac{m_{fullgas}-m_{evactube}}{V}\," S143 Q328
	Q5944865 P2534 "I[u]=\int_a^b L[x,u(x),u'(x)] \, dx \, ," S143 Q328Q111698 P2534 "S = \frac{\upsilon}{C}" S143 Q328
	Q3537482 P2534 "(p - p')(y-y') \geq 0," S143 Q328
	Q3029658 P2534 "\chi(G)\le\left\lceil\frac{\Delta+\omega+1}{2}\right\rceil." S143 Q328
	Q18354190 P2534 "z \mapsto \frac{az + b} {cz + d}, \quad z, a, b, c, d \isin A ." S143 Q328
	Q1125947 P2534 "-\frac{dI(y)}{dy}=\mu I" S143 Q328
	Q45099 P2534 " \frac{a_0}{2} + \sum_{n=1}^\infty \left\{ a_n \cos (nx) + b_n \sin(nx) \right\}.\, " S143 Q328
	Q544643 P2534 "a_nx^n+a_{n-1}x^{n-1}+\dots +a_2x^2+a_1x+a_0 = 0," S143 Q328
	Q18346007 P2534 "C_{hc}(i) = N_R(i) + C_{(clo-i)}(i) " S143 Q328
	Q7887169 P2534 "\phi ( I ) = I. \, " S143 Q328
	Q3526918 P2534 "\mathrm{vol} \big( (1 - \lambda) K + \lambda L \big)^{1/n} \geq (1 - \lambda) \mathrm{vol} (K)^{1/n} + \lambda \, \mathrm{vol} (L)^{1/n}," S143 Q328
	Q22906153 P2534 " \lim_{n\to\infty}\frac{g_n(x)}{n}=g(x)\ge-\infty" S143 Q328
	Q7917832 P2534 "\bold{J}=\bold{L}+\bold{S}." S143 Q328
	Q7798000 P2534 "\sigma_f = \frac{3 F L}{2 b d^2} for a rectangular cross section" S143 Q328
	Q15634948 P2534 " x_{n+1} = \left( 1 + \frac{1}{x_n} \right)^n\text{ for }n=1,2,3,\ldots," S143 Q328
	Q6835566 P2534 "\frac{dx}{dt}(t)\in F(t,x(t)), \quad x(t_0)=x_0" S143 Q328
	Q17157279 P2534 "\text{base} \times \text{height} = \pi r^2 \cdot r = \pi r^3" S143 Q328
	Q2604926 P2534 " \sum_{i=1}^n \nu_i A_i = \sum_{j=1}^m \mu_j B_j," S143 Q328
	Q855949 P2534 "\operatorname{sinc}(x) = \frac{\sin(x)}{x}~." S143 Q328
	Q1002603 P2534 "\forall y\exists x (x^2=y)" S143 Q328
	Q7440065 P2534 " F=b(\dot{v}_2-\dot{v}_1)," S143 Q328
	Q14088448 P2534 "\textstyle{{{4 \over 3} \over \left ({9 \over 8} \right )^2} = {256 \over 243} }\,\!<ref>" S143 Q328
	Q7577412 P2534 "\vec j_s = {\hbar \over {4 \pi}} g^{\uparrow \downarrow} {1 \over M_S^2} \langle \vec M(t) \times {{d \vec M(t))} \over {dt}} \rangle " S143 Q328
	Q5150587 P2534 "(\{0\} \times [0,1] ) \cup (K \times [0,1]) \cup ([0,1] \times \{0\})" S143 Q328
	Q5140300 P2534 " \mathcal{C} = \bigcup_{\mathit{w}=d_{min}}^{\mathit{w_{max}}} \mathcal{C}_w" S143 Q328
	Q1394540 P2534 " \text{Tonnage} = \frac {(\text{Length}- (\text{Beam}\times\frac{3} {5})) \times \text{Beam} \times \frac {\text{Beam}}{2}} {94}" S143 Q328
	Q7632662 P2534 "\kappa^+ = \|\inf \{ \lambda \in ON \ \|\ \kappa < \|\lambda\| \}\| ," S143 Q328
	Q84296 P2534 "S = k \cdot \log W \," S143 Q328
	Q1413101 P2534 "W_k = W_{k+1} + \rho K N_k" S143 Q328
	Q7465774 P2534 " \overrightarrow{q} = - k {\nabla} T" S143 Q328
	Q3240280 P2534 " x =2a " S143 Q328
	Q11342341 P2534 " Z(s) = \operatorname{Tr}(\Delta^{-s}) = \sum_{n=1}^{\infty} \vert \lambda_{n} \vert^{-s}." S143 Q328
	Q1572474 P2534 "\left \{ J(q_1), J'(q_1), J''(q_1), \ldots, J(q_n), J'(q_n), J''(q_n) \right \}" S143 Q328
	Q899102 P2534 "R_{exp} = \frac{3hc10^{3} \ln(10)}{32\pi^{3}N_A} \int \frac{\Delta\epsilon}{\nu} d{\nu}" S143 Q328
	Q7269086 P2534 "L(\mathcal{T}_r, t) = \frac{r}{6}t^3 + t^2 + \left(2 - \frac{r}{6}\right)t + 1.<ref name=MR2271992>{{cite book\|title=Computing the Continuous Discretely\|year=2007\|publisher=Springer\|location=New York\|page=75\|author=Beck, Matthias\|author2=Robins, Sinai}}</ref>" S143 Q328
	Q5283150 P2534 "Q=\frac{\omega_0}{\Delta\omega}" S143 Q328
	Q844980 P2534 " [[a,b],c] = [a,[b,c]]+ [[a,c],b]. \, " S143 Q328
	Q17098482 P2534 "\mathfrak{g} \to T_x M." S143 Q328
	Q2502381 P2534 "F(x, y) = \tfrac{1}{2} k_1 x^2 + \tfrac{1}{2} k_2 y^2 + \cdot\cdot\cdot" S143 Q328
	Q4521948 P2534 "A^{k+1} A^D=A^k, \quad A^D A A^D=A^D,\quad A A^D= A^D A." S143 Q328
	Q1047576 P2534 " \mathrm{shortestPath}(i,j,0) = w(i,j)" S143 Q328
	Q1862216 P2534 "RR=\frac{D_E/N_E}{D_N/N_N}\,," S143 Q328
	Q7979797 P2534 "\mathbf{E_1} = A e^{i(kx-\omega t)} \mathbf{z} " S143 Q328
	Q5687106 P2534 " \mathrm{In}(H) = \left( \pi(H), \nu(H), \delta(H) \right) \, " S143 Q328
	Q274072 P2534 "A(S,i)=\|S\| + \sum_{j} \left(B(S\cap X_j, j,i) - \|S\cap X_j\|\right)" S143 Q328
	Q1366581 P2534 "c^k(\ell,m,\ell',m')=\int d^2\Omega \ Y_\ell^m(\Omega)^* Y_{\ell'}^{m'}(\Omega) Y_k^{m-m'}(\Omega)" S143 Q328
	Q5380792 P2534 "\oint \frac{\delta Q}{T}=0." S143 Q328
	Q4545840 P2534 " \mathrm{P}(X > 1.96) = 0.025, \," S143 Q328
	Q617388 P2534 " L = \lambda W \, " S143 Q328
	Q3527230 P2534 " B_{2n}=\sum_{j=0}^{2n}{\frac{1}{j+1}}\sum_{m=0}^{j}{(-1)^{m}{j\choose m}m^{2n}} \!" S143 Q328
	Q7310972 P2534 "k(\mathbf{x},\mathbf{x'}) = \sum_{j=1}^N \frac{1}{\alpha_j} \varphi(\mathbf{x},\mathbf{x}_j)\varphi(\mathbf{x}',\mathbf{x}_j) " S143 Q328
	Q1458306 P2534 "\mathbf{S}=\mathbf{S}(\mathbf{E},\dot{\mathbf{E}}) \quad\rightarrow\quad \mathbf{S}=\mathbf{S}(\mathbf{E})" S143 Q328
	Q5532503 P2534 "w_j O_i(s,t) \geq w_i O_j(s,t)" S143 Q328
	Q1876 P2534 " \mathrm{^{239\!\,}_{\ 94}Pu\ +\ ^{4}_{2}He\ \longrightarrow \ ^{242}_{\ 96}Cm\ +\ ^{1}_{0}n}" S143 Q328
	Q2473905 P2534 " k-(\operatorname{rank} G-\operatorname{rank} H)\leq 5. " S143 Q328
	Q5172143 P2534 "\|f_1\|+\cdots+\|f_n\|\ge\delta everywhere in the unit ball." S143 Q328
	Q4284413 P2534 "\varphi(x)=2\cdot\sum_{k=0}^{N-1} h_k\cdot\varphi(2\cdot x-k)" S143 Q328
	Q5580918 P2534 "\lambda = 0.62432 99885 43550 87099 29363 83100 83724\dots." S143 Q328
	Q595742 P2534 "f(z) = \frac{a z + b}{c z + d}" S143 Q328
	Q4913893 P2534 "\operatorname H(X) = \operatorname H_\text{b}(p) = -p \log_2 p - (1 - p) \log_2 (1 - p)," S143 Q328
	Q17014577 P2534 " v' = \frac{dx'}{dt'}=\frac{dx^\beta}{dt^\alpha}\,,\quad \alpha,\beta>0," S143 Q328
	Q1589551 P2534 " \mathcal{W} = \int_S H^2 \, dA - \int_S K \, dA" S143 Q328
	Q5975472 P2534 "\frac{S}{S_0} = f_\mathrm{IVIM} F_\text{perf} + (1- f_\mathrm{IVIM}) F_\text{diff} \, [1]" S143 Q328
	Q1750503 P2534 "t(U) = \frac{L}{\sqrt{2U}} \sqrt{\frac{m}{q}}\ + \frac{2 L_{m}\sqrt{2U}}{U_{m}} \sqrt{\frac{m}{q}}\ " S143 Q328
	Q7489232 P2534 "p_m=-\frac{p_b \cdot p_r}{p_b-p_r}" S143 Q328
	Q7357538 P2534 "w_1 = 0000 ~ 0000 ~ 0000 ~ 000? \," S143 Q328
	Q908676 P2534 " \delta t = +24^s.349 + 72^s.3165T +29^s.949T^2 + 1.821B . . . . . (4) <ref name=Clem1948-172 />" S143 Q328
	Q211851 P2534 "x = \rho \cos \varphi" S143 Q328
	Q3229333 P2534 "z_i \in E - \cup_{j \ne i} I_j" S143 Q328
	Q7550116 P2534 " \lim_{n\to\infty} \frac{1}{n} \sum_{i=1}^n f(x_i) = \int_{I^s} f " S143 Q328
	Q622682 P2534 "\zeta(3) = \sum_{n=1}^\infty\frac{1}{n^3} = \lim_{n \to \infty}\left(\frac{1}{1^3} + \frac{1}{2^3} + \cdots + \frac{1}{n^3}\right)" S143 Q328
	Q720413 P2534 " 1/a ,\ \frac{1}{a+d}\ , \frac{1}{a+2d}\ , \frac{1}{a+3d}\ , \cdots, \frac{1}{a+kd}," S143 Q328
	Q7168096 P2534 "R=\{f\cdot I+j\mid f\in F, j\in J \}\," S143 Q328
	Q842620 P2534 "\frac{\mathrm{CPU~speed}}{\left\lceil\frac{\mathrm{CPU~multiplier}}{\mathrm{DRAM~divider}}\right\rceil}=\mathrm{DRAM~speed}" S143 Q328
	Q3115514 P2534 " (x-5) (x-2)^9 x (x+2)^3 (x+3)^2 (x^2+x-4)^3 (x^2+2x-2)^4." S143 Q328
	Q7917791 P2534 "\Omega^p(M,E) = \Gamma(E\otimes\Lambda^pT^*M)." S143 Q328
	Q2495534 P2534 "UH_1\to H_2\," S143 Q328
	Q5532510 P2534 " \min\limits_{x \in X}\;\; f(x) " S143 Q328
	Q669273 P2534 "R_i=\sum_{j=1}^m r_{i,j} ," S143 Q328
	Q5434691 P2534 "\iint\limits_S \mathbf{E} \cdot d\mathbf{A} = \frac{1}{\epsilon_0}(Q + Q_{induced}) = 0 \," S143 Q328
	Q922477 P2534 "X_c = \frac{1}{2 \pi f C}" S143 Q328
	Q5605115 P2534 "u(c,l) = \frac{c^{1-\gamma}}{1-\gamma}- \psi \frac{l^{1+\theta}}{1+\theta}" S143 Q328
	Q5155339 P2534 "\langle K\rangle = \bigcup_{n \in \mathbb{N}} (K \cup K^{-1})^n = G." S143 Q328
	Q1431161 P2534 "\mathrm{SQNR} = 20 \log_{10}(2^Q) \approx 6.02 \cdot Q\ \mathrm{dB} \,\!" S143 Q328
	Q176623 P2534 "P_r = {{P_t G_t A_r \sigma F^4}\over{{(4\pi)}^2 R_t^2R_r^2}}" S143 Q328
	Q2033300 P2534 " d_n = 2\lambda Kp_nq_n + Kq_n^2 = Kq_n[2\lambda + (1 - 2\lambda)q_n]" S143 Q328
	Q17097801 P2534 " \frac{\partial^2 u}{\partial x_1^2}+\cdots+\frac{\partial^2 u}{\partial x_n^2}-\frac{\partial^2 u}{\partial y_1^2}-\cdots-\frac{\partial^2 u}{\partial y_n^2}=0.\qquad\qquad(1)" S143 Q328
	Q207522 P2534 " \Pr [a \le X \le b] = \int_a^b f_X(x) \, dx ." S143 Q328
	Q7100718 P2534 " F(a_1, \ldots , a_n) = \sum_{j=1}^n w_j b_j" S143 Q328
	Q1779030 P2534 "\mu(T,p_i) = g(T,p_i)=g^\mathrm{u}(T,p^u)+RT\ln {\frac{p_i}{p^u}}." S143 Q328
	Q7102405 P2534 "\omega\colon \pi \to \left\{\pm 1\right\}. This notion is of particular significance in [[surgery theory]]." S143 Q328
	Q2425926 P2534 "(X, Y) = \left(\sqrt{\frac{2}{1 - z}} x, \sqrt{\frac{2}{1 - z}} y\right)," S143 Q328
	Q4223035 P2534 "f = \frac{P(z)}{Q(z)}" S143 Q328
	Q923006 P2534 "\Pr(X \le x)=e^{-x^{-\alpha}} \text{ if } x>0. " S143 Q328
	Q898252 P2534 "\left.\right.\omega_f(\delta;t)=\max_{\|\varepsilon\| \le \delta} \|f(t)-f(t+\varepsilon)\|" S143 Q328
	Q6659375 P2534 " \begin{align} \mbox{PLi} + \mbox{X-Y} {\longrightarrow} \mbox{P-X} + \mbox{LiY} \end{align}" S143 Q328
	Q25111883 P2534 "w_i = \left[\frac{1}{d_i}\right]^p" S143 Q328
	Q25303850 P2534 " H=H_S+H_B+H_{SB} " S143 Q328
	Q520134 P2534 " Q = F \cdot \left(a \cdot K^r+(1-a) \cdot L^r\right)^{\frac{1}{r}} " S143 Q328
	Q2951719 P2534 " r^2 = \ell^2 + (r-s)^2." S143 Q328
	Q861364 P2534 "x = \frac{1}{2}\left[\lambda \cos \varphi_1 + \frac{2 \cos \varphi\sin \frac{\lambda}{2}}{\mathrm{sinc}\,\alpha}\right]" S143 Q328
	Q1484172 P2534 "f(x\|a,b)= a b e^{-(b e^{-ax} + ax)}\," S143 Q328
	Q1088210 P2534 "x (\theta) = (R + r)\cos\theta - d\cos\left({R + r \over r}\theta\right),\," S143 Q328
	Q5767098 P2534 "\ell(y) = \max(0, 1-t \cdot y)" S143 Q328
	Q1455624 P2534 "\lim_{B \rightarrow x} \frac{1}{\|B\|} \int_{B}f \, \mathrm{d}\lambda," S143 Q328
	Q7378968 P2534 " E_c = fE_f + \left(1-f\right)E_m " S143 Q328
	Q1396948 P2534 "u - u_{Wall} = \beta \frac{\partial u}{\partial n}" S143 Q328
	Q6664687 P2534 " (f * g)(x,y)=\sum_{x \leq z \leq y} f(x,z) g(z,y)." S143 Q328
	Q245956 P2534 "\, S=A/4\! (in [[Planck units]])" S143 Q328
	Q7876025 P2534 "\mu =\frac{2.25}{TW^{0.15}}" S143 Q328
	Q720469 P2534 "n>\sum_{j=1}^r d_j" S143 Q328
	Q2478371 P2534 " V(t) =\sup_{x\in X}f(x,t) (1)" S143 Q328
	Q3514746 P2534 "s(t)=\beta e^{-\alpha t^2} \sin(2 \pi f_{max} t)" S143 Q328
	Q754831 P2534 "n=\sum_{i=0}^ka_ib^i" S143 Q328
	Q898780 P2534 "F = E - TS = (\kappa - 2k_BT)\ln(R/a)." S143 Q328
	Q17004450 P2534 "\left(\pm1,\ \pm1,\ \pm(1+\sqrt{2}),\ \pm(1+\sqrt{2}),\ \pm(1+\sqrt{2})\right)" S143 Q328
	Q7960382 P2534 "\frac{T_{now}} {T_{t}} = {(1+r)}^\tfrac{t} {2}" S143 Q328
	Q25237 P2534 "N_2 + 8H^+ + 8e^- \to 2NH_3 + H_2" S143 Q328
	Q25351817 P2534 "P(e')=\{a\in B\mid aB^\cap L(e')\ne\emptyset\}, D(e')=\{a\in B\mid B^a\cap L(e')\ne\emptyset\} " S143 Q328
	Q17105839 P2534 " \sigma = \frac{V'_{w2}}{V_{w2}} " S143 Q328
	Q898572 P2534 "\operatorname{cl}(A) = \Bigl\{x\in E\mid r(A)=r\bigl(A\cup\{x\}\bigr)\Bigr\}." S143 Q328
	Q796024 P2534 " \operatorname{GDP\ deflator} = \frac{\operatorname{Nominal\ GDP}}{\operatorname{Real\ GDP}}\times 100" S143 Q328
	Q5353575 P2534 "\sum_{i=1}^{n} \frac{x_i}{x_{i+1}+x_{i+2}} < \frac{n}{2}" S143 Q328
	Q4698350 P2534 "\mathrm{ppmv} = \mathrm{mg}/\mathrm{m}^3\cdot \frac{(0.08205\cdot T)}{M}" S143 Q328
	Q245902 P2534 "\\|f\\|_{p_\theta} \leq \\|f\\|_{p_0}^{1-\theta}\\|f\\|_{p_1}^\theta." S143 Q328
	Q1974275 P2534 "X(\omega) = \int_{a}^{b} x(t)\cdot e^{-i\omega t} dt," S143 Q328
	Q208617 P2534 "{X \over R} or {\xi \over \mathit{\Delta}} = \cos \delta \cos \alpha" S143 Q328
	Q2467095 P2534 "A = \overline {\cup_n A_n}." S143 Q328
	Q3375211 P2534 "p={{2^q+1}\over 3}" S143 Q328
	Q122986 P2534 "\lambda\ = \frac{ hm^2 }{ m^2 - n^2 }" S143 Q328
	Q6763481 P2534 " \Delta(u,v,w)=\frac{(u-1)(v-1)(w-1)(vw+1)^2}{vw\sqrt{uvw}}, \, " S143 Q328
	Q3527009 P2534 "L = \left \{\lambda \in \mathbf{C} \ e^\lambda \in {\overline{\mathbf{Q}}}^\times \right \}." S143 Q328
	Q187672 P2534 "\sum_{k=1}^n {I}_k = 0" S143 Q328
	Q17092378 P2534 " \text{a} = \frac{V_\theta^2}{r} " S143 Q328
	Q3117708 P2534 "\mathbf{Z}_8[s,t]/\langle 2s,2t,s^2,t^2,st-4 \rangle \ . " S143 Q328
	Q4652795 P2534 " \lim_{n \to \infty} \left( \sum_{k=1}^{n} \frac{1}{k^2} \right) " S143 Q328
	Q7100715 P2534 "y^* = \mathbf{x}^{\mathsf{T}} \beta + \epsilon," S143 Q328
	Q7268380 P2534 " E(\chi_a) = C a \exp(-a^2/2) + 2 P(\xi>a) " S143 Q328
	Q5470382 P2534 "\Lambda(x) = \prod_{i=1}^\nu (1- x \, X_i) = 1 + \sum_{i=1}^\nu \lambda_i \, x^i" S143 Q328
	Q1047749 P2534 "\frac{r-1}{r}\cdot\frac{n^2}{2} = \left( 1-\frac{1}{r} \right) \cdot\frac{n^2}{2}." S143 Q328
	Q1071077 P2534 "p_n\# \equiv \prod_{k=1}^n p_k," S143 Q328
	Q7858735 P2534 "\operatorname{E}u(w)=\int_{- \infty} ^ \infty \! u(\mu_w+ \sigma _w x)f(x) \, dx \equiv v(\mu_w, \sigma_w)," S143 Q328
	Q104334 P2534 " [\text{H}^+] \simeq \left( 10^{-14} + \frac{K_hK_{a1}}{k_\text{H}} p_{\text{CO}_2}\right)^{1/2}." S143 Q328
	Q4298931 P2534 "\mathcal{K}_k(x; n) = \mathcal{K}_k(x) = \sum_{j=0}^{k}(-1)^j (q-1)^{k-j} \binom {x}{j} \binom{n-x}{k-j}, \quad k=0,1, \ldots, n." S143 Q328
	Q191849 P2534 " \forall x \forall y [\forall z (z \in x \Leftrightarrow z \in y) \Rightarrow x = y]." S143 Q328
	Q7446285 P2534 "\eta = \frac{P}{P_0} \ ." S143 Q328
	Q944873 P2534 "{\mathbf E(r,z)} = E_0 \, \hat{x} \, \frac{w_0}{w(z)} \exp \! \left( \! \frac{-r^2}{w(z)^2}\right ) \exp \! \! \left( \! \! -i \! \left(kz +k \frac{r^2}{2R(z)} - \psi(z) \! \right) \! \! \right) \ , " S143 Q328
	Q3141064 P2534 "F_{ij} = G \frac{M_i M_j}{D_{ij}}" S143 Q328
	Q948010 P2534 "\mathrm{Cd + 2OH^- \rightarrow Cd(OH)_2 + 2e^-}" S143 Q328
	Q4892328 P2534 "\Delta(y, (P (\alpha_i))^N _{i=1}) \leqslant e \leqslant \tfrac{d}{2} = \tfrac{1}{2}(n - k + 1)." S143 Q328
	Q5154984 P2534 "\frac{12-\rho}{8\mu(1-\rho)}" S143 Q328
	Q4914493 P2534 "L(\boldsymbol{\mu}\mid Y)=\prod_{i=1}^n \left ( 1_{y_i=1}(\mu_i) + 1_{y_i=0} (1-\mu_i) \right ), \,\!" S143 Q328
	Q812880 P2534 " \max\{ \|x-x_0\|,\|y-y_0\|,\|z-z_0\| \} = a." S143 Q328
	Q900598 P2534 "\ln \frac{p}{p_0}= \frac{2 \gamma V_\text{m}}{rRT}," S143 Q328
	Q6997759 P2534 "N=\{ (0)=S_0, S_1, S_2, \dots, S_{n-1}, S_n=\mathbb{C}^n \};" S143 Q328
	Q17143820 P2534 "\int f \, dg=\int fg' \, ds " S143 Q328
	Q25324256 P2534 " (g \circ g^\prime) \cdot m = g \cdot (g^\prime \cdot m)\in \mathcal { M} ." S143 Q328
	Q5349491 P2534 "A=A+(B+A)+(B+A)+\cdots = (A+B)+(A+B)+\cdots=0\," S143 Q328
	Q53860 P2534 "X \, \mathrm{type}^y \ " S143 Q328
	Q179380 P2534 "\Delta U = Q\, - \, W\,\,\,\,\mathrm{(sign\,convention\,of\,Clausius\,and\,generally\,in\,this\,article)}\, ," S143 Q328
	Q11990376 P2534 "P_\text{fusion} = n_A n_B \langle \sigma v_{A,B} \rangle E_\text{fusion}" S143 Q328
	Q2920801 P2534 "P(\gamma x) = P(x)" S143 Q328
	Q623680 P2534 " \sum_{k=0}^{s-1} \binom{r+s-1}{k} \mbox{ to } \sum_{k=s}^{r+s-1} \binom{r+s-1}{k}." S143 Q328
	Q1390162 P2534 "(g\cdot f)(x)=f(xg)." S143 Q328
	Q5602166 P2534 " \nabla^2u(\mathbf{x}) = f(\mathbf{x}) " S143 Q328
	Q4662042 P2534 "GPA = {(1.8\times OBP)+SLG\over 4}" S143 Q328
	Q25345330 P2534 "f^* H^(Y; R) \to H^(X; R)" S143 Q328
	Q6516464 P2534 "L(f_m) = 10 \log \bigg[ \frac{1}{2} \bigg( \bigg(\frac{f_0}{2 Q_l f_m}\bigg)^2 + 1\bigg)\bigg(\frac{f_c}{f_m} + 1\bigg)\bigg(\frac{FkT}{P_s}\bigg) \bigg]" S143 Q328
	Q1541238 P2534 "G_{zz} = {\partial g_z\over \partial z} \approx {g_z \left (z + \tfrac{l}{2} \right ) - g_z \left (z - \tfrac{l}{2} \right )\over l}" S143 Q328
	Q4894840 P2534 "<math chem>\sum_{b=0}^{a} x_b {_{a}^{b}} \ \ce{S ->} \sum_{d=0}^c y_d {_c^d} \ \ce{P}." S143 Q328
	Q5257887 P2534 "\left\|\sum_{i=0}^{q-1} \phi f^i(x) - q\int_T \phi \, d\mu \right\| \leqslant \operatorname{Var}(\phi)" S143 Q328
	Q5477511 P2534 "P_A O_2 = \frac{P_E O_2 - P_i O_2 \frac{V_D}{V_t}}{1- \frac{V_D}{V_t}} " S143 Q328
	Q656772 P2534 "p(\lambda)=\det(\lambda I_n-A)~," S143 Q328
	Q2793600 P2534 "D = -3, -4, -7, -8, -11, -19, -43, -67, -163,\," S143 Q328
	Q914921 P2534 "\ F = C_{rr} N " S143 Q328
	Q5165478 P2534 "b_i(\sigma_{-i})\, " S143 Q328
	Q2669901 P2534 "\frac{\partial u}{\partial t} = F\left(u, x, t, \frac{\partial^2 u}{\partial x^2}\right)" S143 Q328
	Q19597741 P2534 "[\omega\wedge\eta](v_1, \cdots, v_{p+q}) = {1 \over (p + q)!}\sum_{\sigma} \operatorname{sgn}(\sigma) [\omega(v_{\sigma(1)}, \cdots, v_{\sigma(p)}), \eta(v_{\sigma(p+1)}, \cdots, v_{\sigma(p+q)})]" S143 Q328
	Q1650811 P2534 "\xi = \frac{1}{\lambda}." S143 Q328
	Q17097932 P2534 "X^s_{(0)} \to X^s_{(0)}/G &nbsp;" S143 Q328
	Q1364910 P2534 " x_s=\frac{c_1b_2-c_2b_1}{a_1b_2-a_2b_1} , \quad y_s=\frac{a_1c_2-a_2c_1}{a_1b_2-a_2b_1}. \ " S143 Q328
	Q4274076 P2534 " \mathbf{F} = q (\mathbf{E} + \mathbf{v} \times \mathbf{B})," S143 Q328
	Q620006 P2534 "y = \frac{2x - 1}{1 - \vert {2x - 1} \vert}" S143 Q328Q1302335 P2534 " \mathrm{Oh} = \frac{ \mu}{ \sqrt{\rho \sigma L }} = \frac{\sqrt{\mathrm{We}}}{\mathrm{Re}} \sim \frac{\mbox{viscous forces}}{\sqrt{{\mbox{inertia}} \cdot {\mbox{surface tension}}}} " S143 Q328
	Q7686759 P2534 "\begin{align}&\left((1+x)^y+(1+x+x^2)^y\right)^x\cdot\left((1+x^3)^x+(1+x^2+x^4)^x\right)^y\\={}&\left((1+x)^x+(1+x+x^2)^x\right)^y\cdot\left((1+x^3)^y+(1+x^2+x^4)^y\right)^x.\end{align}" S143 Q328
	Q5282036 P2534 " a_m =\frac{p_m}{N}\sum_{n=0}^{N-1} u(x_n) T_m (x_n) " S143 Q328
	Q6824327 P2534 "\frac{\text{new tempo}}{\text{old tempo}} = \frac{\text{number of pivot note values in new measure}}{\text{number of pivot note values in old measure}}" S143 Q328
	Q4051794 P2534 " TripleEMA_0 = (1-f)^3 (p_0 + 3fp_1 + 6f^2p_2 + 10f^3p_3 + \dots)" S143 Q328
	Q6002225 P2534 "i^* \leftrightarrows i_*=i_! \leftrightarrows i^! " S143 Q328
	Q6425091 P2534 "\delta T_0 S \to H^1(X, TX)" S143 Q328
	Q794168 P2534 "\, N_k=z(z-1)^{k-1}\text{ for }k > 0. " S143 Q328
	Q5349960 P2534 "(l)=(1-\zeta_l)^{l-1}," S143 Q328
	Q7611310 P2534 "\left(\pm1,\ 0,\ 0,\ 0,\ 0\right)" S143 Q328
	Q846840 P2534 " \frac{\omega(n) - \log\log n}{\sqrt{\log\log n}} " S143 Q328
	Q6470834 P2534 "E = \frac s t" S143 Q328
	Q7209092 P2534 "P(n) = \sqrt {I^2(n) + Q^2(n)} <!-- Original formulae pre-Tex was... P(n) = sqrt (I(n)^2 + Q(n)^2) -->" S143 Q328
	Q7430722 P2534 " \max_x \min_{i=1,\dots,N} R_{\delta_i}(x). \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ (1)" S143 Q328
	Q904395 P2534 "\left(\frac{-1}{n}\right)=\left(\frac{-1}{p}\right)\left(\frac{-1}{q}\right)=(-1)^2=1" S143 Q328
	Q5450128 P2534 "v(\zeta)>\limsup_{z\to\zeta, z\in U} v(z)." S143 Q328Q283690 P2534 "\mathbf{n}-\mathbf{e}_i = (n_1,n_2,\ldots,n_i - 1,\ldots,n_m).\," S143 Q328
	Q39369 P2534 "f'(z_0) = \lim_{z \to z_0} {f(z) - f(z_0) \over z - z_0 }. " S143 Q328
	Q4943349 P2534 " \phi(a)\land\psi(b,c)" S143 Q328
	Q4167496 P2534 " \frac{\text{data written to the flash memory}}{\text{data written by the host}} = \text{write amplification}" S143 Q328
	Q5452193 P2534 "y_{it}=x_{it}\beta + c_{i}+ u_{it}, t=1,...T ," S143 Q328
	Q601459 P2534 "\frac{P_r}{P_t} = G_t G_r \left( \frac{\lambda}{4 \pi R} \right)^2" S143 Q328
	Q17016113 P2534 " \begin{bmatrix} V_1 \\ I_2 \end{bmatrix} = \begin{bmatrix} h_{11} & h_{12} \\ h_{21} & h_{22} \end{bmatrix} \begin{bmatrix} I_1 \\ V_2 \end{bmatrix} " S143 Q328
	Q4897306 P2534 "\theta = \begin{cases} \sin^{-1} \frac{1}{\beta}, & \text{if }\beta \ge 1 \\ \pi - \sin^{-1}{\beta}, & \text{if }\beta\le 1\end{cases}" S143 Q328
	Q2462350 P2534 " X\;R\;Y if and only if for every formula A, if \Box A\in X then A\in Y," S143 Q328
	Q7310798 P2534 "\tfrac{1}{C} = \tfrac{P(1)\times S(1)}{Q(1)} = \tfrac{P(2)\times S(2)}{Q(2)}" S143 Q328
	Q17146662 P2534 "\frac {Energy\ consumed}{Built\ area}" S143 Q328
	Q541182 P2534 "y'(t) = f(t,y(t)), \qquad y(t_0)=y_0, \qquad\qquad (1)" S143 Q328
	Q133250 P2534 "[a]_\sim = \{x\in S\vert\; x\sim a\}" S143 Q328
	Q12070985 P2534 "f (x, y) = \sin{x^2}\cdot \cos{y^2}" S143 Q328
	Q739403 P2534 "b^2m + c^2n = a(d^2 + mn).\," S143 Q328
	Q22115842 P2534 " \theta = k \frac{s}{2\pi r}. " S143 Q328
	Q1432854 P2534 " \beta = [ \beta_1, \beta_2, \ldots, \beta_N ]^T " S143 Q328
	Q4874472 P2534 " \pi_j(\theta) = \pi(\theta)^{1/[1+\lambda(j-1)]}, \ \ \lambda > 0, " S143 Q328
	Q1395065 P2534 "r=R_f+\beta_3(K_m-R_f)+b_s\cdot\mathit{SMB}+b_v\cdot\mathit{HML}+\alpha" S143 Q328
	Q543242 P2534 "r=\alpha(\theta)" S143 Q328
	Q17157003 P2534 "ds^2 = -c dt^2 + [dx-v_s(t)f(r_s)dt]^2 +dy^2 +dz^2 " S143 Q328
	Q471120 P2534 "\Delta\lambda = \lambda^{\mathrm{state 1}}_{\mathrm{observed}} - \lambda^{\mathrm{state 2}}_{\mathrm{observed}} where \lambda is the wavelength of the spectral peak of interest and \lambda^{\mathrm{state 1}}_{\mathrm{observed}} > \lambda^{\mathrm{state 2}}_{\mathrm{observed}}" S143 Q328
	Q143885 P2534 "\theta = \tfrac {2h \omega}{c}=\omega t \ . " S143 Q328
	Q6917786 P2534 "v = \frac{\Delta y}{\Delta x} = \frac{\Delta s}{\Delta t}." S143 Q328
	Q829360 P2534 "F=ma\," S143 Q328
	Q1654126 P2534 " \sin \theta = 1.22 \frac{\lambda}{D}" S143 Q328
	Q7269092 P2534 "H \psi_i = E_i \psi_i" S143 Q328
	Q83213 P2534 "K_\max = h\,f - \varphi," S143 Q328
	Q241868 P2534 "\vec{x}(t) = \begin{bmatrix} x^1(t) \\ x^2(t) \\ x^3(t) \end{bmatrix} \,." S143 Q328
	Q2026937 P2534 "{r \over \sin \theta_1} = {a \over \sin \psi}\! " S143 Q328
	Q2980519 P2534 " x=a \sin(m\theta) \cos(\theta)" S143 Q328
	Q127313 P2534 " E_{snake}^*=\int\limits_0^1E_{snake}(\mathbf{v}(s))\,ds=\int\limits_0^1 ( E_{internal}(\mathbf{v}(s))+E_{image}(\mathbf{v}(s))+E_{con}(\mathbf{v}(s)) )\,ds" S143 Q328
	Q4817582 P2534 "\hat{f}(\xi) = \int_{-\infty}^{\infty} f(x)\ e^{- 2\pi i x \xi}\,\mathrm{d}x, &nbsp; for every [[real number]] \xi." S143 Q328
	Q17021936 P2534 "\nabla \cdot \mathbf{q} = -\rho c_p \frac{\partial T}{\partial t} + \sum_{i,j} \dot s_{i-j}," S143 Q328
	Q5527855 P2534 "\int d^Dx \sqrt{-g}\, G" S143 Q328
	Q461293 P2534 "\dot\gamma = \frac{v}{h}," S143 Q328
	Q16000505 P2534 " f(x_0-\delta) = f(x_0+\delta) for all real numbers \delta ," S143 Q328
	Q2061467 P2534 " r_D = \left . \frac {\Delta v_D}{\Delta i_D} \right\| _{v_D=V_{BIAS}} \ , " S143 Q328
	Q25303700 P2534 "\frac{ \partial (\rho \gamma) }{\partial t} + \frac{\partial(\rho U_j \gamma)}{ \partial x_j} = P_{\gamma} - E_{\gamma} + \frac{\partial}{\partial x_j}\left[\left(\mu+\frac{\mu_f}{\sigma_f}\right)\frac{\partial \gamma}{\partial x_j} \right]" S143 Q328
	Q21674329 P2534 " M = k \sqrt {L_\mathrm p L_\mathrm s} " S143 Q328
	Q5422170 P2534 " H(s) = H_{\infty}(s) \frac{1 + \frac{Z_n(s)}{Z(s)}}{1 + \frac{Z_d(s)}{Z(s)}} " S143 Q328
	Q5500254 P2534 "S\in FX \mapsto\bigvee\left\{f(s)\vert s\in S\right\}" S143 Q328
	Q944658 P2534 "p(x) = \sum_{i=0}^n a_i x^i = a_0 + a_1 x + a_2 x^2 + a_3 x^3 + \cdots + a_n x^n," S143 Q328
	Q1277447 P2534 " \max \{\, d(x,y) x \in \mathcal{A},\, y \in \mathcal{B}\,\}. " S143 Q328
	Q17105552 P2534 "\frac{P_e P_p}{P_H}= k T \exp\left(-\frac{I}{k T}\right)\frac{Z_e}{V}" S143 Q328
	Q914517 P2534 "p = x^2 + y^2,\," S143 Q328
	Q4944924 P2534 "0 \to \text{Ext}^1_{\mathbf Z}(H^{i+1}_c(X,\mathbf Z),\mathbf Z) \to H_i^{BM}(X,\mathbf Z) \to \text{Hom}(H^i_c(X,\mathbf Z),\mathbf Z) \to 0." S143 Q328
	Q1361031 P2534 "Q(z; x) = x^2 - 2\operatorname{Re}(z)x + \|z\|^2 = (x-z)(x-\overline{z}) \in \mathbf{R}[x]." S143 Q328
	Q1327575 P2534 "E={2V \over r \ln(4d/r)}" S143 Q328
	Q3754582 P2534 "\frac{d^2f}{dz^2} + \left(\tilde{a}z^2+\tilde{b}z+\tilde{c}\right)f=0." S143 Q328
	Q2631152 P2534 "R(S) = \{ A A = \bigcup_{i=1}^{n}{A_i}, A_i \in S \}" S143 Q328
	Q1325627 P2534 "\mathrm{{}^{89}_{38}Sr}\rightarrow\mathrm{{}^{89}_{39}Y} + e^- + \bar{\nu}_e" S143 Q328
	Q3115484 P2534 "(x-3) (x-1)^3 (x+1)^3 (x+3) (x^2-3)^2.\ " S143 Q328
	Q6015180 P2534 "\mathcal{L}={1\over 2}\partial^\mu \phi_a \partial_\mu \phi_a-{m^2\over 2}\phi_a \phi_a-{\lambda\over 8N}(\phi_a \phi_a)^2" S143 Q328
	Q25304636 P2534 "o_{X, x} = \operatorname{H}_n(X, X - \{x\})" S143 Q328
	Q11358307 P2534 " (\cdot,\cdot,\cdot) \colon V\times V \times V\to V." S143 Q328
	Q768074 P2534 "W(T,G) = N(T)/Z(T).\ " S143 Q328
	Q1767119 P2534 " \pi(f) = f \circ x. " S143 Q328
	Q1758597 P2534 " \mathbf{F} = q (\mathbf{E} + \mathbf{v} \times \mathbf{B})," S143 Q328
	Q25326783 P2534 "z_i \in E - \cup_{j \ne i} I_j" S143 Q328
	Q6528751 P2534 "H^p(F) = H^p(F; \mathbb{Q})" S143 Q328
	Q1335241 P2534 "O\left (\exp \left ( \left (\tfrac{64n}{9} \log(2) \right )^{\frac{1}{3}} \left ( \log(n\log(2)) \right )^{\frac{2}{3}} \right) \right )" S143 Q328
	Q16001652 P2534 " G(v) = \bar \nu _{electronic} + \omega_e (v+{1 \over 2}) \," S143 Q328
	Q25111865 P2534 " P_{H} = \frac{1}{2} \left(1 - \sqrt{1 - \mid\langle\alpha\mid\beta\rangle\mid^2} \right) ." S143 Q328
	Q6806018 P2534 "(x \cdot y) \cdot (u \cdot v) = (x \cdot u) \cdot (y \cdot v), or more simply, xy\cdot uv = xu\cdot yv" S143 Q328
	Q3492913 P2534 "\Delta_2^{\prime\prime}F(J) = \bar \nu [R(J-1) ] - \bar \nu [P(J+1) ] = (2B^{\prime\prime}-3D^{\prime\prime}) \left(2J+1\right)-D^{\prime\prime}\left(2J+1\right)^3" S143 Q328
	Q3511320 P2534 "x=\sum_{n=2}^\infty q_n \zeta (n,m)" S143 Q328
	Q1935853 P2534 "X_t = \mu + X_{t-1} + \epsilon_t\," S143 Q328
	Q1347273 P2534 "r_m = r_c ( 1 - t ) \, " S143 Q328
	Q2822050 P2534 " n(v) dv= N \sqrt{\frac{m}{2\pi k_B T}}e^{-\frac{mv^2}{2k_B T}} dv," S143 Q328
	Q2497658 P2534 "\tfrac{1}{2} \times \text{drag coefficient} \times \text{air density} \times \text{drag area} \times \text{speed}^2 " S143 Q328
	Q3030677 P2534 "dX=\alpha X dt+\sigma_1 X dW_1+\sigma_2 X dW_2" S143 Q328
	Q1169754 P2534 "I = \Sigma \times \Sigma \setminus D" S143 Q328
	Q1117940 P2534 "H\vert{\Psi}\rangle = E \vert{\Psi}\rangle " S143 Q328
	Q17098945 P2534 "\frac{dx}{dt}=x-x^2" S143 Q328
	Q306560 P2534 "\alpha\colon S^1 \to X" S143 Q328
	Q19578301 P2534 " S(k,n,r,\theta)=\sin(k\cos(r) -n\theta) " S143 Q328
	Q1944979 P2534 " \mu = \mu_\max {S \over K_s + S} " S143 Q328
	Q5062082 P2534 "\hat{H}=\frac{1}{2m}(\hat{\mathbf{p}}-q\hat{\mathbf{A}}/c)^2." S143 Q328
	Q679800 P2534 "X(f)\ \stackrel{\mathrm{def}}{=}\ \int_{-\infty}^{\infty} x(t) \ e^{- i 2 \pi f t} \ {\rm d}t," S143 Q328
	Q66055 P2534 " a \times \frac{b}{c}," S143 Q328
	Q5062194 P2534 "\sum_{k=0}^\infty A_{R}^{k} \beta^k " S143 Q328
	Q585184 P2534 "\bar{y} = \frac{1}{T}\int^T_0f(t)\,dt." S143 Q328
	Q173356 P2534 "\Phi_E = \frac{Q}{\varepsilon_0}" S143 Q328
	Q1302658 P2534 "c(A,D)+c(C,D)+c(E,G)=3+1+1=5.\ " S143 Q328
	Q1194916 P2534 "PPxy \leftrightarrow (Pxy \and \lnot Pyx). '''3.3'''" S143 Q328
	Q25109770 P2534 "y_{it} = X_{it}\mathbf{\beta}+\alpha_i+u_{it} for t=1,\ldots,T and i=1,\ldots,N" S143 Q328
	Q6365582 P2534 "R = \frac {\text{Isentropic enthalpy change in rotor}}{\text{Isentropic enthalpy change in stage}} .<ref>Peng, William W., Fundamentals of turbomachinery, John Wiley, 2008</ref>" S143 Q328
	Q540664 P2534 "\epsilon(t)= \frac { \sigma(t) }{ E_\text{inst,creep} }+ \int_0^t K(t-t^\prime) \dot{\sigma}(t^\prime) d t^\prime" S143 Q328
	Q25303764 P2534 " \\|F\\| = \sum\limits_{k = -\infty}^\infty \|c_k\| < \infty. " S143 Q328
	Q5448828 P2534 "S^2 \subset \R^3 \,\!" S143 Q328
	Q911364 P2534 " H_0 \left \|n^{(0)} \right \rang = E_n^{(0)} \left \|n^{(0)} \right\rang, \qquad n = 1, 2, 3, \cdots " S143 Q328
	Q2719325 P2534 "C_\mathrm{cal} = \frac{\Delta{H}}{\Delta{T}}" S143 Q328
	Q5160087 P2534 "A,B - network nodes." S143 Q328
	Q209875 P2534 " \binom nk = \binom{n-1}{k-1} + \binom{n-1}k \quad \text{for all integers }n,k 1\le k\le n-1," S143 Q328
	Q8063364 P2534 "Z(t) = e^{i \theta(t)} \zeta\left(\frac{1}{2}+it\right)." S143 Q328
	Q194699 P2534 " \forall x\ \forall y\ xRy\Rightarrow (\exists z\ xRz \land zRy)." S143 Q328
	Q2278354 P2534 "(A+uv^T)^{-1} = A^{-1} - {A^{-1}uv^T A^{-1} \over 1 + v^T A^{-1}u}." S143 Q328
	Q3307156 P2534 " \forall x \in [0,1], \qquad \mu(x)=\frac{\rho(x)}{\frac{\varphi^2(x)}{4} + \pi^2\rho^2(x)}" S143 Q328
	Q17080584 P2534 " (x_0\lor x_1)\land(x_0\lor\lnot x_1)\land(\lnot x_0\lor x_1)\land(\lnot x_0\lor\lnot x_1)" S143 Q328
	Q17089185 P2534 " (\mathbf{y}')^\top \, \mathbf{E} \, \mathbf{y} = 0 " S143 Q328
	Q3290853 P2534 " L_{n} = \sqrt[n+1]{(n+1)!}-\sqrt[n]{n!}" S143 Q328Q18386976 P2534 "Ka=\frac{\sigma}{\rho(g\sin\beta)^{1/3}\nu^{4/3}}" S143 Q328
	Q5533980 P2534 "f \circ \gamma [0, T] \to \mathbb{R}" S143 Q328
	Q15176852 P2534 "\lambda_M \colon H^n(M,\partial M) \times H^n(M,\partial M)\to \mathbf{Z}" S143 Q328
	Q13224372 P2534 "\frac{\partial U/\partial x_i}{p_i}=\frac{\partial U/\partial x_j}{p_j}~\forall\left(i,j\right)" S143 Q328
	Q402 P2534 "-m\bar{\psi}\psi\;=\;-m(\bar{\psi}_L\psi_R+\bar{\psi}_R\psi_L)" S143 Q328
	Q25303833 P2534 "F(k) = \int_0^\infty f(r) Y_{\nu}(kr) \sqrt{kr} \, dr " S143 Q328
	Q927051 P2534 "D = \{z\in \mathbf{C} \|z\| < 1\}." S143 Q328
	Q193760 P2534 " \vec{E}(z,t) = \begin{bmatrix} e_{x} \\ e_{y} \\ 0 \end{bmatrix} \; e^{i 2 \pi (z / (\lambda/n) - t / T)} = \begin{bmatrix} e_{x} \\ e_{y} \\ 0 \end{bmatrix} \; e^{i(kz - \omega t)}" S143 Q328
	Q3706279 P2534 "D(y) = -2 \Big( \log \big( p(y\mid\hat \theta_0)\big)-\log \big(p(y\mid\hat \theta_s)\big)\Big).\," S143 Q328
	Q8214306 P2534 "dU=\delta Q - \delta W" S143 Q328
	Q4724001 P2534 "\sqrt{\frac{1-x^2}{1+x^2}}" S143 Q328
	Q3075207 P2534 " {}^3_2\mathrm{He} + {}^2_1\mathrm H \to {}^4_2\mathrm{He} + \mathrm p (energy released 18.35 [[Electron volt\|MeV]])" S143 Q328
	Q14615773 P2534 "C = \frac{Q}{V}" S143 Q328
	Q7512415 P2534 "\mathcal{L}(\phi_1, \phi_2, \ldots, \phi_n) = \sum_{i=1}^n \sum_{j=1}^n g_{ij} \; \mathrm{d}\phi_i \wedge {*\mathrm{d}\phi_j}" S143 Q328
	Q7379703 P2534 "\left(0, 1, 2, 3, 4\right)" S143 Q328
	Q17005364 P2534 "P_\mu(n)= \Pr(X=n)= \frac{e^{-\mu n}(\mu n)^{n-1}}{n!}" S143 Q328
	Q284579 P2534 " u(x,y) = \int\limits_{-\infty}^{\infty} f( x + t(y-x) ) dt. " S143 Q328
	Q5315060 P2534 " \lim_{n\rightarrow\infty}\frac{1}{n}\sum_{k=0}^{n-1}T^kf" S143 Q328
	Q7333274 P2534 "R_H=300 \mbox{ meters} \cos(20^\circ)= 282 \mbox{ meters}" S143 Q328
	Q18347901 P2534 " \hat{H'}=\hat{T}\hat{H}\hat{T}^{-1}=\hat{H}, or," S143 Q328
	Q1308570 P2534 " \int_0^t X_{s-} \circ d Y_s = \int_0^t X_{s-} d Y_s + \frac{1}{2} \left [ X, Y\right]_t^c," S143 Q328
	Q1420905 P2534 " s\, \, c - di\mapsto c + di\ . " S143 Q328
	Q6414983 P2534 "e(M) \in H^4(M;\mathbf{Z}_2)" S143 Q328
	Q288764 P2534 "F(Y) = \operatorname{Hom}_X(x, Y);" S143 Q328
	Q2612406 P2534 "X^n + Y^n = Z^n.\ " S143 Q328
	Q2268788 P2534 "A^\dagger = -A,\;" S143 Q328
	Q5380811 P2534 "N=S-S_0-\int\frac{dQ}{T}." S143 Q328
	Q6621541 P2534 "m_n=m_t \cos \beta \, " S143 Q328
	Q215084 P2534 "f(z) = \sum_{n=0}^\infty c_n (z-a)^n, " S143 Q328
	Q8191124 P2534 "\,\mathrm{slog}_b(b^z) = \mathrm{slog}_b(z) + 1 and" S143 Q328
	Q768979 P2534 "\left(i\gamma^\mu \partial_\mu - m\right) \psi(x) = 0.\," S143 Q328
	Q17007550 P2534 "M_{\mathfrak{p}}(V)=\mathcal{U}(\mathfrak{g})\otimes_{\mathcal{U}(\mathfrak{p})} V." S143 Q328
	Q1752988 P2534 "\Gamma= \oint_{C} V \cdot d\mathbf{s}=\oint_{C} V\cos\theta\; ds\," S143 Q328
	Q7003746 P2534 " N(z) = C + Dz + \int_{\mathbb{R}} \left(\frac{1}{\lambda - z} - \frac{\lambda}{1+\lambda^2} \right) d\mu(\lambda), \quad z\in\mathbb{H}," S143 Q328
	Q25303826 P2534 " \hat z(t)=\sum_{j=1} ^J a_j t^{j-1} " S143 Q328
	Q18207801 P2534 "H^p(X, \Omega^q) \Rightarrow H^{p+q}(X, \mathbf C)" S143 Q328
	Q17086191 P2534 "x_{i_1} > x_{i_2} < x_{i_3} > \cdots x_{i_k}\qquad \text{and} \qquad 1\leq i_1 < i_2 < \cdots < i_k \leq n." S143 Q328
	Q1070893 P2534 " \text{RAC h.p.}=\frac{2}{5}D^2 n" S143 Q328
	Q2071519 P2534 "\vec{a}_{acc} = \vec{a}_{o} - \vec{a}_{frame}." S143 Q328
	Q966873 P2534 "\frac{\pi}{3\sqrt{2}} = 0.740480489\ldots" S143 Q328
	Q690935 P2534 " \pi(x,t) = x p(x) - C(x) - t x \quad" S143 Q328
	Q2421733 P2534 "\Phi \colon H^k(B; \mathbf{Z}_2) \to \tilde{H}^{k+n}(T(E); \mathbf{Z}_2)," S143 Q328
	Q548536 P2534 "\left[\hat{b}^\dagger, \hat{b}^\dagger \right]_- = 0" S143 Q328
	Q4016661 P2534 " ds^2 = -\frac{1}{\kappa^2} dt^2 + \kappa^2 \, ( dx^2 + dy^2 + dz^2) " S143 Q328
	Q5158906 P2534 "\rho_c = \frac{2\rho\sigma_x\sigma_y}{\sigma_x^2 + \sigma_y^2 + (\mu_x - \mu_y)^2}," S143 Q328
	Q25099868 P2534 " \rho_{\mathcal{F}}(X,Y) = \max_{f, g \in \mathcal{F}} \operatorname{corr}( \langle L_X,f \rangle, \langle L_Y,g \rangle) " S143 Q328
	Q2607374 P2534 " x^2 \frac{d^2 y}{dx^2} + x \frac{dy}{dx} + \left (x^2 - \alpha^2 \right )y = \frac{4\left (\frac{x}{2}\right)^{\alpha+1}}{\sqrt{\pi}\Gamma \left (\alpha+\frac{1}{2} \right )}" S143 Q328
	Q2661322 P2534 "\log P = A-\frac{B}{C+T}" S143 Q328
	Q17102954 P2534 "\mathbf{A},\mathbf{B} \in M_{mn}(F)\,,\quad \mathbf{A} + \mathbf{B} \in M_{mn}(F) " S143 Q328
	Q2146057 P2534 " \text{residual risk} = (\text{inherent risk}) - (\text{impact of risk controls})" S143 Q328
	Q6045167 P2534 "c_i(\eta,\eta^i)=\exp[-\beta\sum_{j\|j-i\|=1}\eta_i\eta_j]" S143 Q328
	Q366730 P2534 "3+4 refers to the process of adding as well as the outcome of the process." S143 Q328
	Q5427183 P2534 "\frac{\partial u}{\partial t} = F\left(u, x, t, \frac{\partial^2 u}{\partial x^2}\right)" S143 Q328
	Q2520842 P2534 "S\,\cap \,U = T \,\cap\, U." S143 Q328
	Q915487 P2534 "\mathrm{d} X_{t} = b(X_{t}) \, \mathrm{d} t + \sigma (X_{t}) \, \mathrm{d} B_{t}," S143 Q328
	Q377930 P2534 "{d^n \over dx^n} f(g(x))=\sum \frac{n!}{m_1!\,1!^{m_1}\,m_2!\,2!^{m_2}\,\cdots\,m_n!\,n!^{m_n}}\cdot f^{(m_1+\cdots+m_n)}(g(x))\cdot \prod_{j=1}^n\left(g^{(j)}(x)\right)^{m_j}," S143 Q328
	Q5150899 P2534 "\%\;\text{Methylation} = 100 \times \frac{\text{Digested Fragments}}{\text{Undigested Fragments + Digested Fragments}}" S143 Q328
	Q12797410 P2534 "\sum_{\omega \in \Omega} q_i(\omega)u_i(s_i, s_{-i}) \geq \sum_{\omega \in \Omega} q_i(\omega)u_i(\phi(s_i), s_{-i})" S143 Q328
	Q2991898 P2534 "g(t)=\int_a^b K(t,s)f(s)\,\mathrm{d}s ~," S143 Q328
	Q373177 P2534 " G+B - T(Y+B) = \dot{M} + \frac{ \dot{B} }{r} " S143 Q328
	Q899060 P2534 " \frac{d^2u}{d\xi^2}+[a_u-2q_u\cos (2\xi) ]u=0 \qquad\qquad (1) \!" S143 Q328
	Q662790 P2534 "\theta_\mathrm{B} = \arctan\!\left(\frac{n_2}{n_1}\right)\!," S143 Q328
	Q17144166 P2534 " \{ S \in \operatorname{Ran}(U_1 \cup \dots \cup U_m) \mid S \cap U_1 \ne \emptyset, \dots, S \cap U_m \ne \emptyset \}" S143 Q328
	Q5310236 P2534 "K_n(\lambda(x);c,N\|q)=_3\Phi_2(q^{-n},q^{-x},cq^{x-N};q^{-N},0\|q;q)" S143 Q328
	Q5977448 P2534 "\min_{x\in\mathbb R^n}\; f(x)" S143 Q328
	Q7292695 P2534 "Distance > \left (\frac {C}{2 \times PRF} \right)" S143 Q328
	Q5419223 P2534 "I_{in0} = \frac{V_1}{Z}" S143 Q328
	Q18388888 P2534 "\ell_\text{p} =\sqrt\frac{\hbar G}{c^3} \approx 1.616\;199 (97) \times 10^{-35} \text{ m} " S143 Q328
	Q5967994 P2534 "X = 5(B - L) - 2Y_W. \," S143 Q328
	Q5693290 P2534 "H_{TB} = y \sum A_{exp}" S143 Q328
	Q8747636 P2534 " T(f)(x) = \int K(x,y)f(y) \, dy, " S143 Q328
	Q697181 P2534 "S = \left \{ (x, y) \, \ a \leq x \leq b, 0 < y < f(x) \right \}" S143 Q328
	Q2478109 P2534 "\sum_{i=1}^n a_{s,i} d q_i + a_{s,t} d t = 0~~~~(s = 1, 2, ..., k)" S143 Q328
	Q5452148 P2534 "p_{n+1}^{1/(n+1)} < p_n^{1/n} \text{ for all } n \ge 1." S143 Q328
	Q2207122 P2534 "2^{n^2}(2^2-1)(2^4-1)\cdots (2^{2n}-1)" S143 Q328
	Q1426675 P2534 "E(u)=(u(0)+u(100))/2," S143 Q328
	Q6804531 P2534 " \text{MI} = \frac{\text{PNP}}{\sqrt{F_c}}," S143 Q328
	Q4817332 P2534 " r=\alpha\cdot\sqrt{n}." S143 Q328
	Q1757587 P2534 "dx_t = \theta (\mu-x_t)\,dt + \sigma\, dW_t" S143 Q328
	Q17099178 P2534 " F(w_1,w_2,\dots,w_m) = \sum_{n_1=-\infty}^\infty \sum_{n_2=-\infty}^\infty \cdots \sum_{n_m=-\infty}^\infty f(n_1,n_2,\dots,n_m) e^{-i w_1 n_1 -i w_2 n_2 \cdots -i w_m n_m}" S143 Q328
	Q6438899 P2534 "L = \mathbf{D_{xx}}\oplus\mathbf{D_{yy}}=\mathbf{D_{xx}}\otimes\mathbf{I}+\mathbf{I}\otimes\mathbf{D_{yy}}, \," S143 Q328
	Q17027345 P2534 "\int_{V^e} \left[ \frac{1}{2} \epsilon^T C \epsilon - \sigma^T \epsilon + \sigma^T (\nabla u) - \bar{p}^T u \right] dV - \int_{S_\sigma^e} \bar{T}^T u\ dS" S143 Q328
	Q3777935 P2534 "h(g) \neq 1.\," S143 Q328
	Q7289088 P2534 "\mathrm{d} Y^i_t = \sum^d_{j=1} V^i_j(Y_t) \, \mathrm{d}X^j_t. " S143 Q328
	Q17098742 P2534 " \Pr \left \{ \lambda_\max \left ( \sum_k \mathbf{X}_k \right ) \geq t \right \}" S143 Q328
	Q1319519 P2534 "J_2 = k^2\,\!" S143 Q328
	Q655196 P2534 "x_{i}^{m}=-\frac{\frac{\partial V}{\partial p_{i}}}{\frac{\partial V}{\partial Y}}" S143 Q328
	Q1259145 P2534 "N_p/p = 1 + O(1/\sqrt{p})\ " S143 Q328
	Q17106016 P2534 "\alpha=\frac {\|w\|}{(2 c_r Q_r)} \quad (1)" S143 Q328
	Q1585097 P2534 "H= 13 + 6{.}93 \cdot D" S143 Q328
	Q1535911 P2534 "E_{m} = \frac{RT}{F} \ln{ \left( \frac{ \sum_{i}^{n} P_{M^{+}_{i}}[M^{+}_{i}]_\mathrm{out} + \sum_{j}^{m} P_{A^{-}_{j}}[A^{-}_{j}]_\mathrm{in}}{ \sum_{i}^{n} P_{M^{+}_{i}}[M^{+}_{i}]_\mathrm{in} + \sum_{j}^{m} P_{A^{-}_{j}}[A^{-}_{j}]_\mathrm{out}} \right) }" S143 Q328
	Q7646554 P2534 "P(n)=P^0(n)\exp\left[-\sum_{\alpha}\lambda_{\alpha}G_{\alpha}(n)\right]." S143 Q328
	Q733336 P2534 "\mathcal{A}=A_1 A_2 \ldots A_{n+1}." S143 Q328
	Q17103996 P2534 " \omega_c=\frac{1}{\sqrt{LC}}." S143 Q328
	Q6823704 P2534 " \sum_{u\in V} \frac{1}{d(u)+1} ~\ge~\frac{\|V\|}{D+1}." S143 Q328
	Q7884982 P2534 " G = G_1 \supseteq G_2 \supseteq \ldots. " S143 Q328
	Q2164998 P2534 "\frac{V_{\,d}}{V_{\,t}} = \frac {P_{\,a\,CO_2} - P_{\,e\,CO_2}} {P_{\,a\,CO_2}}" S143 Q328
	Q2009727 P2534 " \psi(r,\theta,\phi) = R(r)P(\theta)F(\phi)" S143 Q328
	Q258852 P2534 " {D^{\mathrm{eff}}} = f D<sub>gb</sub> + (1-f) D<sub>l</sub>." S143 Q328
	Q1345659 P2534 "V = x^3 + ax\," S143 Q328
	Q262736 P2534 "S = F(\mu)+ L(\mu)\," S143 Q328
	Q2274197 P2534 "\sum_{i=0}^3(x_i - C_i)^2 = ( x_0 - C_0 )^2 + ( x_1 - C_1 )^2 + ( x_2 - C_2 )^2+ ( x_3 - C_3 )^2 = r^2." S143 Q328
	Q4223027 P2534 " X^{ab} \rightarrow \frac{1}{2} \, {C^{ab}}_{mn} X^{mn} " S143 Q328
	Q1412087 P2534 "y_\text{DM} = \int \operatorname{Quantize}\left( u - y_\text{DM} \right).\," S143 Q328
	Q1041392 P2534 "\omega^2 = {1 \over R_x R_2 C_x C_2} and {C_x \over C_2} = {R_4 \over R_3} - {R_2 \over R_x} \, ." S143 Q328
	Q1335987 P2534 "\liminf_{n\to\infty} \ n\,\Vert n\alpha\Vert \,\Vert n\beta\Vert = 0," S143 Q328
	Q2353128 P2534 " \frac{2a + b}{a} = \frac{a}{b} \equiv \delta_S" S143 Q328
	Q25303694 P2534 "\mathrm{d}U=\mathrm{d}U_{in}+\delta Q-\mathrm{d}U_{out}-\delta W\," S143 Q328
	Q7617600 P2534 "b_n=\sum_{k=1}^n \left\{\begin{matrix} n \\ k \end{matrix} \right\} a_k," S143 Q328
	Q7881309 P2534 "x = \sin u \left(7+\cos\left({u \over 3} - 2v\right) + 2\cos\left({u \over3} + v\right)\right) " S143 Q328
	Q25113043 P2534 "\left( {t \over {1-e^{-t}}} \right) ^{x+1}= \sum_{k=0}^\infty S_k(x){t^k \over k!}." S143 Q328
	Q25111165 P2534 "\Theta_L^g(T) = \sum_{\lambda\in L^g}\exp(\pi i Tr(\lambda T \lambda^t))" S143 Q328
	Q3204440 P2534 " f(E) = \frac{k}{\left(E^2-M^2\right)^2+M^2\Gamma^2}~, " S143 Q328
	Q4896413 P2534 "\pi(x) = \frac{1}{\Pi(x)} = \frac{1}{\Gamma(x+1)}" S143 Q328
	Q18206736 P2534 "\Sigma_{k}\frac{(2dn)!}{(2dn-k)!(an)^k} = O(\frac{1}{a^2})" S143 Q328
	Q4117222 P2534 "C = \varepsilon \cdot \frac{A}{d}" S143 Q328
	Q534131 P2534 " \langle \cdot, \cdot \rangle \colon \Phi \times \Phi \to \mathbb{Z}" S143 Q328
	Q25104867 P2534 "\tfrac{a}{b}=\tfrac{c}{d}" S143 Q328
	Q17105612 P2534 "c^2(t_2 - t_1)^2 - (x_2 - x_1)^2 - (y_2 - y_1)^2 - (z_2 - z_1)^2 = 0." S143 Q328
	Q85053 P2534 "\frac{\pi}{4} = \arctan \frac{1}{2} + \arctan \frac{1}{5} + \arctan \frac{1}{8}." S143 Q328
	Q1575791 P2534 "\mbox{NEXPTIME} = \bigcup_{k\in\mathbb{N}} \mbox{NTIME}(2^{n^k})" S143 Q328
	Q7841834 P2534 " \cos_k(\angle\zeta^i)=(2^{-1}\bmod{p})\cdot(\zeta^{ik}+\zeta^{-ik})," S143 Q328
	Q3111341 P2534 "\mbox{Area}\;=\;T \,+\, 2\left(\frac{T}{8}\right) \,+\, 4\left(\frac{T}{8^2}\right) \,+\, 8 \left(\frac{T}{8^3}\right) \,+\, \cdots." S143 Q328
	Q7091347 P2534 "A B = CD EC\," S143 Q328
	Q5046339 P2534 "g(n+1) = \sum_{i = 0}^{n} g(i)^{n-i}." S143 Q328
	Q7434180 P2534 "T =\frac{1}{2}m v^2 \,\!." S143 Q328
	Q26208718 P2534 " x_i^{t+1}=x_i^t + L (x_i^t-g_*)" S143 Q328
	Q25111948 P2534 " \begin{bmatrix}X_{m\times m}&B_{o,m\times n}&0_{m\times k}\\C_{o,n\times m}&D_{n\times n}&C_{v,n\times k}\\0_{k\times m}&B_{v,k\times n}&0_{k\times k}\end{bmatrix}" S143 Q328
	Q747702 P2534 " \left(0, v e^{-\frac{1}{2}i\theta}\right)." S143 Q328
	Q7856598 P2534 "S(A,P,z) = \left\vert A \setminus \bigcup_{p \mid P(z)} A_p \right\vert . " S143 Q328
	Q5380912 P2534 "Blind \ Range = 0.5 \times C \times (Transmit \ Pulse \ Width + Setup \ Time)" S143 Q328
	Q7649214 P2534 "X_r=\{(x,t)0\le t\le r(x),x\in X\}/(x,r(x))\sim(fx,0). " S143 Q328
	Q1826416 P2534 "(\ln 2)i+(\ln 3)j+(\ln 5)k\le\ln N," S143 Q328
	Q385599 P2534 "\operatorname{III}_T(t) \ \stackrel{\mathrm{def}}{=}\ \sum_{k=-\infty}^{\infty} \delta(t - k T) = \frac{1}{T}\operatorname{III}\left(\frac{t}{T}\right)" S143 Q328
	Q7265593 P2534 "\frac{\mathit{KE}}{\textrm{Weight}} = \frac{\frac{1}{2}mv^2}{\gamma V} = \frac{\frac{1}{2}\bigl(\rho V\bigr)v^2}{\rho g V} &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;(1)" S143 Q328
	Q25099402 P2534 " f(\vec x) = \sum_{q=0}^{2n} \Phi_{q}\left(\sum_{p=1}^{n} \phi_{q,p}(x_{p})\right) " S143 Q328
	Q1128678 P2534 "i \colon M \rightarrow K" S143 Q328
	Q327408 P2534 "\begin{bmatrix} R \\ G \\ B \end{bmatrix} = \begin{bmatrix} 3.1956 & 2.4478 & -0.1434 \\ -2.5455 & 7.0492 & 0.9963 \\ 0.0000 & 0.0000 & 1.0000 \end{bmatrix} \begin{bmatrix} X \\ Y \\ Z \end{bmatrix}." S143 Q328
	Q5402374 P2534 "\eta(s)=\sum_{\lambda\ne 0} \frac{\operatorname{sign}(\lambda)}{\|\lambda\|^s}" S143 Q328
	Q7303254 P2534 "\vec{x}(i) = (u(i), u(i+\tau), \ldots, u(i+\tau(m-1))," S143 Q328
	Q6466909 P2534 "f_n(z) = \frac{g(z)^n}{\|G\|}." S143 Q328
	Q6904707 P2534 " H_0 = {DF}_T \int_\omega H(\omega)\, d\mathbb{P}(\omega) " S143 Q328
	Q2995755 P2534 "\Delta=\frac{\partial\varrho}{\varrho}" S143 Q328
	Q141160 P2534 "\mathbf{P} \begin{pmatrix}x\\y\\z\end{pmatrix} \mapsto \begin{pmatrix}-x\\-y\\-z\end{pmatrix}." S143 Q328
	Q5282265 P2534 "\frac{P \to Q, R \to Q, P \or R}{\therefore Q}" S143 Q328
	Q46202 P2534 "T_c=\left(\frac{n}{\zeta(3/2)}\right)^{2/3}\frac{2\pi\hbar^2}{m k_B} \approx 3.3125 \ \frac{\hbar^2 n^{2/3}}{m k_B} " S143 Q328
	Q7269567 P2534 "f(q) = u q u^{-1}" S143 Q328
	Q3055189 P2534 " \mathcal{K}^{-2} = \frac{1}{\mbox{ energy converted per input energy}} " S143 Q328
	Q589491 P2534 "2+2+2=6 \equiv 0 \pmod {6}." S143 Q328
	Q7098840 P2534 "\mathbf{J}(\omega) = \sigma(\omega) \mathbf{E}(\omega)" S143 Q328
	Q6094420 P2534 "\frac{\lVert\boldsymbol{x}_m-\boldsymbol{x}^\ast\rVert_\infty}{\lVert\boldsymbol{x}^\ast\rVert_\infty}\leq\bigl(\sigma\kappa_\infty(\boldsymbol{A})\varepsilon_1\bigr)^m+\mu_1\varepsilon_1+\mu_2n\kappa_\infty(\boldsymbol{A})\varepsilon_2" S143 Q328
	Q846564 P2534 "(X_1 \wedge Y_1) \vee (X_2 \wedge Y_2) \vee \dots \vee (X_n \wedge Y_n)." S143 Q328
	Q3074663 P2534 "\cfrac{\mathrm{d}^2 w(x)}{\mathrm{d} x^2}=\frac{M(x)}{E(x) I(x)}" S143 Q328
	Q3285020 P2534 "\textbf{Ra} = \frac{\Delta\rho g L^3}{D\mu}" S143 Q328
	Q4905984 P2534 " x - y \leq M z" S143 Q328
	Q5164474 P2534 " q =\begin{pmatrix}a & b \\ c & d \end{pmatrix}, " S143 Q328
	Q564263 P2534 "\vdots" S143 Q328
	Q5072499 P2534 "P(x)=P_{\mathrm{prior}}(x)\times P_{\mathrm{selection}}(x)," S143 Q328
	Q7359380 P2534 "X_1,\dots,X_n.\," S143 Q328
	Q7574055 P2534 "f_o={1 \over {\lambda \times \mathrm{(f/\#)}}}\ \ \mathrm{cycles/millimeter}\ ," S143 Q328
	Q22906850 P2534 "X^+ = \{x_i ~\|~ x_i \geq x_m \}," S143 Q328
	Q1145117 P2534 " P\{N=n\}=\frac{\Lambda^n}{n!}e^{-\Lambda} " S143 Q328
	Q7996487 P2534 "x=\frac{-b \pm \sqrt {b^2-4ac}}{2a}, <br>" S143 Q328
	Q4157078 P2534 "I_X = \frac{R_T}{(R_X)+(R_T)}I_T \ " S143 Q328
	Q4232160 P2534 " ds^2 = -dT^2 + dX^2 + dY^2 + dZ^2,\; \forall T, X, Y, Z \,." S143 Q328
	Q5564225 P2534 "r=-\frac{r_1-e^{-i\delta}}{1-r_1 e^{-i\delta}} " S143 Q328
	Q5532449 P2534 "3x+4y=90" S143 Q328
	Q5358078 P2534 "\left[ - \frac{\hbar^2}{2m} \nabla^2 + V(\mathbf{r}) \right] \psi(\mathbf{r}) = E \psi (\mathbf{r})," S143 Q328
	Q4491941 P2534 "Loan = {X}\frac{1-(1+i)^{-n}}{i^{(12)}} \," S143 Q328Q187360 P2534 "t = \frac{1}{r}KV^2 + t_a" S143 Q328
	Q6060379 P2534 "\ 100(\mbox{collateral price}) = 20(\mbox{inverse price}) + 80(\mbox{floater price})" S143 Q328
	Q285927 P2534 "\eta = \eta_\mathrm{Receiver} \cdot \eta_\mathrm{Carnot} " S143 Q328
	Q902630 P2534 "S(a, b) = \{ a n + b \mid n \in \mathbb{Z} \} = a \mathbb{Z} + b. \, " S143 Q328
	Q2339425 P2534 "\mu mg > {mv^2\over r}." S143 Q328
	Q7492190 P2534 " H[(X_1,\dots,X_d)] \leq \frac{1}{r}\sum_{i=1}^n H[(X_j)_{j\in S_i}]" S143 Q328
	Q886155 P2534 "x_{n+1} = x_n^2 \bmod M," S143 Q328
	Q8083996 P2534 "\mu\left(\bigcup \mathcal{G}\right)=\sup_{G\in\mathcal{G}}\mu(G)" S143 Q328
	Q17027770 P2534 "\hat{E} = i\hbar\frac{\partial}{\partial t} \,\!" S143 Q328
	Q17126081 P2534 " 6 \div 2" S143 Q328
	Q3029670 P2534 "(A+B)_{ij}=A_{ij}+B_{ij}.\," S143 Q328
	Q8066611 P2534 "z(m,n;s,t) < (s-1)^{1/t} (n-t+1) m^{1-1/t} + (t-1)m." S143 Q328
	Q137885 P2534 " f(n), g(n), \ldots, " S143 Q328
	Q14436715 P2534 "z(r)=\frac{r^2}{R\left (1+\sqrt{1-(1+K)\frac{r^2}{R^2}}\right )}+\alpha_1 r^2+\alpha_2 r^4+\alpha_3 r^6+\cdots ," S143 Q328
	Q5282068 P2534 "\nuK\to\mathbb Z\cup\{\infty\}" S143 Q328
	Q5121087 P2534 "\Delta(t) = t^2 - t + 1 - t^{-1} + t^{-2}," S143 Q328Q877100 P2534 "V(\mathbf{x}) = \sum_i \frac{m_i}{\|\mathbf{x}_i - \mathbf{x}\|}." S143 Q328
	Q5254599 P2534 "\frac{\partial^2 u}{\partial t^2} - \frac{\partial^2 u}{\partial x^2} + \sin u = 0," S143 Q328
	Q1188392 P2534 "N = \sum_{i = 0}^k F_{c_i}," S143 Q328
	Q2625569 P2534 "X=\{x_1,x_2\dots,x_n\}" S143 Q328
	Q1501273 P2534 " HU = 1000\times\frac{\mu - \mu_{water}}{\mu_{water} - \mu_{air}}" S143 Q328
	Q15054698 P2534 "M_\mathrm{e} = \frac{\partial \Phi_\mathrm{e}}{\partial A}," S143 Q328
	Q5161159 P2534 "\mathbf A \mathbf x = \mathbf b" S143 Q328
	Q1200244 P2534 " [J_{ij},J_{k\ell}]=\delta_{jk}J_{i\ell}-\delta_{j\ell}J_{ik}-\delta_{ik}J_{j\ell}+\delta_{i\ell}J_{jk}" S143 Q328
	Q374182 P2534 "\Gamma \vdash_{\mathcal {FS} } A" S143 Q328
	Q19308803 P2534 "C_a(X, L) = \operatorname{Spec}\left(\sum_{n=0}^{\infty} \Gamma(X, L^{\otimes n}) \right)." S143 Q328
	Q16105526 P2534 "\alpha_r A_{i_r} \to \sum_j \beta_{rj}A_j \, ," S143 Q328
	Q712770 P2534 " \frac{\partial\rho}{\partial t} + \nabla\cdot\left(\rho\mathbf{u}\right) = 0.<ref name=Tritton/>{{rp\|52}}" S143 Q328
	Q1076274 P2534 " c = \sum_{e\in E} w(e) e\ " S143 Q328
	Q5535491 P2534 " g\cdot f(v)=f(g^{-1}v), \quad g\in G, v\in V." S143 Q328
	Q25303649 P2534 "\frac{d}{dt}\frac{\partial L}{\partial \dot{\mathbf{r}}} = \frac{\partial L}{\partial \mathbf{r}} " S143 Q328
	Q1103054 P2534 "\inf_{\\| v \\|_{V} = 1} \sup_{\\| h \\|_{H} \leq 1} \| B(h, v) \| \geq c;" S143 Q328
	Q1502167 P2534 "\{f_iX\to X\mid i=1,2,\dots,N\},\ N\in\mathbb{N}" S143 Q328
	Q5532365 P2534 "Z = Z_1 + Z_2 + Z_3 + \dots + Z_N" S143 Q328
	Q5615481 P2534 " \operatorname{util}(x,i) = I_i(x)\frac{c_i(x)}{1+p_i}." S143 Q328
	Q7913457 P2534 "G=\langle A \| R\, \rangle&nbsp;&nbsp;&nbsp;(†)" S143 Q328
	Q1859242 P2534 " \textbf{a} = a_0 + a_1 X + a_2 X^2 + \cdots + a_{N-2} X^{N-2} + a_{N-1} X^{N-1} " S143 Q328
	Q5627862 P2534 " H = \int_0^t \exp\left(43.2-16115/T\right)\,dt\," S143 Q328
	Q845581 P2534 "H = aP^2 + bQ^2." S143 Q328
	Q17103581 P2534 "q = w + xi + yj + zk \!" S143 Q328
	Q17097965 P2534 " \underset{L/K}{\operatorname{inv}} \operatorname{Br}(L/K) \rightarrow \mathbb{Q}/\mathbb{Z} . " S143 Q328
	Q1054571 P2534 " x_1 * x_2 \rightarrow x'_1 + x'_2" S143 Q328
	Q1243369 P2534 " (-1)^{\text{sign}}(1.b_{51}b_{50}...b_{0})_2 \times 2^{e-1023} " S143 Q328
	Q18206963 P2534 "0 \rightarrow H\stackrel{i}{\rightarrow} X\stackrel{\pi}{\rightarrow} G\rightarrow 0 " S143 Q328
	Q5467462 P2534 "\mathbf{m} = I\mathbf{A}," S143 Q328
	Q7307252 P2534 " [ A_\phi A_\phi^p ] = q^{e_\phi} . " S143 Q328
	Q5283219 P2534 " x \wedge (y \vee z) = (x \wedge y) \vee (x \wedge z)" S143 Q328
	Q5283157 P2534 " (K_b\varphi \land K_a(\varphi \Rightarrow \psi)) \Rightarrow D_{a,b}\psi" S143 Q328
	Q2014150 P2534 " r_n + r_{n-1} + r_{n-2}\, +\cdots, \, " S143 Q328
	Q6206757 P2534 " x = \begin{pmatrix} 1 & 2 \\ 2 & 3 \\ 3 & 1 \end{pmatrix}" S143 Q328
	Q866364 P2534 " m \ge 2j - r \qquad \qquad \mathrm{(a)} " S143 Q328
	Q796341 P2534 " \frac{1}{\|Q\|}\int_{Q}\|u(y)-u_Q\|\,\mathrm{d}y" S143 Q328
	Q5163226 P2534 " h(N) \leq c(N,P) + h(P) and " S143 Q328
	Q3042439 P2534 "\sum_{i=1}^N p_i = 1. " S143 Q328
	Q5132840 P2534 "\frac{g-1}{2}." S143 Q328
	Q7533433 P2534 " \text{If }\ell_{(N,\psi)}(\bar x,\bar y)>\ell_{(M,\varphi)}(\tilde x,\tilde y)\text{ then }d((M,\varphi),(N,\psi))\ge \min\{\tilde x-\bar x,\bar y-\tilde y\}." S143 Q328
	Q1188344 P2534 "\Delta(t) = 1,\quad \nabla(z) = 1,\quad V(q) = 1." S143 Q328
	Q1210094 P2534 "A =P\cdot\frac{r(1 + r)^n}{(1 + r)^n - 1}" S143 Q328
	Q2266843 P2534 "\mathbf{r} = r( {-\sin \theta \over \sqrt 2}\mathbf{i} + {\sin \theta \over \sqrt 2}\mathbf{j} + \cos \theta \mathbf{k} )." S143 Q328
	Q393478 P2534 "\omega^2 = {1 \over R_1 R_2 C_1 C_2} and {R_f \over R_b} = {C_1 \over C_2} + {R_2 \over R_1} " S143 Q328
	Q2659948 P2534 "Y=X\frac{Z_R}{Z_R+Z_C}=X\frac{R}{R+\frac{1}{j \omega C}}=X\frac{1}{1+\frac{1}{j \omega RC}}," S143 Q328
	Q17001860 P2534 " y'^i= A^i_j(x^\nu)y^j + b^i(x^\nu)." S143 Q328
	Q2845279 P2534 "d\phi = \frac{\part \phi}{\part p} dp + \frac{\part \phi}{\part q} dq . The slow uptake of the continental methods in calculus led to the formation of the Analytical Society by [[Charles Babbage]], [[John Herschel]] and [[George Peacock]].<ref name=Boyer/>" S143 Q328
	Q5438432 P2534 "[\mathcal{F}_n(f)](x) = \frac{\sqrt{n}}{n\sqrt{c\pi}} \sum_{k=-\infty}^\infty {\exp{\left({\frac{-n}{c} {\left({\frac{k}{n}-x}\right)}^2 }\right)} f\left(\frac{k}{n}\right)}" S143 Q328
	Q5348916 P2534 " \lambda_j = -\frac{j^2 \pi^2}{L^2}" S143 Q328
	Q918299 P2534 "U= \textstyle{\frac{2}{3}}X" S143 Q328
	Q5421536 P2534 "\big\{ \omega \in \Omega \big\| d(Y_{\varepsilon}(\omega), Z_{\varepsilon}(\omega)) > \delta \big\} \in \Sigma_{\varepsilon}," S143 Q328
	Q219308 P2534 " \mu(A\cup B) =\mu(A) + \mu (B)." S143 Q328
	Q3556930 P2534 "f \ll p \ll T_\mathrm{smax}\," S143 Q328
	Q4815874 P2534 " 0 \to P\times_G \mathfrak g\to TP/G \to TM\to 0." S143 Q328
	Q3798214 P2534 "\frac{P_t}{P_{t-1}} = \prod_{i=1}^{n}\left(\frac{p_{it}}{p_{i,t-1}}\right)^{\frac{1}{2} \left[\frac{p_{i,t-1}q_{i,t-1}}{\sum_{j=1}^{n}\left(p_{j,t-1}q_{j,t-1}\right)}+ \frac{p_{i,t}q_{i,t}}{\sum_{j=1}^{n}\left(p_{j,t}q_{j,t}\right)}\right]}" S143 Q328
	Q536400 P2534 " u_n = \frac{(1 + \sqrt{5})^n - (1 - \sqrt{5})^n}{2^n \sqrt{5}}&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<ref>{{cite web \|url=http//mathworld.wolfram.com/BinetsFibonacciNumberFormula.html \|title=Binet's Fibonacci Number Formula \|author=Weisstein, Eric W \|publisher=From MathWorld—A Wolfram Web Resource \|accessdate=10 January 2011}}</ref>" S143 Q328
	Q5275381 P2534 "f_C \left (x_1, \cdots, x_N, t \right)," S143 Q328
	Q7226631 P2534 "f_{+} (t) = \lim_{s \downarrow t} f(s);" S143 Q328
	Q5379963 P2534 " \tilde{y}(\bold{x}; \bold{\alpha}) = \sum_{j=1}^{p} \alpha_j y_j(\bold{x})" S143 Q328
	Q17265625 P2534 "(1 ~ 7 ~ 5) (2 ~ 4 ~ 8) (3 ~ 6)" S143 Q328
	Q25304584 P2534 "\arg\max_{i\in S} (v_i\cdot i)" S143 Q328
	Q3381287 P2534 "\forall x_1\dots\forall x_n(R(x_1,\dots,x_n)\leftrightarrow\phi(x_1,\dots,x_n))," S143 Q328
	Q6029837 P2534 " \lim_{n\to \infty} F_{1,n}(z), \qquad \lim_{n\to\infty} G_{1,n}(z)." S143 Q328
	Q6787891 P2534 "\frac{d}{dt}\frac{\partial L}{\partial \dot{q}_i} = \frac{\partial L}{\partial q_i} \,,\quad \dot{q}_i \equiv \frac{dq_i}{dt}\,. " S143 Q328
	Q1986013 P2534 "\mathbf{M(q)} \ddot{\mathbf{q}} - \mathbf{Q}_v + \mathbf{C_q}^T \mathbf{\lambda} = \mathbf{F}, (1)" S143 Q328
	Q673166 P2534 "g_h=g_0\left(\frac{r_\mathrm{e}}{r_\mathrm{e}+h}\right)^2" S143 Q328
	Q188619 P2534 " \text{square} \subset \text{quadrilateral} \subset \text{polygon} \subset \text{shape} \, " S143 Q328
	Q5158324 P2534 "\sigma(X) = \sup \left\{ \left. \sqrt{\operatorname{E} [\langle \ell, X \rangle^{2}]} \,\right\|\, \ell \in B^{\ast}, \\| \ell \\| \leq 1 \right\}." S143 Q328
	Q5158264 P2534 "C_{in} A^k \rightarrow A^n" S143 Q328
	Q388067 P2534 " x = \ell_{BP} = \ell_{PD} " S143 Q328
	Q6046889 P2534 "P = i ^2 r " S143 Q328
	Q7915756 P2534 " f(\mathbf{X}) = f_0 + \sum_{i=1}^d f_i(X_i) + \sum_{i<j}^{d} f_{ij}(X_i,X_j) + \cdots + f_{1,2,\dots,d}(X_1,X_2,\dots,X_d)" S143 Q328
	Q2597317 P2534 "\mathbf{RP}^n = \mathbf{RP}^{n-1} \cup_f D^n." S143 Q328
	Q1322810 P2534 "x^2\equiv y^2\quad(\hbox{mod }N),\qquad x\not\equiv\pm y\quad(\hbox{mod }N)." S143 Q328
	Q29037 P2534 "\operatorname{RMSD}(\hat{\theta}) = \sqrt{\operatorname{MSE}(\hat{\theta})} = \sqrt{\operatorname{E}((\hat{\theta}-\theta)^2)}." S143 Q328
	Q1054463 P2534 " c = e^{-r T} [FN(d_1) - KN(d_2)]" S143 Q328
	Q6380627 P2534 " K_5 = \mbox{mex}\{K_0 + K_4, K_1 + K_3, K_2 + K_2, K_0 + K_3, K_1 + K_2\},\," S143 Q328
	Q7268382 P2534 "f(x) = \int_{x-1}^{x+1} s(\tau)\, d\tau\ = \int_{-1}^{+1} s(x + \tau) \,d\tau\," S143 Q328
	Q7309532 P2534 " x(N)={1\over N+1}\sum_{n=0}^N T^n(x). " S143 Q328
	Q7617819 P2534 " Q(w) = \sum_{i=1}^n Q_i(w)," S143 Q328
	Q7700706 P2534 "\frac{\partial f}{\partial \mathbf{v}}\cdot\mathbf{u} = Df(\mathbf{v})[\mathbf{u}] = \left[\frac{d }{d \alpha}~f(\mathbf{v} + \alpha~\mathbf{u})\right]_{\alpha = 0}" S143 Q328
	Q851631 P2534 "801 = 17^2 + 8^3 = 26^2 + 5^3 = 1^3 + 2^3 + 4^3 + 6^3 + 8^3 = 2^3 + 4^3 + 9^3." S143 Q328
	Q25344805 P2534 " \Psi(f_i,a_i) = \left\langle \exp \left( j\left(\sum_i a_i\varphi(f_i) -\varphi \left(f_\text{sum}\right)\right) \right) \right\rangle " S143 Q328
	Q5319012 P2534 " \forall m_t \in L^{\infty}_t \; \rho_t(X + m_t) = \rho_t(X) - m_t" S143 Q328
	Q160669 P2534 "\mathrm{M} = \frac {u}{c}," S143 Q328
	Q6905837 P2534 "M_{A,B} By^2 = x^3 + Ax^2 + x" S143 Q328
	Q4734001 P2534 "\log(c(u,p))=\alpha_{0}+\sum_{k}\alpha_{k}\log(p_{k})+\frac{1}{2}\sum_{k}\sum_{j}\gamma_{kj}^{*}\log(p_{k})\log(p_{j})+u\beta_{0}\prod_{k}p_{k}^{\beta_{k}}" S143 Q328
	Q102490 P2534 " \frac{dy}{dt} = -k \sqrt{u(y)y} " S143 Q328
	Q6931165 P2534 " M(f)(x) = \sup_{r>0} \frac{1}{r^n} \int_{B_r(x)} \|f\|," S143 Q328
	Q1421101 P2534 " \frac{a L}{R}" S143 Q328
	Q5384738 P2534 "H_G^(X; \Lambda) = H^(EG \times_G X; \Lambda)." S143 Q328
	Q536640 P2534 "\|W\| \le \Bigl\|\bigcup_{A \in W} A\Bigr\|." S143 Q328
	Q3260254 P2534 "M=\frac{\max x + \min x}{2}." S143 Q328
	Q24190636 P2534 "\boldsymbol\tau is the torque vector and \tau is the magnitude of the torque," S143 Q328
	Q7369799 P2534 "\mathrm{Proof}^R_T(x,y) \equiv \mathrm{Proof}_T(x,y) \land \lnot \exists z \leq x [ \mathrm{Proof}_T(z,\mathrm{neg}(y))]," S143 Q328
	Q510197 P2534 "(*) \qquad \forall U \subseteq V, \quad o(G-U)\le\|U\|" S143 Q328
	Q898793 P2534 "\mathrm{R{-}CH{=}CH{-}R' + I_2 \longrightarrow R{-}CHI{-}CHI{-}R'}" S143 Q328
	Q7283948 P2534 "V_{max}=\sqrt{\frac{E_a + 3}{0.0007d}}" S143 Q328Q15846660 P2534 "\vec x=\tfrac{1}{2}(1,0,1)^\top + t (7,0,-7)^\top" S143 Q328
	Q2996097 P2534 " V_{\text{out}} = \frac{ \left( R_{\text{f}} + R_1 \right) R_{\text{g}} }{\left( R_{\text{g}} + R_2 \right) R_1} V_2 - \frac{R_{\text{f}}}{R_1} V_1 = \left( \frac{R_1 + R_{\text{f}} }{R_1} \right) \cdot \left( \frac{R_{\text{g}}}{R_{\text{g}} + R_2} \right) V_2 - \frac{R_{\text{f}}}{R_1} V_1. " S143 Q328
	Q185235 P2534 "M\cdot V = P\cdot Q" S143 Q328
	Q7561883 P2534 "\int_0^\infty J_z(at) J_z(bt)J_z(ct) t^{1-z}\,dt = \frac{2^{z-1}\Delta(a,b,c)^{2z-1}}{\pi^{1/2}\Gamma(z+\tfrac 12)(abc)^z}" S143 Q328
	Q6824317 P2534 "\| \gamma' \| (t) = \lim_{s \to 0} \frac{d (\gamma(t + s), \gamma (t))}{\| s \|}," S143 Q328
	Q7644117 P2534 " \Phi(s) = \frac{1}{1+\beta}(1-s)^{1+\beta}+s" S143 Q328
	Q3527223 P2534 " \mathbf{r}' = m\mathbf{r} \, " S143 Q328
	Q1530316 P2534 "k_{\mathrm{f}} = \frac{ \mathrm{RMS} }{ \mathrm{ARV} }." S143 Q328
	Q12050991 P2534 " z_{2}\, +\, \frac{p_{2}}{\rho g}\, +\, \frac{V_{2}^2}{2\,g}\, =\, z_{3}\, +\, \frac{p_{3}}{\rho g}\, +\, \frac{V_{3}^2}{2\,g}," S143 Q328
	Q766202 P2534 "\Delta E \Delta t \ge \hbar \ , " S143 Q328
	Q5428741 P2534 "M_X(t)=\operatorname{E}\bigl[t^{X}\bigr]" S143 Q328Q7706518 P2534 " V = k\times A \times\sqrt{A}" S143 Q328
	Q12174 P2534 "\mathrm{BMI}= \frac{m}{h^2}," S143 Q328
	Q272404 P2534 "\{2,4,6,8,10\}\,\!" S143 Q328
	Q7688961 P2534 "{\therefore c}" S143 Q328
	Q7100033 P2534 "{\mathcal O}_{q_0}=\{e^{t_k f_k}\circ e^{t_{k-1} f_{k-1}}\circ\cdots\circ e^{t_1 f_1}(q_0)\mid k\in\mathbb{N},\ t_1,\dots,t_k\in\mathbb{R},\ f_1,\dots,f_k\in{\mathcal F}\}." S143 Q328
	Q7616237 P2534 "\text{stick}(T(p,q)) = 2q\text{, if } 2 \le p < q \le 2p. \, " S143 Q328
	Q7370311 P2534 "J(\phi) = C \cos2 \phi + B \cos\,\phi + A" S143 Q328
	Q172137 P2534 " \mathbf{F} = q\mathbf{E} + q\mathbf{v} \times \mathbf{B}" S143 Q328
	Q1816912 P2534 " a(u, v)=L(v)\, for all v in V.\," S143 Q328
	Q5027968 P2534 "E[ \sum_{x\in {N}}f(x)] ," S143 Q328
	Q889490 P2534 "P = \frac {\pi^2 f^2 I^2 L^2}{2 c^2 h \sigma} \," S143 Q328
	Q723786 P2534 "h = \frac{(v-3)(v-4)}{12}." S143 Q328
	Q6453184 P2534 "f\colon X \rightarrow T" S143 Q328
	Q2111781 P2534 "(N \cup \Sigma)^N(N \cup \Sigma)^ \to (N \cup \Sigma)^*" S143 Q328
	Q3258527 P2534 "1 \rightarrow A \rightarrow B \rightarrow C \rightarrow 1\ " S143 Q328
	Q1936665 P2534 " Z \simeq 140 \left ( \frac{C}{\lambda} \right )" S143 Q328
	Q3077653 P2534 "(a+b+c)^n = \sum_{\stackrel{i,j,k}{i+j+k=n}} {n \choose i,j,k}\, a^i \, b^{\;\! j} \;\! c^k, <!-- \;\! yields +5 -3 = 2mu space -->" S143 Q328
	Q996397 P2534 " G_x(t,f) = \int_{-\infty}^\infty e^{-\pi(\tau-t)^2}e^{-j2\pi f\tau}x(\tau)\,d\tau " S143 Q328
	Q3000859 P2534 "d(X,Y) = \frac{\left\| E(X,Y) \right\|}{\|X\|\|Y\|}" S143 Q328
	Q7767516 P2534 "{F}=\frac{Q_1Q_2}{4\pi\mathrm{D}^2\varepsilon_0\varepsilon_r}<ref name="Butt">Butt, Hans, Kh. Graf, and Michael Kappl. Physics and chemistry of interfaces. 2nd., rev. and enl. ed. Weinheim Wiley-VCH, 2006. Print.</ref>" S143 Q328
	Q25303656 P2534 " \lambda_i \geq \mu_i \geq \lambda_{n-r+i}," S143 Q328
	Q3697820 P2534 "S(A,P)= \sum_{a\in A}\sum_{d\mid a;\,d\mid P} \mu(d) =\sum_{d\mid P}\mu(d)\|A_d\|," S143 Q328
	Q5463027 P2534 "L^x(t) =\int_0^t \delta(x-B_s)\,ds," S143 Q328
	Q7194914 P2534 "f(x,y) = \left( g(x,y)\cos x , g(x,y)\sin x , \sin\!\left(\frac{x}{2}\right)\sin y \right) " S143 Q328
	Q6738350 P2534 "\sum_{n=1}^\infty2^{-n}\xi_n," S143 Q328
	Q17006341 P2534 " \Phi_e =(\Phi_P + \Phi_E)/2" S143 Q328
	Q20020306 P2534 "\frac{1}{2} \left( \overline{u_i u_i} \right) = \int_0^\infty E(k)\; dk, " S143 Q328
	Q5206192 P2534 "\Phi_1(s) = \frac{\sqrt{2 \alpha_1}} {(s+\alpha_1)}" S143 Q328
	Q2295009 P2534 "X \wedge Y = (X \times Y) / (X \vee Y). \, " S143 Q328
	Q5058369 P2534 " \eta_X = \frac{\sigma_X}{\mu_X}," S143 Q328
	Q7268359 P2534 " Q(\lambda)x = 0\text{ and }y^\ast Q(\lambda) = 0,\, " S143 Q328
	Q7049223 P2534 "Y \approx f (\mathbf {X}, \boldsymbol{\beta} )" S143 Q328
	Q5054565 P2534 "Q = C H^n" S143 Q328
	Q1435712 P2534 "z_{n+1} = {z_n}^2 + c" S143 Q328
	Q17105770 P2534 "\ x=(d/2) \xi \eta, " S143 Q328
	Q6464 P2534 "\Omega_e \propto t^{-\frac{1}{2}}" S143 Q328
	Q5041155 P2534 "M[f]_{jk} = \frac{1}{k!}\left[\frac{d^k}{dx^k} (f(x))^j \right]_{x=0} ~," S143 Q328
	Q5507245 P2534 "C_m = Z_m \cdot f" S143 Q328
	Q5178095 P2534 " -\frac{\hbar^2}{2 m} \frac{d^2 R(r)}{dr^2} + [E-V_\textrm{eff}(r)] R(r) = 0 " S143 Q328
	Q25269 P2534 "\rm J = {}\rm \frac{kg \cdot m^2}{s^2} = N \cdot m = \rm Pa \cdot m^3={}\rm W \cdot s = C \cdot V" S143 Q328
	Q152415 P2534 " k-(\operatorname{rank} G-\operatorname{rank} H)\leq 5. " S143 Q328
	Q1413738 P2534 " \varphi_n(t) = \operatorname{E}\, e^{itX_n} \quad \forall t\in\mathbb{R},\ \forall n\in\mathbb{N}," S143 Q328
	Q5711485 P2534 "d_n (f,g) = \sup_{x \in K_n} \delta(f(x), g(x))" S143 Q328
	Q2293170 P2534 " A = (a_{i,j})_{i,j=1}^n~, \quad a_{i,j} = f(x_i - x_j) " S143 Q328
	Q213659 P2534 " \left.\frac{\partial T_L}{\partial x}\right\|_{x=0} > \frac{\partial T}{\partial x}" S143 Q328
	Q1952481 P2534 " x_n=(ax_{n-r}+c_{n-1})\,\bmod\,b,\ c_n=\left\lfloor\frac{ax_{n-r}+c_{n-1}}{b}\right\rfloor,\ n\ge r," S143 Q328
	Q6803554 P2534 " \int f(x-y) \, d\mu(y) = 0\qquad\qquad(1) " S143 Q328
	Q6791500 P2534 " \|\text{MCC}\| = \sqrt{\frac{\chi^2}{n}}" S143 Q328
	Q2327764 P2534 "dV = \rho(u_1,u_2,u_3)\,du_1\,du_2\,du_3" S143 Q328
	Q285075 P2534 "\omega_{c} = \|q\|B/m . \,\!" S143 Q328
	Q7512220 P2534 "X = \phi \cdot M. \,<ref name="fundamental theorem">{{cite journal\|title=The Fundamental Theorem of Asset Pricing for Unbounded Stochastic Processes\|author1=F. Delbaen\|author2=W. Schachermayer\|journal=Mathematische Annalen\|year=1998\|volume=312\|pages=215–250\|url=http//www.mat.univie.ac.at/~schachermayer/pubs/preprnts/prpr0084.pdf\|format=pdf\|accessdate=October 14, 2011\|doi=10.1007/s002080050220}}</ref>" S143 Q328
	Q237193 P2534 "x^2 + 2x + 1." S143 Q328
	Q653294 P2534 "d \sin\theta_m = m\lambda." S143 Q328
	Q4828266 P2534 " \frac{1}{4\pi}\int_{S^2} n(v) \, dA" S143 Q328
	Q2110154 P2534 " \mathrm{week}(\mathrm{date}) = \left\lfloor \frac{\mathrm{ordinal}(\mathrm{date}) - \mathrm{weekday}(\mathrm{date}) + 10}{7} \right\rfloor" S143 Q328
	Q4014770 P2534 "-{1\over3}T_a^a = p," S143 Q328
	Q7728930 P2534 "m - M = 5 \log_{10}d_{L} + 25 ," S143 Q328
	Q7514885 P2534 "ax+by+cz+d = \begin{cases} > 0 & \text{front facing} \\ = 0 & \text{parallel} \\ < 0 & \text{back facing} \end{cases} " S143 Q328
	Q25051557 P2534 " \textbf{if } \text{ } premise \text{ } \textbf{ then } \text{ } consequence" S143 Q328
	Q6954615 P2534 "F(S) = \sum_i f(S_i)," S143 Q328
	Q13264 P2534 "\frac{L_{\rm A}}{L_{\odot}} = {\left ( \frac{R_{\rm A}}{R_{\odot}} \right )}^2 {\left ( \frac{T_{\rm A}}{T_{\odot}} \right )}^4 where... A = Alfirk, L = Luminosity, R = Radius and T = Temperature." S143 Q328
	Q983978 P2534 "N = a^2 - b^2." S143 Q328
	Q621751 P2534 "\begin{cases}\mathrm{OPT} \leq f(x) \leq \rho \mathrm{OPT},\qquad\mbox{if } \rho > 1; \\ \rho \mathrm{OPT} \leq f(x) \leq \mathrm{OPT},\qquad\mbox{if } \rho < 1.\end{cases}" S143 Q328
	Q372037 P2534 "F(n) \approx \frac{9 \times 10^{n-1}}{n!}." S143 Q328
	Q6385897 P2534 " P_y = P_{y0}(2e^{-\frac{\pi\|\epsilon\|^2}{2\alpha_0}}-1)" S143 Q328
	Q312739 P2534 "M V = P T " S143 Q328
	Q18389841 P2534 " \bar{h}_{ij}(t,r) = \frac{2 G}{c^4 r} \ddot{I}_{ij}(t-r/c), " S143 Q328
	Q6902032 P2534 " A(Q, \tau) =\bigcup_{t = 1}^{\tau} (A(Q,t) - A(Q, t-1)) \cup A(Q,0) " S143 Q328
	Q15118690 P2534 "\frac {F_\text{load}}{F_\text{in}} = \frac {2 \pi r}{l} \," S143 Q328
	Q25304606 P2534 " \hat \mu = \frac{1}{n} \sum_{i=1}^n y_i. " S143 Q328
	Q7209085 P2534 " f(x_0,x_1,x_2,\dots) = 0 \, " S143 Q328
	Q961596 P2534 "\mathcal{L}=-b^2\sqrt{-\det\left(\eta+{F\over b}\right)}+b^2" S143 Q328
	Q355356 P2534 " \widehat{\mathbb{Z}} = \varprojlim \,\mathbb{Z}/n\mathbb{Z}. " S143 Q328
	Q2702442 P2534 "\frac {n(7n - 5)}{2}." S143 Q328
	Q6007318 P2534 "f'''(x)\geq 0 " S143 Q328
	Q6823858 P2534 " (v-b)\Pr(b\ \textrm{wins}) " S143 Q328
	Q15534632 P2534 "A = \bigoplus_{n\in \mathbb N_0}A_n = A_0 \oplus A_1 \oplus A_2 \oplus \cdots" S143 Q328
	Q2759571 P2534 " g(s)=\sum_{n=1}^{\infty} \frac{a(n)}{n^{s}} " S143 Q328
	Q974405 P2534 " t \mapsto T(t) x " S143 Q328
	Q768247 P2534 "F_k=H_1\ast\dots H_m\ast U" S143 Q328
	Q7524241 P2534 "f(\theta)=\sum_{n \in \mathbf{Z}} a_n e^{in\theta}." S143 Q328
	Q7432918 P2534 "M = M_0 \supset N_0" S143 Q328
	Q4817111 P2534 "P A - (P + \text{d}P) A - (\rho A \text{d}h) g_0 = 0 \," S143 Q328
	Q25111378 P2534 "k= \frac{F}{\triangle l}\," S143 Q328
	Q484632 P2534 " \int\frac{dx}{\sinh ax} = \frac{1}{a} \ln\left\|\frac{\sinh ax}{\cosh ax + 1}\right\|+C\," S143 Q328
	Q1470110 P2534 "\mathrm{SNR} = \frac{N}{\sqrt{N}} = \sqrt{N}. \, " S143 Q328
	Q4751124 P2534 "\gamma(K) = \sup \{\|f'(\infty)\|;\ f\in\mathcal{H}^\infty(\mathbf{C}\setminus K),\ \\|f\\|_\infty\leq 1,\ f(\infty)=0\}" S143 Q328
	Q13581708 P2534 " TC^1(\bar \Omega)\to L^p(\partial \Omega)" S143 Q328
	Q84052 P2534 " \sqrt{a^2+r} \approx a + \frac{r}{2a} - \frac{(r/2a)^2}{2(a+\frac{r}{2a})}, with a = 4/3 and r = 2/9 <ref name="cooke 200">{{cite book \|last=Cooke \|authorlink=Roger Cooke \|title= \|year=1997 \|chapter=The Mathematics of the Hindus \|pages=200 \| quote = The Hindus had a very good system of approximating irrational square roots. Three of the ''Sulva Sutras'' contain the approximation 1 + \frac{1}{3} + \frac{1}{3 \cdot 4} - \frac{1}{3 \cdot4 \cdot 34} for the diagonal of a square of side 1 (that is \sqrt{2}). [...] We can only conjecture how such an approximation was obtained. One guess is the approximation \sqrt{a^2+r} = a + \frac{r}{2a} - \frac{(r/2a)^2}{2(a+\frac{r}{2a})} with a = 4/3 and r = 2/9. This approximation follows a rule given by the twelfth century Muslim mathematician Al-Hassar.}}</ref>" S143 Q328
	Q2367120 P2534 "2\cos^2 x = 1," S143 Q328
	Q1632301 P2534 "p_0, p_1, \dots, p_m" S143 Q328
	Q7979710 P2534 "S_Q = -\int Q(x,p) \log Q(x,p) \, dx \, dp ~." S143 Q328
	Q25111122 P2534 " \langle x,y,t\rangle \langle a,b,c\rangle = \langle x+a, y+b, t+c+xb\rangle." S143 Q328
	Q7300257 P2534 " Q = U A (T_r-T_j)" S143 Q328
	Q5384211 P2534 "F_{x1}=F_{x2} \," S143 Q328
	Q7127246 P2534 "\frac{\Delta\rho}{\rho}=\alpha\Delta T-\beta\Delta S" S143 Q328
	Q6878417 P2534 "0<a \,\wedge\, S(a)" S143 Q328
	Q5446999 P2534 "t(\delta_{x})=\left(\frac{n}{n-1}\right)\delta_{x}. " S143 Q328
	Q3798208 P2534 "D_t\equiv R_{P_t} - R_{F_t}" S143 Q328
	Q6804546 P2534 "U(r)\propto r^k \,, " S143 Q328
	Q7240991 P2534 "\langle p,q\,\vert\; pq=1\rangle" S143 Q328
	Q7309613 P2534 "f(z) = \sum_{n=-\infty}^{\infty} a_n (z - c)^n," S143 Q328
	Q646627 P2534 " \mathrm{St}= {f L\over U}, " S143 Q328
	Q3055336 P2534 " H_0(A) = \mathrm{log}_b \vert A \vert ." S143 Q328
	Q1053857 P2534 "x^2 + y^2 + z^2 = r^2," S143 Q328
	Q6771322 P2534 "\|\Pr(X_t \in A) - \pi(A)\| \leq 1/4 " S143 Q328
	Q898781 P2534 "V_i = \frac{e}{4 \pi \epsilon_0 } \sum_{j \neq i} \frac{z_j}{r_{ij}}\,\!" S143 Q328
	Q1191862 P2534 "\|f(z)-g(z)\|<\|f(z)\|+\|g(z)\| \qquad \left(z\in \partial K\right)" S143 Q328
	Q2452348 P2534 "S_{a/\$} = S_{a/b} S_{b/\$}" S143 Q328
	Q2093208 P2534 "F(x, y) = \tfrac{1}{2} k_1 x^2 + \tfrac{1}{2} k_2 y^2 + \cdot\cdot\cdot" S143 Q328
	Q900121 P2534 "Q_{s1} = q_{1} + q_{2} + q_{3} + q_{4}\!" S143 Q328
	Q25138344 P2534 "V(x) = V_c+\frac{V}{\sqrt{x-x_0}}." S143 Q328
	Q666455 P2534 "\mbox{ROT}_{13}(\mbox{ROT}_{13}(x))=x for any basic Latin-alphabet text ''x''." S143 Q328
	Q1047822 P2534 " \sigma = \frac{I_\text{channel}}{V_\text{Hall}} = \nu \; \frac{e^2}{h}, " S143 Q328
	Q6407390 P2534 "Y_{t} = X_{t} \mbox{ for } t < \zeta," S143 Q328
	Q7158977 P2534 "r=\sqrt{x^2+y^2}" S143 Q328
	Q6433478 P2534 "\mathbb{V}_R(F)=\{a\in R^n\|\ f(a)=0 \text{ for all } f\in F\}." S143 Q328
	Q411 P2534 "N = R^{*} ~ \times ~ f_{p} ~ \times ~ n_{e} ~ \times ~ f_{l} ~ \times ~ f_{i} ~ \times ~ f_{c} ~ \times ~ L" S143 Q328Q2287715 P2534 "\left\lbrace \left. \frac{\partial\vec\Psi}{\partial x^i} \right\|_p i \in \lbrace1, \dots, d\rbrace\right\rbrace" S143 Q328Q7245163 P2534 "\delta W\le -(dU-TdS)" S143 Q328
	Q440666 P2534 "\mathrm{MnO_2 + 4 \ HCl \longrightarrow MnCl_2 + Cl_2 + 2 \ H_2O}" S143 Q328
	Q25303870 P2534 "(\forall x)(x\in A \to \mathcal{P}(x) \subseteq A).<ref>See Definition 9.8 of {{cite book\|last1=Zaring W.M.\|first1= G. Takeuti\|title=Introduction to axiomatic set theory\|date=1971\|publisher=Springer-Verlag\|location=New York\|isbn=0387900241\|edition=2nd, rev.}}</ref>" S143 Q328
	Q1131951 P2534 "H_0 = {\rm p}K_{\rm a} + \log {{c_{\rm B}}\over{c_{\rm BH^+}}}" S143 Q328
	Q822139 P2534 "F_X(x) = \operatorname{E} \left [\mathbf{1}_{\{X\leq x\}} \right]" S143 Q328
	Q7624083 P2534 " \\| y_n - y_m \\|^2 = \\|y_n -x\\|^2 + \\|y_m -x\\|^2 - 2 \langle y_n - x \, , \, y_m - x\rangle" S143 Q328
	Q3117899 P2534 " \psi'(g * h) = \psi(g * h) = \psi(h) * \psi(g) = \psi(g) \mathbin{\ast'} \psi(h)=\psi'(g) \mathbin{\ast'} \psi'(h)." S143 Q328
	Q6865379 P2534 " \sup_{\theta \in \Theta} R(\theta,\delta^M) = \inf_\delta \sup_{\theta \in \Theta} R(\theta,\delta). \, " S143 Q328
	Q3527071 P2534 " \text{If} \, \oint_K \! \|\kappa(s)\| \, \operatorname{d}s \le 4 \pi \ \text{then} \ K \ \text{is an unknot}. " S143 Q328
	Q803936 P2534 "C_n[v]= \{(a_1,a_2,\cdots) \in \omega^\omega a_n = v \}" S143 Q328
	Q25325274 P2534 " f \sim \exp(i\omega t + ikx). " S143 Q328
	Q182497 P2534 "r_1 = \frac{r}{2(s-a)}(s+d-r-e-f)," S143 Q328
	Q6771331 P2534 " r_t = \mu + \bar{\sigma}(M_{1,t}M_{2,t}...M_{\bar{k},t})^{1/2}\epsilon_t, " S143 Q328
	Q6029858 P2534 "\sum_{n=0}^\infty a_n = a_0 + a_1 + a_2 + \cdots \,;" S143 Q328
	Q780456 P2534 " \mathrm{T} = \mathrm{L} \times \mathrm{p} ," S143 Q328
	Q2303305 P2534 "\min f(\bold x) = x_1^2+x_2^4" S143 Q328
	Q839999 P2534 "\mathcal{B}(p,q) = \begin{cases} \{ U_{\epsilon}(p,q)= \{(x,y) (x-p)^2+(y-q)^2 < \epsilon^2 \} \mid \epsilon > 0\}, & \mbox{if } q > 0; \\ \{ V_{\epsilon}(p)= \{(p,0)\} \cup \{(x,y) (x-p)^2+(y-\epsilon)^2 < \epsilon^2 \} \mid \epsilon > 0\}, & \mbox{if } q = 0. \end{cases} " S143 Q328
	Q6119655 P2534 " A \mapsto Q_{k\ell}^T A Q_{k\ell} = A' . \,\! " S143 Q328
	Q5377051 P2534 " EF=\sum\limits_{i=1}^6 \frac{M_i C_{pi}\left( 135^\circ F-58^\circ F\right)}{Q_{dm}}," S143 Q328
	Q14916038 P2534 " \displaystyle \\|u\\|_{L^\infty(\Omega)}\leq C \\|u\\|_{H^1(\Omega)}\left(1+\log\frac{\\|\Delta u\\|}{\lambda_1\\|u\\|_{H^1(\Omega)}}\right)^{1/2}," S143 Q328
	Q4677985 P2534 "\cdots K_nG^{m+1}\to K_nG^{m}\to \cdots \to K_n" S143 Q328
	Q2379093 P2534 " (1)~~ ~~ A= \frac{\alpha}{1+I/I_0}" S143 Q328
	Q17163411 P2534 " d_\lambda = \frac{n!}{\prod h_\lambda (i,j)} , " S143 Q328
	Q2465157 P2534 "x^6 + y^6 = x^2.\,\! " S143 Q328
	Q23389 P2534 "\forall i,x_i\in S_i f_i(x^_{i}, x^_{-i}) \geq f_i(x_{i},x^*_{-i})." S143 Q328
	Q1515261 P2534 "\frac{\|\boldsymbol{F}_m\|}{L}={\mu_0\over2\pi}{\|\boldsymbol{I}\|^2\over\|\boldsymbol{r}\|}." S143 Q328
	Q1115684 P2534 "(h,f(x),b \oplus h(x))" S143 Q328
	Q520470 P2534 "\nabla^2\Phi=4\pi G{\rho},\," S143 Q328
	Q1639491 P2534 " m_0 = \frac{E_0}{c^2}." S143 Q328
	Q374046 P2534 " 2^{2^{12}} + 1 is divisible by 7\times2^{14}+1=114689 " S143 Q328
	Q1457566 P2534 "\Delta{H} = 235\mbox{ km} + \left ( 1000 C_R \frac{A}{m} \right )\mbox{ km}" S143 Q328
	Q1434805 P2534 "\mathcal{D}(S)\times\mathcal{D}(S)\rightarrow\mathbb{Z}(X,Y)\mapsto X\cdot Y" S143 Q328
	Q356653 P2534 " a^{(n-1)/2} \equiv \pm 1\pmod{n}" S143 Q328
	Q11064818 P2534 "\mathcal{SP}_{w_1,w_2}(t,f)(x,w) = Wig (w_1', w_2')*Wig (t,f)(x, w)," S143 Q328
	Q13548085 P2534 "\int_0^\infty e^{-x^2}\,dx." S143 Q328
	Q5527027 P2534 "r = {2\mu \over v_\infty^2}" S143 Q328
	Q1470668 P2534 "\mu = 398600.440\text{ km}^3/s^2 \, " S143 Q328
	Q2944104 P2534 "\eta = 1 - \frac{T_{cell}}{T_{emit}}" S143 Q328
	Q4025962 P2534 "\frac{12-\rho}{8\mu(1-\rho)}" S143 Q328
	Q417320 P2534 "\mathrm{3 \ C_2H_5OH + PI_3 \rightarrow 3 \ C_2H_5I + H_3PO_3}" S143 Q328
	Q4431229 P2534 "\mathcal{H} = -\frac{1}{2} J \sum_{i,j} \mathbf{S}_i \cdot \mathbf{S}_j - g \mu_B \sum_i \mathbf{H} \cdot \mathbf{S}_i" S143 Q328
	Q7858777 P2534 " \mathbf{f} = f^{\alpha \beta} \, \vec e_\alpha \otimes \vec e_\beta " S143 Q328
	Q1395814 P2534 "{1 \over 168}\left(n^7 + 21 n^5 + 98 n^3 + 48 n\right)." S143 Q328
	Q853922 P2534 "\sin \theta \le \sqrt{n_o^2 - n_c^2} ," S143 Q328
	Q2477687 P2534 " e^{e^{e^{79}}}\mbox{.} \! " S143 Q328
	Q5533833 P2534 "1 + p_1z + p_2z^2 + \dots = (1 + q_1z + q_2z^2 + \cdots) (1 + r_1z + r_2z^2 + \cdots) " S143 Q328
	Q7856597 P2534 "T(n,k,r) \geq \binom{n}{r} {\binom{k}{r}}^{-1}." S143 Q328
	Q872371 P2534 "k\cdot 2^n + 1\text{ divides }2^{2^m} + 1. \, " S143 Q328
	Q428290 P2534 " f_{\lambda} - \prod_{i=1}^d (x-u_{\lambda,i}) = \sum_{j=0}^{d-1} r_{\lambda,j} \cdot x^j \in R[x]" S143 Q328
	Q574844 P2534 " \operatorname{ker} T = \{\mathbf{v} \in V T(\mathbf{v}) = \mathbf{0}_{W}\}\text{.} " S143 Q328
	Q4207343 P2534 "[P,Q]=PQ-QP=-i\hbar,\," S143 Q328
	Q1476057 P2534 "x_3=\frac{x_1+x_2}{2}" S143 Q328
	Q1045351 P2534 " \mathrm{d}y = \frac{\mathrm{d}y}{\mathrm{d}x} \,\mathrm{d}x," S143 Q328
	Q1501297 P2534 "n = 1000 \log_2 \left( \frac{a}{b} \right) \approx 3322 \log_{10} \left( \frac{a}{b} \right)" S143 Q328
	Q8053054 P2534 " d = \sqrt{ \int_{-\infty}^t (t-r)^2f(r)\,dr } " S143 Q328
	Q3236862 P2534 "f(-x) = \overline{f(x)}" S143 Q328
	Q846505 P2534 " \int a\cos nx\;\mathrm{d}x = \frac{a}{n}\sin nx+C" S143 Q328
	Q17098402 P2534 " \frac{\partial \mathbf{S}}{\partial t} = \mathbf{S}\wedge \left(\frac{\partial^2 \mathbf{S}}{\partial x^{2}} + \frac{\partial^2 \mathbf{S}}{\partial y^{2}}\right)+ \frac{\partial u}{\partial x}\frac{\partial \mathbf{S}}{\partial y} + \frac{\partial u}{\partial y}\frac{\partial \mathbf{S}}{\partial x},\qquad (1a)" S143 Q328
	Q2300767 P2534 "L_{1} \pitchfork L_{2} \iff \forall p \in L_{1} \cap L_{2}, \mathrm{T}_{p} M = \mathrm{T}_{p} L_{1} + \mathrm{T}_{p} L_{2}." S143 Q328
	Q1109469 P2534 "\Delta S = \int \frac {dQ_{rev}}T \, ," S143 Q328
	Q5166742 P2534 "\begin{align} \|A+B\| &\ge \|A+H\| + \|B+H\| - \|H\| \\ &\ge \|A\| + \|B\| - \|H\|. \end{align} " S143 Q328
	Q17080974 P2534 "Y_i = C + \alpha\sin(\omega T_i + \phi) + E_i " S143 Q328
	Q467699 P2534 "\int\limits_C f\, ds = \int_a^b f\left(\mathbf{r}(t)\right)\,\,\|\mathbf{r}'(t)\| \, dt." S143 Q328
	Q5454862 P2534 "r = \frac{cov(X,Y)}{\sigma_X \sigma_Y} =\frac{\sum ^N _{i=1}(X_i - \bar{X})(Y_i - \bar{Y})}{\sqrt{\sum ^N _{i=1}(X_i - \bar{X})^2} \sqrt{\sum ^N _{i=1}(Y_i - \bar{Y})^2}}." S143 Q328
	Q17007408 P2534 " V_{\text{out}} = \begin{cases} V_{\text{S}+} & \text{if } V_1 > V_2, \\ V_{\text{S}-} & \text{if } V_1 < V_2, \\ 0 & \text{if } V_1 = V_2, \end{cases} " S143 Q328
	Q6497132 P2534 "\delta(B) = \frac{\Pi_{i=1}^n \|\|b_i\|\|}{\sqrt{\det(B^T B)}} = \frac{\Pi_{i=1}^n \|\|b_i\|\|}{d(\Lambda)}" S143 Q328Q344524 P2534 "\mathbf{Denote}_{\mathtt{S}} \equiv \lim_{i \to \infty} \mathbf{progression}_{\mathtt{S}^i}(\bot_\mathtt{S})" S143 Q328Q290128 P2534 "\left(\frac{p^2}{2m}+V\right)\psi = E\psi" S143 Q328
	Q5319505 P2534 "\prod _{1\le i\ne j\le n}(1-t_i/t_j)^{a_i}" S143 Q328
	Q5358082 P2534 "n_c = \frac{\varepsilon_o\,m_e}{e^2}\,\omega^2." S143 Q328
	Q1502046 P2534 " G = \begin{bmatrix} I_k \| P \end{bmatrix}," S143 Q328
	Q3851930 P2534 " -\nabla^2 u = f" S143 Q328
	Q7226629 P2534 " f(x) \sim \lim_{n\to\infty}\sum_{k=0}^n\frac{f^{(k)}(x_0)}{k!}(x-x_0)^k . " S143 Q328
	Q974605 P2534 "P(E)\in\mathbb{R}, P(E)\geq 0 \qquad \forall E\in F" S143 Q328
	Q1597418 P2534 " random1 \oplus random2 = random1 \oplus (random1 \oplus original) = original" S143 Q328
	Q1952516 P2534 "\{0\}\dots\subset V_1\subset V_0\subset V_{-1}\subset\dots\subset V_{-n}\subset V_{-(n+1)}\subset\dots\subset L^2(\R)" S143 Q328
	Q1570106 P2534 "J = \frac f {\sin \theta}." S143 Q328
	Q5535591 P2534 "\mathbf{F} = - G \frac{m_1 m_2}{r^2}\mathbf{\hat{r}}" S143 Q328
	Q7888149 P2534 "\lfloor n/k \rfloor^{k-(n\bmod k)}\lfloor n/k+1 \rfloor^{n\bmod k}." S143 Q328
	Q2593434 P2534 "O(\frac{T_1}{P_\mathrm{avg}} + \frac{T_\infty P}{P_\mathrm{avg}})," S143 Q328
	Q7300260 P2534 " U_{AB} = q_A q_B \left[\frac{1}{r_{AB}} + \frac{(\varepsilon_{RF} - 1) r_{AB}^2}{(2\varepsilon_{RF} + 1) r_c^3} \right]" S143 Q328
	Q25109970 P2534 " \Delta_i = \sqrt{\frac{(d_{jk}+d_{jl}+d_{kl})(-d_{jk}+d_{jl}+d_{kl})(d_{jk}-d_{jl}+d_{kl})(d_{jk}+d_{jl}-d_{kl})}{16}}" S143 Q328
	Q22977143 P2534 "f \le g \quad\iff\quad \forall x f(x) \le g(x)." S143 Q328
	Q4907767 P2534 "P_V f(u,\xi )=\int_{-\infty }^\infty f \left (u+\tfrac{\tau}{2} \right) f^* \left(u-\tfrac{\tau}{2} \right) e^{-i\tau \xi} \, d\tau " S143 Q328
	Q4937689 P2534 " \langle X,Y\rangle_A=\int\limits_0^1 {\rm Tr}[ {\rm e}^{xA} X^\dagger{\rm e}^{(1-x)A}Y]dx" S143 Q328
	Q905427 P2534 "k_{ET} \varpropto J \mathrm{exp}\left [ \frac{-2r}{L} \right ] " S143 Q328
	Q20789991 P2534 " \min_{ \beta_0, \beta } \left\{ \frac{1}{N} \sum_{i=1}^N (y_i - \beta_0 - x_i^T \beta)^2 \right\} \text{ subject to } \sum_{j=1}^p \|\beta_j\| \leq t. <ref name = "Tibshirani 1996" />" S143 Q328
	Q5243912 P2534 "\sum_{n=1}^\infty\frac{1}{n^s} = \prod_{p \text{ prime}} \frac{1}{1-p^{-s}} (see [[Riemann zeta function]]) [[UserSsscienccce\|Ssscienccce]] ([[User talkSsscienccce\|talk]]) 1259, 14 May 2012 (UTC)" S143 Q328
	Q192472 P2534 "\frac{R_t}{(1+i)^{t}}" S143 Q328
	Q7100075 P2534 "M^rf(x) = \int_K f(gk\cdot y)\,dk," S143 Q328
	Q17145489 P2534 " \nu = \frac{R_p}{R_i} = \frac{R_p}{R_t}" S143 Q328
	Q5051871 P2534 "\text{height}(P)\le \text{height}(p)+ \text{tr.deg.}_A(B) - \text{tr.deg.}_{\kappa(p)}(\kappa(P))." S143 Q328
	Q4925528 P2534 "\sum_{w\in W_K}\epsilon(\omega)Q(w(\mu+\rho_c)-\lambda-\rho_n)" S143 Q328
	Q15777141 P2534 "S(A,P,z) = \left\vert A \setminus \bigcup_{p \mid P(z)} A_p \right\vert . " S143 Q328
	Q1917756 P2534 " \alpha_x = \alpha_y \ \stackrel{\mathrm{def}}{=}\ \alpha. " S143 Q328
	Q6935139 P2534 "I(X_1;\ldots;X_{n+1}) = I(X_1;\ldots;X_n) - I(X_1;\ldots;X_n\|X_{n+1})," S143 Q328
	Q190558 P2534 "\neg(a \vee b) \equiv (\neg a \wedge \neg b),&nbsp; and" S143 Q328
	Q25112600 P2534 "\frac{ \partial (\rho \gamma) }{\partial t} + \frac{\partial(\rho U_j \gamma)}{ \partial x_j} = P_{\gamma} - E_{\gamma} + \frac{\partial}{\partial x_j}\left[\left(\mu+\frac{\mu_f}{\sigma_f}\right)\frac{\partial \gamma}{\partial x_j} \right]" S143 Q328
	Q923480 P2534 "f(x)=f(x_0)+f'(x_0)(x-x_0)+\cdots+\frac{f^{(k)}(x_0)}{k!}(x-x_0)^{k}+\frac{R_{k+1}(x)}{(k+1)!}(x-x_0)^{k+1}" S143 Q328
	Q2915729 P2534 "\mathrm{R{-}OH\ +\ R'{-}X\ \longrightarrow\ R{-}O{-}R'\ +\ H{-}X}" S143 Q328
	Q921050 P2534 "P_1 \times P_2 = \{ (x,y,z,w) \| (x,y)\in P_1, (z,w)\in P_2 \}" S143 Q328
	Q3343083 P2534 "x=0.179487179487179487\ldots=0.\overline{179487} \mbox{ has }4x=0.\overline{717948}=\frac{7.\overline{179487}}{10}." S143 Q328
	Q13638506 P2534 "\Delta(N, P, T) = \int Z(N, V, T) \exp(-\beta PV ) C dV. \,\;" S143 Q328
	Q7051755 P2534 "f(x;\mu, k,\theta) \propto \exp{\left(\frac{(x-\mu)^2}{4\theta^2}\right)}D_{-2k-1}\left(\frac{\|x-\mu\|}{\theta}\right)\,\!," S143 Q328
	Q17087298 P2534 " a\|\alpha\rangle=\alpha\|\alpha\rangle," S143 Q328
	Q1393014 P2534 "\mu_0(\emptyset) = 0" S143 Q328
	Q5507421 P2534 "D\!\!\!\!/\ \stackrel{\mathrm{def}}{=}\ \partial\!\!\!/ + i A\!\!\!/" S143 Q328
	Q3527192 P2534 "M=M\#S^n." S143 Q328
	Q7279033 P2534 " h'= f'-g'>0." S143 Q328
	Q5177154 P2534 "c_R(x)=\vert\{y\mid R(x,y)\}\vert \," S143 Q328
	Q3150644 P2534 "\,pL+(1-p)N \prec pM+(1-p)N," S143 Q328
	Q17008878 P2534 "(A' + C') (B + C)" S143 Q328
	Q966914 P2534 "a = \frac{GM}{r^2} = \frac{G\rho V}{r^2} = \frac{G\rho\frac{4}{3}\pi\,r^3}{r^2} = G\rho \frac{4}{3}\pi\,r " S143 Q328
	Q11224950 P2534 " C_D= \frac{2\sum_{i=1}^S x_i y_i }{(D_x + D_y) XY }" S143 Q328
	Q7265259 P2534 "\displaystyle c_n(q^{-x};a;q) = {}_2\phi_1(q^{-n},q^{-x};0;q,-q^{n+1}/a)" S143 Q328
	Q3427408 P2534 "\langle\varphi, v\rangle \equiv \varphi(v) = \varphi^Tv," S143 Q328
	Q3968 P2534 "ax^2+bx+c=0," S143 Q328
	Q1434486 P2534 " \frac{dV}{V} = \frac{2 \omega_\text{E} R_\text{E} (\cos \varphi_\text{i} - \cos \varphi_\text{o})}{c}, " S143 Q328
	Q908492 P2534 "E=\frac{1}{2}mv^{2}," S143 Q328
	Q5422189 P2534 "Extraction ratio = \frac{P_a - P_v}{P_a}" S143 Q328
	Q16901542 P2534 "F_j(x,b) = \frac{1}{\Gamma(j+1)} \int_b^\infty \frac{t^j}{\exp(t-x) + 1}\,dt." S143 Q328
	Q17006435 P2534 "\dot{v}=\omega^2" S143 Q328
	Q7661324 P2534 " \displaystyle{SK=K^*S.}" S143 Q328
	Q829522 P2534 "{ \cos(2\pi f_1t)+\cos(2\pi f_2t) } = { 2\cos\left(2\pi\frac{f_1+f_2}{2}t\right)\cos\left(2\pi\frac{f_1-f_2}{2}t\right) }<ref>"[http//www.animations.physics.unsw.edu.au/jw/beats.htm Interference beats and Tartini tones]", ''Physclips, UNSW.edu.au''.</ref>" S143 Q328
	Q6386913 P2534 "K = \sum_{j} \pi_j m_{ij}" S143 Q328
	Q5459026 P2534 "P_i=d_{ijk}\sigma_{jk}+\mu_{ijkl}\frac{\partial\epsilon_{jk}}{\partial x_l}" S143 Q328
	Q5141358 P2534 " \varrho(0) = 0" S143 Q328
	Q842206 P2534 " MV = PQ" S143 Q328
	Q5421265 P2534 " Y(t+\Delta t) = F(Y(t))\," S143 Q328
	Q1254734 P2534 " \left\{ x \in \mathbf{Q} x^2 \le 2 \right\} = \mathbf{Q} \cap \left(-\sqrt{2}, \sqrt{2}\right) \, " S143 Q328
	Q7076857 P2534 " (p\|q)_8 = (q\|p)_8 = (aB-bA\|q)_4 (cD-dC\|q)_2 \ ." S143 Q328
	Q17131579 P2534 "\pi = \frac{\Pr(a) - \Pr(e)}{1 - \Pr(e)}," S143 Q328Q830465 P2534 "T = h^2 + h \cdot k + k^2 = (h+k)^2 - hk" S143 Q328Q6402652 P2534 "\lambda P(L_1)-\lambda^{-1}P(L_2)=(q-q^{-1})P(L_3)." S143 Q328
	Q168430 P2534 "\vdots" S143 Q328
	Q5164473 P2534 "g_{ab}=-g_{tt}dt^2+g_{rr}dr^2+g_{\theta\theta}d\theta^2+g_{\phi\phi}d\phi^2\,," S143 Q328
	Q282649 P2534 "\prod_{n=1}^{\infty}\left(1-x^{n}\right)=\sum_{k=-\infty}^{\infty}\left(-1\right)^{k}x^{\frac{k}{2}\left(3k-1\right)}=1+\sum_{k=1}^\infty(-1)^k \left(1+x^k\right)x^{k(3k-1)/2}=\sum_{k=0}^\infty(-1)^k \left(1-x^{2k+1}\right)x^{k(3k+1)/2} ." S143 Q328
	Q7843528 P2534 "Q(s_t,a_t) \leftarrow Q(s_t,a_t) + \alpha [r_{t+1} + \gamma Q(s_{t+1}, a_{t+1})-Q(s_t,a_t)]" S143 Q328
	Q5283074 P2534 "\sup_{y_1,y_2\in Y, \\|y_i\\|=1} \frac{\|y_1\|}{\|y_2\|} \ge \lambda" S143 Q328
	Q5680041 P2534 "G_s(L/K)=\{\sigma\in G\,\,v_L(\sigma a-a)\geq s+1 \text{ for all }a\in\mathcal{O}\}." S143 Q328
	Q724944 P2534 "r = ae^{b\theta}\," S143 Q328
	Q7886088 P2534 "\Delta G = RT \log \frac{C_2}{C_1}" S143 Q328
	Q2503280 P2534 "p(x)=e^{-x^2/2}, x\in(-\infty,\infty) " S143 Q328
	Q491370 P2534 " \max_i \|V_i\| \le (1+\varepsilon) \left\lceil\frac{\|V\|}{k}\right\rceil." S143 Q328
	Q875255 P2534 "p\times b^3+q\times b^2+r\times b+s." S143 Q328
	Q4669889 P2534 "t \geq \tau_{B} (\omega) \implies \varphi (t, \vartheta_{-t} \omega) B \subseteq K(\omega)." S143 Q328
	Q1591996 P2534 "\pi \colon E \to B\," S143 Q328
	Q1401936 P2534 "\quad (1) \qquad \qquad \frac{\partial\rho}{\partial t}+\frac{\partial f}{\partial x}=0,\quad t\ge0." S143 Q328
	Q6988052 P2534 " N W \to 2^{2^W} " S143 Q328
	Q188479 P2534 " \boldsymbol{M} = \chi\boldsymbol{H} = \frac{C}{T}\boldsymbol{H}" S143 Q328
	Q3002999 P2534 "\min_x f(\mathbf{x})" S143 Q328
	Q2067441 P2534 "\mathrm{P} = \frac{w_s}{\kappa u_*}" S143 Q328
	Q6086570 P2534 "a_3(x_2 \pm i x_1) = (a_2 \pm i a_1) x_2 ." S143 Q328
	Q523876 P2534 "S\,\cap \,U = T \,\cap\, U." S143 Q328
	Q5930120 P2534 " g (a\cdot\psi) = (ga)\cdot (g\psi)" S143 Q328
	Q8049023 P2534 " \underset{x\in \mathcal{X}}{\max}\ \bold{E}[c(A,x)] \geq \underset{a \in \mathcal{A}}{\min}\ \bold{E}[c(a,X)] ," S143 Q328
	Q1796959 P2534 "q_k = -k A \frac{dT}{dx}" S143 Q328
	Q5627866 P2534 " f(\Delta)=(f_{-1},f_0,\ldots,f_{d-1})." S143 Q328
	Q477284 P2534 "v_i = \frac{2 A}{L-1} i - A; \quad i = 0,1,\dots, L-1" S143 Q328
	Q2000619 P2534 "\frac{x^2}{a^2} + \frac{y^2}{b^2} = 1, " S143 Q328
	Q906877 P2534 " \mathbf{a}\cdot\mathbf{\Delta k}=2\pi h" S143 Q328
	Q3115500 P2534 " (x-3) (x-1)^4 (x+1)^4 (x+3) (x^2-6) (x^2-2) (x^4-6x^2+2)^5 (x^4-6x^2+3)^4 (x^4-6x^2+6)^5. \, " S143 Q328
	Q1827325 P2534 "y'=A(x)y\," S143 Q328
	Q245450 P2534 " x_T(t) \ \stackrel{\mathrm{def}}{=} \ \sum_{k=-\infty}^\infty x(t - kT) = \sum_{k=-\infty}^\infty x(t + kT)." S143 Q328
	Q7098858 P2534 " OF = \frac {p \sqrt {w^2+h^2}} {16000}" S143 Q328
	Q4446020 P2534 "e(x) = \exp(2\pi ix).\," S143 Q328
	Q2283848 P2534 " \deg\, P_n = n~, \quad \sup_{0 \leq x \leq 2\pi} \|f(x) - P_n(x)\| \leq \frac{C(f)}{n^{r + \alpha}}~," S143 Q328
	Q3254711 P2534 "\pi_{\mathbf S}{\mathbf S}\to M\," S143 Q328
	Q7857004 P2534 "\frac{1}{2} \min_{U\subseteq V} \left(\|U\|-\text{odd}(G-U)+\|V\|\right), " S143 Q328
	Q1437653 P2534 "{d^n \over dx^n} f(g(x))=\sum \frac{n!}{m_1!\,1!^{m_1}\,m_2!\,2!^{m_2}\,\cdots\,m_n!\,n!^{m_n}}\cdot f^{(m_1+\cdots+m_n)}(g(x))\cdot \prod_{j=1}^n\left(g^{(j)}(x)\right)^{m_j}," S143 Q328
	Q1099110 P2534 "\Pr(x\mid t,\theta) = \Pr(x\mid t).\," S143 Q328
	Q1723418 P2534 "\mathbf{A}, \mathbf{B}, \mathbf{C}" S143 Q328
	Q7250160 P2534 "p(x) \ \stackrel{\mathrm{def}}{=}\ \Pr(T=1 \| X=x)." S143 Q328
	Q4998463 P2534 "Y = b_0 + b_1x_1 + b_2x_2 + b_3(x_1\times x_2) + \varepsilon \, " S143 Q328
	Q7885143 P2534 " \{x\in X\|\exists y\in Y (x,y)\in R\}\," S143 Q328
	Q1257483 P2534 " \rho_\sigma = \frac{\left(\frac{\partial\rho}{\rho}\right)}{\varepsilon}" S143 Q328
	Q15838962 P2534 "i \psi_t + \psi_{xx} +2 \left( \|\psi\|^2 \right)_x\, \psi + \|\psi\|^4\, \psi = 0." S143 Q328
	Q7310838 P2534 " i\hbar\frac{\partial}{\partial t}\psi = \hat{H} \psi" S143 Q328
	Q205906 P2534 "\ P(q) = C(n,q) \cdot (1/6)^q \cdot (5/6)^{n-q}" S143 Q328
	Q3153142 P2534 " \text{BOP} = \text{current account} + \text{capital account} \pm \text{balancing item} \," S143 Q328
	Q798503 P2534 "E=(t-y)^2 \,," S143 Q328
	Q386369 P2534 "F\, =\, \underbrace{\rho\, C_m\, V\, \dot{u}}_{F_I} + \underbrace{\frac12\, \rho\, C_d\, A\, u\, \|u\|}_{F_D}," S143 Q328
	Q2538404 P2534 "V(r) = D_e ( 1-e^{-a(r-r_e)} )^2" S143 Q328
	Q592634 P2534 "m_\text{P}=\sqrt{\frac{\hbar c}{G}} ≈ {{val\|1.220910\|e=19\|u=[[GeV]]/c<sup>2</sup>}} = {{val\|2.176470\|(51)\|e=-8\|u=kg}} = {{val\|21.76470\|u=[[Microgram\|μg]]}} = {{val\|1.3107\|e=19\|u=[[atomic mass unit\|amu]]}},<ref>CODATA 2016 [http//physics.nist.gov/cgi-bin/cuu/Value?plkmc2gev value in GeV], [http//physics.nist.gov/cgi-bin/cuu/Value?plkm value in kg]</ref>" S143 Q328
	Q2141200 P2534 "\frac{d}{dx}(u + v)=\frac{du}{dx}+\frac{dv}{dx}" S143 Q328
	Q678734 P2534 "k_\text{s}, which is a specular reflection constant, the ratio of reflection of the specular term of incoming light," S143 Q328
	Q6613826 P2534 "W_\mathrm{Gini} = \overline{\text{Income}} \cdot \left( 1-G \right)" S143 Q328
	Q5656674 P2534 "\|\omega(n)-\log(\log(n))\|<\psi(n)\sqrt{\log(\log(n))}" S143 Q328
	Q677864 P2534 "\hat H = \frac{{\hat p}^2}{2m} + \frac{1}{2} m \omega^2 {\hat x}^2 \, ," S143 Q328
	Q21072626 P2534 "\frac{1}{a}+\frac{1}{b}=\frac{1}{c}." S143 Q328
	Q173183 P2534 "C - D = \frac{\nu_c - \nu_d}{\nu_a - \nu_b} (A - B) + k, " S143 Q328
	Q5450385 P2534 "M = \alpha \cdot u v^*, \quad \mbox{where} \quad \\|u \\| = \\|v\\| = 1 \quad \mbox{and} \quad \alpha \geq 0 ." S143 Q328
	Q1755697 P2534 "0< \left \|x- \frac{p}{q} \right\| < \frac{1}{q^{n}}. " S143 Q328
	Q7330362 P2534 " d_{i} = \sum_{j} p_{ij} u_{j}\," S143 Q328
	Q547461 P2534 "\sum_{n=1}^\infty \varepsilon_n x_n" S143 Q328
	Q225926 P2534 "C(Z(x_1),Z(x_2)) = C(Z(x_i),Z(x_i+\mathbf{h})) = C(\mathbf{h})" S143 Q328
	Q507905 P2534 " \!\,\log_{10} N = a - b M" S143 Q328
	Q8216256 P2534 "Q=\frac{RQD}{J_n} \times \frac{J_r}{J_a} \times \frac{J_w}{SRF}" S143 Q328
	Q5265416 P2534 "\frac{P \to Q, R \to S, \neg Q \or \neg S}{\therefore \neg P \or \neg R}" S143 Q328
	Q7250196 P2534 "E_c=33w_c^{1.5}\sqrt{f'_c} ([[pounds per square inch\|psi]])" S143 Q328
	Q1154787 P2534 " f(x) = x^2 - 3 x + 4," S143 Q328
	Q5156582 P2534 "\mathbf{F}\cdot (\nabla\times \mathbf{F}) = 0." S143 Q328
	Q6760835 P2534 " F_x = \{ g \in \Gamma d(x, gx) < \varepsilon \} " S143 Q328
	Q7913772 P2534 "s_{0,k} = \sum_{n=0}^k(-1)^n a_n " S143 Q328
	Q1512362 P2534 "A=3\sqrt{7+4\sqrt{2}} " S143 Q328
	Q6934832 P2534 "\; \varrho_{A_1\ldots A_m} = \sum_{i=1}^k p_i \varrho_{A_1}^i \otimes \ldots \otimes \varrho_{A_m}^i." S143 Q328
	Q25304092 P2534 " \left(x-\frac{1}{2}\right)^2 + y^2 = \frac{1}{4} 5^{k-1}" S143 Q328
	Q4674723 P2534 " { \partial^2 p \over \partial x ^2 } - {1 \over c^2} { \partial^2 p \over \partial t ^2 } = 0 " S143 Q328
	Q6897226 P2534 "\sigma_{\mathrm{tr}} = \int (1 - \cos \theta) \frac{\mathrm{d} \sigma}{\mathrm{d} \Omega} (\theta) \mathrm{d} \Omega" S143 Q328
	Q17092428 P2534 "I(A;B\|C) \ge 0," S143 Q328
	Q18207925 P2534 "V(x;-r )=\int_0^x e^{-r t}\pi (t) dt," S143 Q328
	Q1693522 P2534 " \bar{x}_{j}=\frac{1}{N}\sum_{i=1}^{N}x_{ij},\quad j=1,\ldots,K. " S143 Q328
	Q9009080 P2534 "\ p(\lambda)=\det (\mathbf{A}-\lambda \mathbf{E})," S143 Q328
	Q7832911 P2534 "F_k=H_1\ast\dots H_m\ast U" S143 Q328
	Q1540413 P2534 "V(r) = -\frac{a}{r} + br<ref>{{cite journal \| author1=Hee Sok Chung \| author2=Jungil Lee \| author3=Daekyoung Kang \| title=Cornell Potential Parameters for S-wave Heavy Quarkonia \| doi=10.3938/jkps.52.1151 \| year=2008 \| journal=Journal of the Korean Physical Society \| volume=52 \| issue=4 \| pages=1151 \| arxiv=0803.3116 \|bibcode = 2008JKPS...52.1151C }}</ref>" S143 Q328
	Q3682257 P2534 "\gamma= \int_0^\infty \langle \dot{A}(t) \dot{A}(0) \rangle dt," S143 Q328
	Q1924292 P2534 "\frac{x}{m} = Kp^{1/n}" S143 Q328
	Q7209261 P2534 "log (-5)" S143 Q328
	Q720459 P2534 "K_{\lceil n/r\rceil, \lceil n/r\rceil, \ldots, \lfloor n/r\rfloor, \lfloor n/r\rfloor}." S143 Q328
	Q208388 P2534 " \Delta W = P \Delta V ," S143 Q328
	Q25304732 P2534 " (g \circ g^\prime) \cdot m = g \cdot (g^\prime \cdot m)\in \mathcal { M} ." S143 Q328
	Q1685498 P2534 "H(p, q) = \operatorname{E}_p[-\log q] = H(p) + D_{\mathrm{KL}}(p \\| q),\!" S143 Q328
	Q1125095 P2534 "\begin{pmatrix}0 &+1 &+1 &+1 &+1& +1\\+1& 0 &+1 &-1 &-1& +1\\+1& +1& 0 &+1 &-1& -1\\+1& -1& +1& 0 &+1& -1\\+1& -1& -1& +1& 0& +1\\+1& +1& -1& -1& +1& 0 \end{pmatrix}," S143 Q328
	Q21072754 P2534 "\omega(u)=\frac 1 u, \qquad\qquad\qquad 1\le u\le 2," S143 Q328
	Q5253964 P2534 "0\rightarrow \mathbf Z(p)\rightarrow \Omega^0_X\rightarrow \Omega^1_X\rightarrow\cdots\rightarrow \Omega_X^{p-1} \rightarrow 0 \rightarrow \dots" S143 Q328
	Q7834083 P2534 " C(t,\omega) = \dfrac{1}{4\pi^2}\iiint s^*\left(u-\dfrac{1}{2}\tau\right)s\left(u+\dfrac{1}{2}\tau\right)\phi(\theta,\tau)e^{-j\theta t-j\tau\omega+j\theta u}\, du\,d\tau\,d\theta , &nbsp; (1)" S143 Q328
	Q4826706 P2534 "\nu\Gamma \times \mathbb{H} \to \mathbb{C}" S143 Q328
	Q5617809 P2534 " d\tau^{2} = \left(1-\frac{2M}{r} \right) \, dt^2 -\frac{dr^2}{ \left(1-\frac{2M}{r} \right)}- r^2 \, d\theta^2-r^2\sin^2\theta \, d\phi^2\," S143 Q328
	Q4455025 P2534 "U,f(U),f(f(U)),\dots,f^n(U), \dots" S143 Q328
	Q3120995 P2534 "\Delta R_{\mu}\Delta x_{\mu}\ge\ell^2_{P}=\frac{\hbar G}{c^3}" S143 Q328
	Q5433917 P2534 "\|S(\rho)-S(\sigma)\| \le T \log (d-1) + H[\{T,1-T\}] " S143 Q328
	Q7678798 P2534 " \Pr[A] \cdot \Pr\left[\overline{A_t}\right] \le e^{-t^2/4} \, ," S143 Q328
	Q3674743 P2534 "H + G \rightleftharpoons\ HG" S143 Q328
	Q5140722 P2534 "dW_{input} = dW_{stored} ~~~~~~~~ (dW_{mechanical} = 0) \;" S143 Q328
	Q25048660 P2534 "\min_{\beta,c}\Epsilon(Y, K'c)+R(K,c)" S143 Q328
	Q5477519 P2534 "{}_a \mathbb{D}^q_t \left( f(x) \right)" S143 Q328
	Q17104697 P2534 " {v^2 \over r} = {GM \over r^2} " S143 Q328
	Q4669959 P2534 " \Delta/Y = \{ X\in \Delta \mid X\cap Y = \varnothing,\, X\cup Y \in \Delta \}. " S143 Q328
	Q3817754 P2534 "\frac12+\frac14+\frac18+\frac{1}{16}+\cdots = \sum_{n=1}^\infty \left({\frac 12}\right)^n = \frac {\frac12}{1-\frac 12} = 1. " S143 Q328
	Q17103349 P2534 " L\equiv D^n+a_1D^{n-1}+\cdots +a_{n-1}D+a_n" S143 Q328
	Q237604 P2534 "\frac{\partial(R^2\Omega)}{\partial R}>0," S143 Q328
	Q5659251 P2534 " u(x,y)=e^x \sin y. \," S143 Q328
	Q905258 P2534 "1- \exp\left( - F \frac{\pi r^2}{S}\alpha L \right) ," S143 Q328
	Q198107 P2534 "\Delta v = I_\text{sp} \cdot g_0 \ln (MR)" S143 Q328
	Q4228993 P2534 "\phiU\rightarrow\{\zeta0<r<\|\zeta\|<1\}" S143 Q328
	Q5323964 P2534 "d S(q) = p_i(q) dq^i" S143 Q328
	Q831230 P2534 "n=\frac{N_{A}\cdot Z\cdot\rho}{A\cdot M_{u}}\,," S143 Q328
	Q3101207 P2534 " \min \le \mathrm{round}(value) \le \max " S143 Q328
	Q6865337 P2534 "2\pi\int_{x_1}^{x_2} f(x) \sqrt{1+f'(x)^2} dx" S143 Q328
	Q5165445 P2534 "p_n(x;a,b,c,d)= i^n\frac{(a+c)_n(a+d)_n}{n!}{}_3F_2(-n,n+a+b+c+d-1,a+ix;a+c,a+d;1) " S143 Q328
	Q7921510 P2534 " M_\lambda = \mathcal{U}(\mathfrak{g}) \otimes_{\mathcal{U}(\mathfrak{b})} F_\lambda" S143 Q328
	Q548244 P2534 "P_n \sim 1/n^a" S143 Q328
	Q4120602 P2534 "p=\frac{W}{t} = \frac{(mg)h}{t}\ " S143 Q328
	Q6553407 P2534 "U_n(k) \subset T_n(k) \subset GL_n(k)" S143 Q328
	Q915985 P2534 " 2 \psi + 180^\circ - \theta = 180^\circ. " S143 Q328
	Q7887158 P2534 "\mathrm{UT} (M) = \coprod_{x \in M} \left\{ v \in \mathrm{T}_{x} (M) \left\| g_x(v,v) = 1 \right. \right\}," S143 Q328
	Q1231083 P2534 "\sqrt[3]{-\frac q2+\sqrt{\frac{q^2}{4}+\frac{p^3}{27}}}+\sqrt[3]{-\frac q2-\sqrt{\frac{q^2}{4}+\frac{p^3}{27}}}," S143 Q328
	Q2051684 P2534 "P(D){u(x)} = \delta(x)~," S143 Q328
	Q255765 P2534 "\forall n [n \in Z \Leftrightarrow \phi(n)]." S143 Q328
	Q6934835 P2534 " f(x_1,x_2)\{0,1\}^n\to\{0,1\},\ x_1,x_2\in\{0,1\}^{n'},\ 2n'=n" S143 Q328
	Q5428747 P2534 "H^\uparrow=\{e\quad\|\quad\forall h\in H, e\downarrow h\} and H^\downarrow=\{m\quad\|\quad\forall h\in H, h\downarrow m\}." S143 Q328
	Q7280367 P2534 "S_{xx} = \overline{ \int_{-h}^\eta \left( p + \rho \tilde{u}^2 \right)\; \text{d}z } - \frac12 \rho g \left( h + \overline{\eta} \right)^2," S143 Q328
	Q740093 P2534 "f\colon D \to \mathbb{R}" S143 Q328
	Q17125598 P2534 " H = \sum_i -\frac{\hbar^2}{2m_i}\nabla_{q_i}^2 + V(\mathbf{q},\mathbf{R}) ," S143 Q328
	Q17098174 P2534 "\frac{dp}{dt}=ap-pq\,,\qquad \frac{dq}{dt}=-q+p^2-2q^2." S143 Q328
	Q1423818 P2534 " d^2=R (R-2r) \," S143 Q328
	Q666365 P2534 "U = \sum_{i=1}^{n} \frac{C_i}{T_i} \leq 1," S143 Q328
	Q23579765 P2534 "\frac{\partial n}{\partial t} + \frac{\partial n}{\partial a} = - m(a)n, " S143 Q328
	Q903846 P2534 " j = j_0 \cdot \left\{ \exp \left[ \frac { \alpha_a zF } {RT} (E - E_{eq}) \right] - \exp \left[ - { \frac { \alpha_c zF } {RT}} (E - E_{eq}) \right] \right\} " S143 Q328
	Q16886795 P2534 "\sigma_1 \sigma_2 +(\sigma_h - \sigma^0_h )=(e^2/(2h)^2 " S143 Q328
	Q185478 P2534 "G \mathbf{N} \times \mathbf{N} \to \bigcup_{n \in \mathbf{N}} A_n," S143 Q328
	Q432409 P2534 " X - Y \sim N(100 - 105, 10^2 + 20^2) = N( -5, 500). " S143 Q328
	Q3589424 P2534 "\nu = M + 2\sum_{s=1}^\infty\frac{1}{s}\left\{J_s(se) + \sum_{p=1}^\infty\beta^p\left[J_{s-p}(se) + J_{s+p}(se)\right]\right\}\sin{sM}, &nbsp; where" S143 Q328
	Q20203442 P2534 " I^m/P^m \, " S143 Q328
	Q1965964 P2534 "E=\bigcup_k (a_k,b_k)" S143 Q328
	Q5133084 P2534 "v^2 = -\langle v,v\rangle" S143 Q328
	Q3321297 P2534 "S \ / \ m=\{u\in M \;\vert\; um\in S \}." S143 Q328
	Q2365842 P2534 "x_{\lambda} " S143 Q328
	Q3504673 P2534 "\gamma_{SG}\ =\gamma_{SL}+\gamma_{LG}\cos{\theta}" S143 Q328
	Q5062678 P2534 " \lambda_c = \frac {1}{P_{total}} \int p(\lambda) \lambda\, d\lambda" S143 Q328
	Q721237 P2534 "ABV\times 0.78924 = ABW\times\text{density of beverage at 20°C in g/ml}" S143 Q328
	Q4540600 P2534 "\eta^a_{\mu\nu} = \begin{cases} \epsilon^{a\mu\nu} & \mu,\nu=1,2,3 \\ -\delta^{a\nu} & \mu=4 \\ \delta^{a\mu} & \nu=4 \\ 0 & \mu=\nu=4 \end{cases} . " S143 Q328
	Q264016 P2534 "T = \frac{\ln(2)}{\ln(1+r)}," S143 Q328
	Q17004501 P2534 " \alpha (w)=a_1\|w\|^{1-\gamma} \quad (1.1)" S143 Q328
	Q17081149 P2534 "d = 69 + 12 \log_2 \left(\frac {f}{440\ \mathrm{Hz}}\right).\," S143 Q328
	Q188295 P2534 "a^p \equiv a \pmod p." S143 Q328
	Q1760368 P2534 " q>\sum_{i = 1}^n w_i," S143 Q328
	Q2311872 P2534 "\frac{d^2\varphi(x)}{{dx}^2} = \frac{\varphi(x{-}h)-2\varphi(x)+\varphi(x{+}h)}{h^2}\,+\,\mathcal{O}(h^2)\,." S143 Q328
	Q830513 P2534 "(X_1 \wedge Y_1) \vee (X_2 \wedge Y_2) \vee \dots \vee (X_n \wedge Y_n)." S143 Q328
	Q7915890 P2534 "\Omega \times G(n,m)" S143 Q328
	Q223218 P2534 " k = \frac12 \left( \overline{(u'_1)^2} + \overline{(u'_2)^2} + \overline{(u'_3)^2} \right). " S143 Q328
	Q5222239 P2534 "i_\alpha C_\alpha \to X\qquad \alpha \in A." S143 Q328
	Q856336 P2534 " C_L = {[C_1 + C_i] \times [C_2 + C_o] \over [C_1 + C_i + C_2 + C_o]} + C_\mathrm{S} " S143 Q328
	Q4653236 P2534 "\mathrm{Possessions} = \mathrm{.96} * (\mathrm{FGA} - \mathrm{ORb} + \mathrm{TO} + (.44*\mathrm{FTA}))" S143 Q328
	Q201605 P2534 "M_\mathrm{w} = {\frac{2}{3}}\log_{10}(M_0) - 10.7," S143 Q328
	Q769463 P2534 "\int_{r<r_c} dr^3 \phi_{\mathbf{R},i}(\vec r) \phi_{\mathbf{R},j} (\vec r) = \int_{r<r_c} dr^3 \tilde{\phi}_{\mathbf{R},i} (\vec r) \tilde{\phi}_{\mathbf{R},j} (\vec r), " S143 Q328
	Q1324487 P2534 "S = \{ x\in \mathbf{Q}\|x^2 < 2\}." S143 Q328
	Q2122176 P2534 "\langle A , \Phi(\rho) \rangle = \langle \Phi^*(A) , \rho \rangle ." S143 Q328
	Q5313336 P2534 "V(f)(t) = \int_0^t f(s)\, ds." S143 Q328
	Q9288712 P2534 "\frac{d\omega}{dt}=2k\frac{(a-b)}{I}\beta-2k\frac{(a^2+b^2)}{VI}\omega" S143 Q328
	Q259304 P2534 "\Chi^2 = 2\sum O_{ij} \ln \frac{O_{ij}}{E_{ij}}," S143 Q328
	Q4878768 P2534 " \sum_{i=1}^n V_{i,j} = \sum_{i=1}^n \sum_{k=1}^m \frac{B_{i,j,k}-C_{i,j,k}}{(1+r_k)^{t_k}} " S143 Q328Q7243365 P2534 " \rho = \sum_{p} \frac{1}{2^p} = \sum_{n=1}^\infty \frac{\chi_{\mathbb{P}}(n)}{2^n}" S143 Q328
	Q2165620 P2534 "a = \frac{1}{2}\, k (V + Z_{p} I)\," S143 Q328
	Q5041151 P2534 "m_n = \int_{-\infty}^{+\infty} x^n \, d\mu(x)~, \quad n = 0,1,2,\cdots" S143 Q328
	Q2231600 P2534 " \\| S T\\| _{S_1} \leq \\| S\\| _{S_p} \\| T\\| _{S_q} \ \mbox{if} \ S \in S_p , \ T\in S_q \mbox{ and } 1/p+1/q=1. " S143 Q328
	Q3304583 P2534 " g(z) = f(z^{-1})^{-1}" S143 Q328
	Q7576722 P2534 "\dim K(M) = 3." S143 Q328
	Q4232157 P2534 " ds^2 = -dT^2 + dZ^2 + dR^2 + R^2 \, d\Phi^2, \; \; -\infty < T, \, Z < \infty, \; 0 < R < \infty, \; -\pi < \Phi < \pi " S143 Q328
	Q2454939 P2534 "\begin{pmatrix} 6 & 24 & 1 \\ 13 & 16 & 10 \\ 20 & 17 & 15 \end{pmatrix}" S143 Q328
	Q5005075 P2534 "\lim_{n \rightarrow \infty} \left( \max_{a \leq x \leq b} \left\| f(x) -P_n(x)\right\| \right) = 0." S143 Q328
	Q137880 P2534 "T_{\rm H} = \frac{\hbar c^3}{8\pi GM k_B} \;\quad(\approx {1.227 \times 10^{23}\; kg \over M}\; K)," S143 Q328
	Q40754 P2534 "2 - 1 = 1 (verbally, "two minus one equals one")" S143 Q328
	Q8029991 P2534 " U_{AB} = q_A q_B \left[\frac{1}{r_{AB}} + \frac{(\varepsilon_{RF} - 1) r_{AB}^2}{(2\varepsilon_{RF} + 1) r_c^3} \right]" S143 Q328
	Q3354603 P2534 " [x_i \, , p_0 ] = p_i/p_0 ~." S143 Q328
	Q6757294 P2534 " A_{p}E\left( \left( \sum_{i=1}^{n}\left\vert x_{i}\right\vert ^{2}\right) _{{}}^{p/2}\right) \leq E\left( \left\vert \sum_{i=1}^{n}x_{i}\right\vert ^{p}\right) \leq B_{p}E\left( \left( \sum_{i=1}^{n}\left\vert x_{i}\right\vert ^{2}\right) _{{}}^{p/2}\right) " S143 Q328
	Q1191709 P2534 "f_n(x) = 1_{[n,n+1]}(x),\qquad n\in\mathbb{N},\ x\in\mathbb{R}," S143 Q328
	Q5527840 P2534 "\gamma^{n} (A) = \frac{1}{\sqrt{2 \pi}^{n}} \int_{A} \exp \left( - \frac{1}{2} \\| x \\|_{\mathbb{R}^{n}}^{2} \right) \, \mathrm{d} \lambda^{n} (x)" S143 Q328
	Q4741429 P2534 "\delta_\omega g = \omega^2 g" S143 Q328
	Q4121034 P2534 " \left( \frac{1+\|x\|^2}{1+\|y\|^2} \right)^t \le 2^{\|t\|} (1+\|x-y\|^2)^{\|t\|}." S143 Q328
	Q888272 P2534 "\frac{R_x}{R_s}=\frac{R_2}{R_1}+\frac{R_\text{par}}{R_s} \cdot \frac{R'_1}{R'_1+R'_2+R_\text{par}} \cdot \left( \frac{R_2}{R_1}-\frac{R'_2}{R'_1} \right) " S143 Q328
	Q17086346 P2534 "Y_i\|x_{1,i},\ldots,x_{k,i} \ \sim \operatorname{Categorical}(p_{i,1},\ldots,p_{i,m}),\text{ for }i = 1, \dots , n" S143 Q328
	Q768993 P2534 "\int_{M} d(x, x_{0})^{p} \, \mathrm{d} \mu (x) < +\infty." S143 Q328
	Q986385 P2534 "\{a^n b^n a^n \| n \ge 1\}." S143 Q328
	Q385019 P2534 "\lambda(n) = (-1)^{\Omega(n)},\,\! " S143 Q328
	Q7629197 P2534 "\pi\sim_{st}\pi', " S143 Q328
	Q5196053 P2534 "R_{abcd} \, R^{abcd}" S143 Q328
	Q411844 P2534 "\Bigg( \frac{x}{0.35-x} \Bigg) = 106000\,\, [\mathrm{Pa}^{0.217}] \times P_{O_2}^{\,\,-0.217} \exp\Bigg( \frac{-195.6 \, \, [\mathrm{k\,J\,mol}^{-1}]}{RT} \Bigg)" S143 Q328
	Q686473 P2534 " f(A) = \int_{\mathbb{R}} f(\lambda) \, d \operatorname{E}(\lambda)." S143 Q328
	Q2226691 P2534 "t(G)=\frac{1}{n} \lambda_1\lambda_2\cdots\lambda_{n-1}\,." S143 Q328
	Q3055353 P2534 "F(x) = D_+(x) = e^{-x^2} \int_0^x e^{t^2}\,dt," S143 Q328
	Q7544358 P2534 "D = .0003(np^2)^{1 \over 3}" S143 Q328
	Q2358628 P2534 "r = \cos(2\theta), \," S143 Q328
	Q4038519 P2534 " B_r =0 , \quad B_{\theta} =0 , \quad B_z=a r^k ~f(\psi)," S143 Q328
	Q5161176 P2534 "A \to \alpha_1 \And \ldots \And \alpha_m" S143 Q328Q637347 P2534 "p(x_i) = y_i, \qquad i=0,\ldots,n." S143 Q328
	Q2397840 P2534 "V=V_0+AR^{1/2}P _{1/2} (\cos\theta _0)\," S143 Q328
	Q7835419 P2534 " {n + 1 \over n} = 1 + {1 \over n}. " S143 Q328
	Q4394657 P2534 "fM\to N" S143 Q328
	Q1417473 P2534 "p_i=\frac{1}{n}\ {\rm for\ all}\ i\in\{\,1,\dots,n\,\}." S143 Q328
	Q165301 P2534 " P = \frac{W}{t} = \frac{F\cdot d}{t} = \frac{180\,\mathrm{lbf}\cdot 2.4 \cdot 2\, \pi \cdot 12\, \mathrm{ft}}{1\,\mathrm{min}} = 32,572 \cdot \frac{\mathrm{ft} \cdot \mathrm{lbf}}{\mathrm{min}}." S143 Q328
	Q965545 P2534 " 1 + \frac{1}{8} + \frac{1}{27} + \frac{1}{64} + \cdots \neq \frac{p}{q} " S143 Q328
	Q3554730 P2534 "\sigma= \sigma_0e^{-(T_0/T)^{1/4}}" S143 Q328
	Q5468165 P2534 "\int x^2 d(\cos x)=-\int x^2 \sin x dx" S143 Q328
	Q7889660 P2534 "\nu_{t_{\pi (1)} \dots t_{\pi (k)}} \left( F_{\pi (1)} \times \dots \times F_{ \pi(k)} \right) = \nu_{t_{1} \dots t_{k}} \left( F_{1} \times \dots \times F_{k} \right);" S143 Q328
	Q7915789 P2534 "VI(X; Y ) = - \sum_{i,j} r_{ij} \left[\log(r_{ij}/p_i)+\log(r_{ij}/q_j) \right]." S143 Q328
	Q733073 P2534 " \pi(N) \approx \frac{N}{\log(N)} " S143 Q328
	Q4950080 P2534 "x(r,\theta) = r\cos(\theta) - (1/2)r^2 \cos(2\theta)" S143 Q328
	Q22682107 P2534 "a (b+c) = a b+a c" S143 Q328
	Q7295738 P2534 " R = \bar{\mu}_y / \bar{\mu}_x \, " S143 Q328
	Q7449424 P2534 " T\colon S\times X \to X" S143 Q328
	Q7031621 P2534 "\mathit{MF}[f] = \min \{ \# \mathrm{Fix}(g) \, \| \, g \sim f \}," S143 Q328
	Q596832 P2534 " \theta (s) = \frac{\alpha s}{(T_1 s+1)(T_2 s+1)} \dot{q} (s)" S143 Q328
	Q4801175 P2534 "H(p,q)=\frac{1}{2m} p_i p_j g^{ij}(q)" S143 Q328
	Q7130807 P2534 "P = \Delta^2 + \delta \left\{(n-2)J - 4V\cdot\right\}d + (n-4)Q" S143 Q328
	Q7906734 P2534 "\mathrm{E}_g(f; N) = {1 \over N } \sum_i^N { f(x_i)} / g(x_i) ." S143 Q328
	Q2216633 P2534 " p + p \to \text{d} + e^{+} + \nu_e \!\ " S143 Q328
	Q1807061 P2534 "Z_o^2=ZZ'" S143 Q328
	Q1941896 P2534 "F C \leftrightarrows D G" S143 Q328
	Q5919199 P2534 "\int_a^b f(x)\,dg(x)" S143 Q328
	Q3738073 P2534 " ((A \land B) \to C) \Leftrightarrow (A \to (B \to C))." S143 Q328
	Q6783219 P2534 " b_n = \sum_{k=0}^n {n\choose k} a_k, \qquad (n \geq 0)," S143 Q328
	Q655904 P2534 "\textit{par} \textit{parent}, \textit{fem} \textit{female}, \textit{dau} \textit{daughter}, " S143 Q328
	Q5876438 P2534 "OC = \sqrt{OA^2 - AC^2}" S143 Q328
	Q6804207 P2534 "f(\textit{Y} \mid \boldsymbol{\eta}, \textbf{s}) = f(\textit{Y} \mid \boldsymbol{\eta})" S143 Q328
	Q929302 P2534 "\left \{ \begin{pmatrix} 1 \\ 0 \\ 0 \end{pmatrix} , \begin{pmatrix} 0 \\ 1 \\ 0 \end{pmatrix} , \begin{pmatrix} 0 \\ 0 \\ 1 \end{pmatrix} \right \}" S143 Q328
	Q4118037 P2534 "S = {{\sqrt{\tfrac{1}{2}\left(\tfrac{1}{2}+1\right)}}}\ \hbar = \tfrac{\sqrt{3}}{2}\hbar ." S143 Q328
	Q5323322 P2534 " h_{g; k_1, \dots, k_n} " S143 Q328
	Q5161149 P2534 "f(\theta) = \tfrac12 a_0 + \sum_{n=1}^\infty \left(a_n\cos n\theta + b_n\sin n\theta\right)" S143 Q328
	Q5504940 P2534 "5 + 2 = 7\;" S143 Q328
	Q15844961 P2534 " f(x) = \mathbf{\alpha} e^{x\,T} \mathbf{s} \text{ for }x\ge 0 " S143 Q328
	Q2995435 P2534 "t(\delta_{x})=\left(\frac{n}{n-1}\right)\delta_{x}. " S143 Q328
	Q5659649 P2534 "\varphi (x) = k_0 n L(x)" S143 Q328
	Q3758936 P2534 "A^+ (x^0,x^1,x^2,x^3) = A^0 (x^0,x^1,x^2,x^3) +A^3 (x^0,x^1,x^2,x^3)" S143 Q328
	Q837512 P2534 "f\colon \mathbb{R}^n \rightarrow \mathbb{R}^m" S143 Q328Q1284746 P2534 " Q = I_3 + \frac{1}{2} (B+S).\ " S143 Q328
	Q17163436 P2534 "\sqrt{3}, \sqrt{5}, ...," S143 Q328
	Q2981936 P2534 "S = \{ z \in D \mid f^{(k)}(z) = g^{(k)}(z) \quad \mbox{for all} \; k \geq 0\}." S143 Q328
	Q4924522 P2534 "B = \frac{u \rho D_h}{\mu ( 1-\epsilon)} " S143 Q328
	Q6402414 P2534 " \mathcal{L} = \frac{1}{2}(\partial_x \phi(x))^2 - \frac{1}{2}m^2 \phi(x)^2 + \phi(x) \int{\frac{\phi(y)}{(x-y)^2} \, d^ny}" S143 Q328
	Q1535225 P2534 "\prod_{i \in I} M_i " S143 Q328
	Q7917839 P2534 "H_0 \theta_1 = \theta_2 = \cdots = \theta_k" S143 Q328
	Q2226786 P2534 "\|S\| \le \binom{n}{\lfloor n/2\rfloor}." S143 Q328
	Q11634729 P2534 "Y=C+I+G+(EX-IM)" S143 Q328
	Q856184 P2534 "e[n]=e_a[n]+e_f[n]\," S143 Q328
	Q1324107 P2534 "\frac {F_\text{load}}{F_\text{in}} = \frac {2 \pi r}{l} \," S143 Q328
	Q15872491 P2534 "v_e = \sqrt{\frac{2GM}{r}}," S143 Q328
	Q5161408 P2534 "X = X_0, X_1, \ldots, X_{n-1}, X_n = Y" S143 Q328
	Q7686760 P2534 "C\subseteq P_1\cup\ldots\cup P_m\subset \R^n," S143 Q328
	Q7246960 P2534 "\forall m. \, (\, \text{Mouse}(m) \rightarrow \exists c. \, (\text{Cat}(c) \land \text{Fears}(m,c)) \, )" S143 Q328
	Q3115479 P2534 "(x^3-6x+2)^6(x+2)^4(x-1)^4(x-4).\ " S143 Q328
	Q2279049 P2534 "H\psi(x)=\left[-\frac{\hbar^2}{2m}\frac{d^2}{dx^2}+V(x)\right]\psi(x)=E\psi(x)," S143 Q328
	Q5374245 P2534 "f(\phi(t_1), \cdots, \phi(t_n)) = \phi(f(t_1, \cdots, t_n)) = 0;" S143 Q328
	Q1308999 P2534 " {f\|}_A \colon A \to F." S143 Q328
	Q7689402 P2534 "FMV\,=\,{VBAB * TAB_{factor}}" S143 Q328
	Q4530910 P2534 " M \frac {d^{2}} {dt^{2}} u_{n} = -k_{0} ( u_{n-1} + u_{n+1} -2u_{n} )," S143 Q328
	Q356873 P2534 "S(X) = \sup (\lambda ((1-\lambda)X_0, \lambda X_1) \prec X)" S143 Q328
	Q5273815 P2534 "D_n(x,\alpha)=\sum_{p=0}^{\lfloor n/2\rfloor}\frac{n}{n-p} \binom{n-p}{p} (-\alpha)^p x^{n-2p}. " S143 Q328
	Q6493068 P2534 " a = 0.1388 \cdot \frac{d^2}{t_{1/2}} " S143 Q328
	Q25112988 P2534 "J(x,t) = \int_{-\infty}^{-\infty} dx' \int_{-\infty}^{-\infty} dt'\, \sigma(x, x', t, t') E(x', t')," S143 Q328
	Q5477480 P2534 "h(n) \le h^*(n)" S143 Q328
	Q357192 P2534 "\operatorname{E}(m(H,t+1)) \geq {m(H,t) f(H) \over a_t}[1-p]." S143 Q328
	Q18391281 P2534 " x \mapsto -x^{-1} = - U_x^{-1}(x) \ . " S143 Q328Q193139 P2534 " m \frac{\mathrm{d}^2 \vec{x}(t)}{\mathrm{d}t^2} = -\nabla V(\vec{x}(t)) with \vec{x} = (x, y, z)." S143 Q328
	Q1071523 P2534 " {81\over64} \cdot {80\over81} = {{1\cdot5}\over{4\cdot1}} = {5\over4}" S143 Q328
	Q234072 P2534 "J = \lim\limits_{A \rightarrow 0}\frac{I(A)}{A}" S143 Q328
	Q2197597 P2534 "p v^{\,n} = C" S143 Q328
	Q3117685 P2534 "i_1 = 1\," S143 Q328
	Q5300098 P2534 "Z=Z(T,P,n_1,n_2,\cdots)." S143 Q328
	Q5389083 P2534 "\mathcal{S}[\phi_2,t_2;\phi_1,t_1]=\langle\,\phi_2\,\|e^{-iH(t_2-t_1)/\hbar}\|\,\phi_1\,\rangle." S143 Q328
	Q1632885 P2534 " \frac{d N}{d D} \sim D^{-q} with ''q'' defining the slope." S143 Q328
	Q5161154 P2534 "M=\frac{y_1^2}{2}+\frac{q^2}{g y_1}=\frac{y_2^2}{2}+\frac{q^2}{g y_2}." S143 Q328
	Q4888053 P2534 "\exist s[s<r \land Fxs]." S143 Q328
	Q178895 P2534 "\text{AFR} = \frac{m_\text{air}}{m_\text{fuel}}" S143 Q328
	Q7246850 P2534 " S = (\operatorname{St}, \operatorname{Act}, \tau\operatorname{St} \times \operatorname{Act}\times \operatorname{St}\rightarrow [0,1])" S143 Q328
	Q1303351 P2534 "{}^{60}_{27}\text{Co} \rightarrow {}^{60}_{28}\text{Ni} + e^- + \bar{\nu}_e + 2{\gamma}" S143 Q328
	Q2295354 P2534 "f_A \varnothing \rightarrow A." S143 Q328
	Q3110848 P2534 " f_s=p \cdot A \ " S143 Q328
	Q3151656 P2534 "\mathrm{Ta}<\mathrm{Ta_c}," S143 Q328
	Q164 P2534 "P=4\ell " S143 Q328
	Q928481 P2534 " {\sideset{}{'}\sum_{n=1}^\infty} \frac{1}{n}" S143 Q328
	Q5714786 P2534 "X(u,v) = \Re \left ( c(w) - i \int_{w_0}^w n(w) \wedge c'(w) \, dw \right)" S143 Q328
	Q339687 P2534 " \text{ACE} = 10^{-4} \sum v_\max^2" S143 Q328
	Q5456324 P2534 "g(x) = \frac{x - f(x)}{\|\| x - f(x) \|\|}. \, " S143 Q328
	Q5322849 P2534 "EDGE = \ln (1+ED) + GE\ln (2)= \ln[(1+ED)2^{GE}]" S143 Q328
	Q1077753 P2534 "P = e^{\frac{F - E}{k T}}," S143 Q328
	Q1945203 P2534 "F(u) \leq \varepsilon + \inf_{x \in X} F(x)." S143 Q328
	Q25221532 P2534 " \tilde{\lambda}(t) = \frac{1}{X}\sum_X \frac{N_{xj}(t)\lambda_{xj}(t)}{\overline{N_j(t)}} , " S143 Q328
	Q7140365 P2534 " 0 = \mathbf F \left( \mathbf x, \mathbf y, \frac{\partial y_i}{\partial x_j}, \frac{\partial^2 y_i}{\partial x_j \partial x_k}, \ldots, \mathbf z \right)," S143 Q328
	Q4544947 P2534 "k\cdot (X\cdot v)=(\operatorname{Ad}(k)X)\cdot (k\cdot v)" S143 Q328
	Q23808015 P2534 " P_v^\mu(x) = \left(\frac{1+x}{1-x}\right)^{\mu/2}\cdot\frac{F(v+1,-v;1-\mu;1/2-x/2)}{\Gamma(1-\mu)} " S143 Q328
	Q7629091 P2534 "Loan = {X}\frac{1-(1+i)^{-n}}{i^{(12)}} \," S143 Q328Q2553675 P2534 "0 \to V' \to V \to V'' \to 0," S143 Q328
	Q5141341 P2534 " \alpha_{A,B,C} \colon (A\otimes B)\otimes C \rightarrow A\otimes(B\otimes C)" S143 Q328
	Q7178199 P2534 "\sum\nolimits_{v\in V_i} \deg_G(v) = 2\|E_i\| + m_i ," S143 Q328
	Q4936242 P2534 " f(g)=\int_{\widehat{G}} \xi(g) d\mu(\xi)," S143 Q328
	Q5463950 P2534 "\bold U(x_0,y_0) = \frac{1}{j\lambda}\int\!\int \bold U(x_1,y_1) \frac{e^{jkr_{01}}}{r_{01}}\cos\theta dx_1 dy_1" S143 Q328
	Q816670 P2534 "a = (c)^{\phi/r} \equiv (y^m u^r)^{\phi/r} \equiv (y^{m})^{\phi/r}(u^r)^{\phi/r} \equiv (y^{\phi/r})^m(u)^{\phi} \equiv (x)^m (u)^0 \equiv x^m \mod n" S143 Q328
	Q2984997 P2534 "M\ddot {\vec x}(t)=F(\vec x(t))=-\nabla V(\vec x(t))" S143 Q328
	Q7447725 P2534 " \sigma_{a \theta b}( R ) = \{\ t t \in R,\ t(a) \ \theta \ t(b) \ \}" S143 Q328
	Q18960800 P2534 " \|\psi\rangle = \|\phi \rangle + G_0(E) V \|\phi\rangle + [G_0(E) V]^2 \|\phi\rangle + [G_0(E) V]^3 \|\phi\rangle + \dots " S143 Q328
	Q5883744 P2534 " \partial_x^\alpha = \left(\frac{\partial}{\partial x_1}\right)^{\alpha_1} \cdots \left(\frac{\partial}{\partial x_n}\right)^{\alpha_n}\,." S143 Q328
	Q4811327 P2534 " \phi^2 = \frac{\chi^2}{n}" S143 Q328
	Q7295548 P2534 " \text{Rate Ratio} = \frac{\text{Incidence Rate 1}}{\text{Incidence Rate 2}} <ref name=ctspedia>http//www.ctspedia.org/do/view/CTSpedia/RateRatio</ref>" S143 Q328
	Q1427059 P2534 "x \geq \lfloor x \rfloor ," S143 Q328
	Q3258514 P2534 " 0 \rightarrow \mathrm{Tor} I W(F) \rightarrow W(F) \rightarrow W(F^{\mathrm{py}}) " S143 Q328
	Q4329456 P2534 "\displaystyle C(x,\alpha) = \int_x^\infty t^{\alpha-1}\cos(t) \, dt" S143 Q328
	Q17103928 P2534 "MinVol(M)=\inf_{g}\{Vol(M,g) \|K_{g}\|\leq 1\}" S143 Q328
	Q1929310 P2534 "\max\left[(S-K);0\right]" S143 Q328
	Q1051541 P2534 " \left( V_{0} - P\right) \cdot N \ge 0 " S143 Q328
	Q6516730 P2534 "D_M H^p(M,A,Z)\to H_{n-p}(M,B,Z)." S143 Q328
	Q4787919 P2534 "R_x(k)=\sum_{j=0}^{N-k-1} x_jx_{j+k}.\," S143 Q328
	Q3631803 P2534 "T(n) \leq T(n \cdot 2/10) + T(n \cdot 7/10) + c \cdot n." S143 Q328
	Q1912126 P2534 " a \oplus b = \max(a,b) " S143 Q328
	Q1367447 P2534 "g(x) = k \cdot f(x)." S143 Q328
	Q6058334 P2534 " \frac{1}{T_{p}} \ \stackrel{\mathrm{def}}{=}\ \frac{1}{\sigma_{p}} \frac{d\sigma_{p}}{dt}," S143 Q328
	Q5535056 P2534 " \rm{decimal\ degrees} = \rm{degrees} + \rm{minutes}/60 + \rm{seconds}/3600." S143 Q328
	Q1153324 P2534 "\mathbf{F}(r)=\frac{-k}{r^{2}}\mathbf{\hat{r}}~, " S143 Q328
	Q1852720 P2534 " \mathrm{R}_\mathrm{m} = \frac{U L}{\eta} ~~ \sim \frac{\mathrm{induction}}{\mathrm{diffusion}}" S143 Q328
	Q6731670 P2534 "\|\phi(t)\| < Ke^{bt} \ \forall t>0," S143 Q328
	Q6086564 P2534 "ds^2 = -f(r)^2 \, dt^2 + g(r)^2 \, \left( dr^2 + r^2 \, \left( d\theta^2 + \sin(\theta)^2 \, d\phi^2 \right) \right), " S143 Q328
	Q4936293 P2534 "0 \to C \overset{p}\to C \overset{\text{mod } p}\to C \otimes \mathbb{Z}/p \to 0." S143 Q328
	Q931404 P2534 "K(p) = \lim_{r\to 0^+} 3\frac{2\pi r-C(r)}{\pi r^3} = \lim_{r\to 0^+}12\frac{\pi r^2-A(r)}{\pi r^4}." S143 Q328
	Q1667469 P2534 "\phi(p^n) = p^{n-1} \phi(p) = p^{n-1} (p - 1) = p^n - p^{n-1} = p^n \left(1 - \frac{1}{p}\right)," S143 Q328
	Q17099734 P2534 "(1-\delta_s)\\|y\\|_{2}^2 \le \\|A_s y\\|_{2}^2 \le (1+\delta_s)\\|y\\|_{2}^2. \, " S143 Q328
	Q205243 P2534 "\mu(n)=\delta_{\omega(n)\Omega(n)}\lambda(n)" S143 Q328
	Q4666656 P2534 "F(y)=2\int_y^\infty \frac{f(r)r\,dr}{\sqrt{r^2-y^2}}." S143 Q328
	Q252973 P2534 "F = -kx \," S143 Q328
	Q3030660 P2534 "\frac{\partial u}{\partial t} = F\left(u, x, t, \frac{\partial^2 u}{\partial x^2}\right)" S143 Q328
	Q7197282 P2534 " y(n)=ax(n)+bx(n-1)+cx(n-2)" S143 Q328
	Q7574802 P2534 "U(q,1) \begin{pmatrix}1 & 0 \\ t & 1 \end{pmatrix} = U(q + t, 1)." S143 Q328
	Q5357916 P2534 " MMF_{AlNiCo} = H_{C-AlNiCo} \sdot L_{AlNiCo} " S143 Q328
	Q2471737 P2534 "\mathbf{x}=\sum_{j=1}^k \lambda_j \mathbf{x}_j" S143 Q328
	Q18344043 P2534 " [\phi,f\cdot\psi] = \rho(\phi)[f]\cdot\psi +f\cdot[\phi,\psi]," S143 Q328
	Q7233270 P2534 " \bar\partial\; L\mapsto L\otimes \Lambda^{0,1}(M)" S143 Q328
	Q25304147 P2534 " \operatorname{ord}(\alpha)=\max_{x\in X}\sum_{U\in\alpha}1_U(x)-1 " S143 Q328
	Q756115 P2534 " \sigma_T = \sigma \sqrt{T}.\," S143 Q328
	Q2995290 P2534 "\frac{L}{L_{\odot}} \sim {\left ( \frac{M}{M_{\odot}} \right )}^{3.9} What is the ~ mean in this case? This is a formula taken in [[luminosity]] article.[[UserPendragon5\|Pendragon5]] ([[User talkPendragon5\|talk]]) 1909, 12 February 2012 (UTC)" S143 Q328
	Q57510 P2534 "SO_{\gamma_H}(1_{K_H}) = \Delta(\gamma_H,\gamma_G)O^\kappa_{\gamma_G}(1_{K_G})" S143 Q328
	Q878723 P2534 "G=\frac{N_s-N_d}{N_s+N_d}\ ." S143 Q328
	Q2937834 P2534 "\text{Range}_{\text{max unambiguous}} = \left( \frac{c}{2 \,PRF} \right) " S143 Q328
	Q17104894 P2534 " dX_t = b(X_t)\,dt + \sigma(X_t)\,dW_t " S143 Q328
	Q5212925 P2534 "y(t) = A \cdot e^{-\lambda t} \cdot (\cos(\omega t + \phi) + \sin(\omega t + \phi))" S143 Q328
	Q7370313 P2534 "\| \alpha \rangle_R = D(R) \|\alpha \rangle" S143 Q328
	Q894014 P2534 "p(x,y,z)=\|\psi(x,y,z,t_0)\|^2." S143 Q328
	Q4945920 P2534 " \mathbf{X} = X^{\mu} = \left(X^0, X^1, X^2, X^3 \right) = \left(ct, x, y, z \right) " S143 Q328
	Q17062386 P2534 " \lambda_i \geq \mu_i \geq \lambda_{n-r+i}," S143 Q328
	Q379114 P2534 " \tau = -\kappa\theta\," S143 Q328
	Q17146673 P2534 "\int_{0}^{1} f(x) \, \mathrm{d} x \neq 0." S143 Q328Q111059 P2534 "\left(\frac{\partial p}{\partial V}\right)_T = \left(\frac{\partial^2p}{\partial V^2}\right)_T = 0" S143 Q328
	Q531126 P2534 "\frac{dz}{dt}=z((\lambda + i ) + b \|z\|^2), " S143 Q328Q17508729 P2534 "f(q) = \operatorname{length}_R(R/m^{[q]})" S143 Q328
	Q6060320 P2534 " \hat{y} = \frac{\sum_i y_i / \sigma_i^2}{\sum_i 1/\sigma_i^2} ." S143 Q328
	Q1600560 P2534 "X=X_0\cup I_1\cup\ldots\cup I_r." S143 Q328
	Q854531 P2534 "f\colon I \rightarrow \mathbf R." S143 Q328
	Q4216428 P2534 "\Delta E = - \vec{\mu} \cdot \vec{B}." S143 Q328
	Q4940270 P2534 "n_e (\phi_2) = n_e(\phi_1) e^{e (\phi_2-\phi_1)/k_B T_e}" S143 Q328
	Q5051230 P2534 " (-1)^{\frac{n-1}{2}} \cdot C_{\frac{n-1}{2}} \equiv 2 \pmod n," S143 Q328
	Q1440352 P2534 "f = \frac{a_e-a_p}{a} = {5 \over 4} {\omega^2 a^3 \over G M} = {15 \pi \over 4} {1 \over G T^2 \rho} " S143 Q328
	Q856741 P2534 "E(S_n)=\sum_{j=1}^n E(Z_j)=0." S143 Q328
	Q901357 P2534 "\Delta E = -4\beta \sin \frac{\pi}{2(n+1)}" S143 Q328
	Q7341068 P2534 " \operatorname{E}(X f(X - 1)) = \lambda \operatorname{E}(f(X)). \," S143 Q328
	Q15074930 P2534 "C = \frac{W+RY}{T}." S143 Q328
	Q4129097 P2534 "a_1 x_1 + a_2 x_2 + \cdots + a_n x_n \leq b" S143 Q328
	Q5253966 P2534 "R^\theta(w) = \sum_i(-1)^iH_c^i(X(w),F_\theta)" S143 Q328
	Q5188459 P2534 " \mu_{\operatorname{eff}}(\dot \gamma) is [[viscosity]] as a function of [[shear rate]]," S143 Q328
	Q7624402 P2534 " \frac{15}{4\pi^4}\int_0^x \frac{t^7e^{2t}}{(e^t-1)^3} \, dt ." S143 Q328
	Q851333 P2534 "A = \{ a\in\mathbb{Q} a^2 < 2 \text{ or } a < 0 \}," S143 Q328
	Q4856795 P2534 " \beta(g) = -b_0 g^3 + b_1 g^5 + \mathcal{O}(g^7) \, " S143 Q328
	Q7629089 P2534 "u(x)v'(x)-u'(x)v(x)\neq 0." S143 Q328
	Q11397 P2534 "\mathbf{v} = {\mathrm{d}\mathbf{r} \over \mathrm{d}t}\,\!." S143 Q328
	Q2878515 P2534 "\Pi^1_n \subset \Sigma^1_{n+1}," S143 Q328
	Q7178208 P2534 "\langle \hat{A}\rangle={1\over Z_0}Tr[\hat{\rho_0}\hat{A}]={1\over Z_0}\sum_n \langle n \| \hat{A} \|n \rangle e^{-\beta E_n}" S143 Q328
	Q22952648 P2534 "\mathfrak c = 2^{\aleph_0} > \aleph_0 \,. " S143 Q328
	Q7187860 P2534 "u(\nu,T)=\frac{8\pi h\nu^3 }{c^3}~\frac{1}{e^{h\nu/kT}-1}" S143 Q328
	Q7580874 P2534 " (u,\phi) \mapsto E_{u,\phi} \quad u\in U(G), \phi\in\widehat{A(u)}, E_{u,\phi}\in\widehat{W} " S143 Q328
	Q7446278 P2534 " w(A, B) = \sum \limits_{i \in A, j \in B} w_{ij}" S143 Q328
	Q185056 P2534 "\mathrm{Cl}_2 \; \xrightarrow{UV} \; {\mathrm{Cl} \cdot} + {\mathrm{Cl} \cdot}" S143 Q328
	Q17098877 P2534 " g\cdot z=\frac{az+b}{cz+d} where g = \begin{pmatrix}a&b\\c&d\end{pmatrix}\in \mathrm{SL}_2(\mathbb{R})" S143 Q328
	Q5296238 P2534 " \forall x\, (\text{FARMER} (x) \and \exists y \,( \text{DONKEY}(y) \and \text{OWNS}(x,y)) \rightarrow \text{BEAT}(x,y)) " S143 Q328
	Q521126 P2534 " \mathbf{v} = \nabla \times \mathbf{A}. " S143 Q328
	Q6378566 P2534 "y_t =c + A_1 y_{t-1} + A_2 y_{t-2} + \cdots + A_p y_{t-p} + e_t, \, " S143 Q328
	Q3250943 P2534 "P = \frac{\rho A V^3}{2} C_P" S143 Q328
	Q17030503 P2534 " \hat{K}_G = \{ z \in G \big\| \left\| f(z) \right\| \leq \sup_{w \in K} \left\| f(w) \right\| \mbox{ for all } f \in {\mathcal{O}}(G) \} ." S143 Q328
	Q372650 P2534 " E_G \varphi \Leftrightarrow \bigwedge_{i \in G} K_i \varphi," S143 Q328
	Q6756972 P2534 " Y_N = N^{-1} X X^T \, " S143 Q328
	Q343241 P2534 "1 \text{ V/m} = 2.54\times 10^{-5} \text{ V/mil}" S143 Q328
	Q4218495 P2534 "C_\text{quantum} = \frac{g_v m^* e^2}{\pi \hbar^2}" S143 Q328
	Q7233207 P2534 "\sum_{i,j=1}^n c_i c_j K(x_i, x_j) \ge 0\quad\quad\quad\quad(1.1)" S143 Q328
	Q1340282 P2534 "n = \frac {L}{W}" S143 Q328
	Q2074152 P2534 "J^\alpha = \left(c \rho, j^1 , j^2 , j^3 \right) = \left(c \rho, \mathbf{j} \right)" S143 Q328
	Q7113209 P2534 "\Omega=\{(x,y)\in K^2 \; \| y=x^{2^k}\; \} \; \cup \; \{(\infty)\}" S143 Q328
	Q510733 P2534 "u'(t) \le \beta(t)\,u(t),\qquad t\in I^\circ," S143 Q328Q487132 P2534 "X_n=\left(1-\frac{1}{50^6}\right)^n." S143 Q328
	Q1671540 P2534 " r = \frac{1}{Ns^2} \sum_{n=1}^{N} (x_{n,1} - \bar{x}) ( x_{n,2} - \bar{x}) ," S143 Q328
	Q974295 P2534 "g(z) = \exp \left( z^{-1/k}\right)\," S143 Q328
	Q1287158 P2534 "P_t = 0.005 (V_t)^2\," S143 Q328
	Q4636407 P2534 "S[k]=S[i]+S[j]" S143 Q328
	Q7249552 P2534 " k-(\operatorname{rank} G-\operatorname{rank} H)\leq 5. " S143 Q328
	Q7123899 P2534 "\mathcal{S}_\mathrm{EH} + \mathcal{S}_\mathrm{GHY} = \frac{1}{16 \pi} \int_\mathcal{M} \mathrm{d}^4 x \, \sqrt{-g} R + \frac{1}{8 \pi} \int_{\partial \mathcal{M}} \mathrm{d}^3 y \, \epsilon \sqrt{h}K," S143 Q328
	Q2915096 P2534 "S(t) = P(\{T > t\}) = \int_t^{\infty} f(u)\,du = 1-F(t)." S143 Q328
	Q796244 P2534 "S_{ij}= \left( \frac{1}{\lambda} \right)\log{\left( \frac{p_{ij}}{q_i * q_j} \right)}" S143 Q328
	Q223325 P2534 " \vec F_g = - \hat r ~ G ~ \frac{M m}{R^2}" S143 Q328
	Q6038052 P2534 "\beta_j(p,q) = P(w_{pq}\|N^j_{pq}, G)" S143 Q328Q6322827 P2534 "i=\text{number of invites sent by each customer } (e.g. if each new customer invites five friends, ''i'' = 5)" S143 Q328
	Q5092076 P2534 " Z =\underset{s \in \mathbf{R}}{\operatorname{argmax}}\ (W(s) - s^2), " S143 Q328
	Q7611311 P2534 "\left(\pm1,\ \pm1,\ \pm1,\ \pm1,\ \pm(1+\sqrt{2})\right)" S143 Q328
	Q4896402 P2534 "y_n(x)=\sum_{k=0}^n\frac{(n+k)!}{(n-k)!k!}\,\left(\frac{x}{2}\right)^k" S143 Q328
	Q7661313 P2534 "f(x_0+\Delta x)=f(x_0)+\nabla f(x_0)^T \Delta x+\frac{1}{2} \Delta x^T {B} \Delta x ;" S143 Q328
	Q7661849 P2534 " {\mathbf Q}={\mathbf P}\times_{\mathfrak m}L^2({\mathbb R}^n)\," S143 Q328
	Q24963888 P2534 "\sum_{i=1}^{n}{V_i(X_i) \over w_i}" S143 Q328
	Q15838896 P2534 "u_{tt}+u_{xx}+u_{xxxx}+u = u^p, " S143 Q328
	Q17153345 P2534 " \mathbf{\hat{r}} = \sum_{i=1}^n \hat{r}_i (total position)" S143 Q328
	Q7310797 P2534 "q_i = -\frac{\kappa_i}{\mu_i} \nabla P_i \qquad \text{for} \quad i=1,2" S143 Q328
	Q114769 P2534 "\langle \hat{A}\rangle={1\over Z_0}Tr[\hat{\rho_0}\hat{A}]={1\over Z_0}\sum_n \langle n \| \hat{A} \|n \rangle e^{-\beta E_n}" S143 Q328
	Q844057 P2534 "\frac{\omega^2}{k^2}=c^2\,\frac{v_s^2+v_A^2}{c^2+v_A^2}," S143 Q328
	Q4927096 P2534 "\Omega = \frac{1}{2} \sqrt{(\|V_{ab}/\hbar \|)^2 +(\omega -\omega_0)^2}." S143 Q328
	Q6430406 P2534 "{d^2 h^{ij} \over dt^2} = \left( {1 \over m^i} + {1 \over m^j} \right) p^{ij} + \sum_{k\neq j} C(ij,ik) \psi(\alpha_{ij,ik}) {1 \over m^i} p^{ik} + \sum_{l \neq i} C(ij,jl) \psi(\alpha_{ij,jl}) {1 \over m^j} p^{jl}" S143 Q328
	Q4363928 P2534 "s_n = \sum_{k=0}^n (-1)^k {n\choose k} a_k." S143 Q328
	Q353202 P2534 "\mathcal{M}(k; p_1 \cdots p_n; q_1 \cdots q_n) = \epsilon_{\mu}(k) \mathcal{M}^{\mu}(k; p_1 \cdots p_n; q_1 \cdots q_n)" S143 Q328
	Q6935003 P2534 " D_q=\frac{\log_2\left( f^q_1+f^q_2+f^q_3+f^q_4\right)}{1-q}," S143 Q328
	Q7660749 P2534 "\det(I_m + AB) = \det(I_n + BA),\ " S143 Q328
	Q7665149 P2534 "\sigma_m =\sigma_w\left(1-0.411\log\left(1+\frac{x}{a}\right)\right)" S143 Q328
	Q7194770 P2534 "\mbox{Pin}_+(n) = \mbox{Pin}(n,0) \qquad \mbox{Pin}_-(n) = \mbox{Pin}(0,n)" S143 Q328
	Q2300171 P2534 "\|\psi\rangle = \alpha \|0\rangle + \beta \|1\rangle + \gamma \|2\rangle," S143 Q328
	Q471267 P2534 " S = \frac{R-T}{DR} ," S143 Q328
	Q632814 P2534 "L(\alpha) = \int_0^1{\\|\alpha'(t)\\|\, \mathrm{d}t}." S143 Q328
	Q25111835 P2534 "E[y \lor x] = \frac {exp(x\beta)}{1+exp(x\beta)}" S143 Q328
	Q6545589 P2534 "\Phi_1(s) = \frac{\sqrt{2 \alpha_1}} {(s+\alpha_1)}" S143 Q328
	Q596577 P2534 "\frac{dV(x(t))}{dt} \le u(t) \cdot y(t)." S143 Q328
	Q231612 P2534 " \sqrt{x^2+y^2} - L=0\,\!," S143 Q328
	Q14524612 P2534 "\Delta(t) = 1,\quad \nabla(z) = 1,\quad V(q) = 1." S143 Q328
	Q6927154 P2534 "\ u_y = W + u_1 - u_2," S143 Q328
	Q7840044 P2534 "O \left(\frac{m^{1/3}}{(\log m)^{2/3}} \right)" S143 Q328
	Q7851833 P2534 "{d^2 h^{ij} \over dt^2} = \left( {1 \over m^i} + {1 \over m^j} \right) p^{ij} + \sum_{k\neq j} C(ij,ik) \psi(\alpha_{ij,ik}) {1 \over m^i} p^{ik} + \sum_{l \neq i} C(ij,jl) \psi(\alpha_{ij,jl}) {1 \over m^j} p^{jl}" S143 Q328
	Q5283901 P2534 " \rho = \rho_1 \otimes \rho_2 , " S143 Q328
	Q1169249 P2534 " (\mathbb{Z}/p^k\mathbb{Z})^\times \cong \mathrm{C}_{p^{k-1}(p-1)} \cong \mathrm{C}_{\varphi(p^k)} ." S143 Q328
	Q208598 P2534 "P = \frac{\pi^2 B_\text{p}^{\,2} d^2 f^2 }{6k \rho D}," S143 Q328
	Q4904306 P2534 "\varepsilon_{ijk}\frac{\delta_{jk}}{r^3} - 3\varepsilon_{ijk}\frac{x_k}{r^4}\frac{x_j}{r}=0 " S143 Q328
	Q11079 P2534 "\tan a = \frac{\sin a}{\cos a}" S143 Q328
	Q7112973 P2534 "{c}= 38.945 \sqrt{K}" S143 Q328
	Q2457309 P2534 "\sup_n\left\|\sum_{i=1}^n x_i\right\|" S143 Q328
	Q5548567 P2534 "\sigma'^* = \frac{\sigma'_{m}} {\sigma'_{p}} = 1" S143 Q328
	Q5089259 P2534 " h(M)=\inf_E \frac{S(E)}{\min(V(A), V(B))}, " S143 Q328
	Q900239 P2534 "A = \varepsilon c\ell," S143 Q328
	Q5586067 P2534 "S(K,m) = \left\{ \mathbf{k} \in \mathbb{Z}^m \text{ such that } \sum_{i=1}^m k_i = K \text{ and } k_i \geq 0\quad \forall i\right\}." S143 Q328
	Q1777391 P2534 "w_q=p_q/\rho_q=\frac{\frac{1}{2}\dot{Q}^2-V(Q)}{\frac{1}{2}\dot{Q}^2+V(Q)}" S143 Q328
	Q5384458 P2534 "\ \\|x\\|_p=\left(\|x_1\|^p+\|x_2\|^p+\cdots+\|x_d\|^p\right)^{1/p}." S143 Q328
	Q7440074 P2534 " S=N-U, " S143 Q328
	Q5868014 P2534 "W = K \log m \," S143 Q328
	Q1091139 P2534 "F(\mathit{z}, \mathbf{x}) = \operatorname{Prob} \lbrace Z(\mathbf{x}) \leqslant \mathit{z} \mid \text{information} \rbrace . " S143 Q328
	Q4698314 P2534 " \theta = \arctan \left( \frac{x}{y} \right)" S143 Q328
	Q25325239 P2534 " \|\underline{P}\rangle=\sum_n\int [dx]_n\,[d^2k_\perp]_n\, \psi_n(x,\vec{k}_\perp)\|nxP^+,x\vec{P}_\perp+\vec{k}_\perp\rangle\,, " S143 Q328
	Q3957065 P2534 "m_t \; = \; M(u_t,v_t) \; = \; \mu u_t^a v_t^b" S143 Q328
	Q4791123 P2534 "F^{(n)} = F \circ F \circ \cdots \circ F. " S143 Q328Q914099 P2534 " \sum_{n=0}^\infty (-1)^{n} a_n = a_0-a_1 + a_2 - a_3 + \cdots \!" S143 Q328
	Q7269044 P2534 "U_t=\exp(it\sqrt{\Delta})" S143 Q328
	Q1052990 P2534 " \sum_{i=1}^k X_i^2" S143 Q328
	Q16950707 P2534 "\mathbb{C}\mathbf{P}^\infty \times \mathbb{C}\mathbf{P}^\infty \to \mathbb{C}\mathbf{P}^\infty, ([x], [y]) \mapsto [xy]" S143 Q328
	Q17103829 P2534 "1\le i < k\le n and 1\le j < l\le n" S143 Q328
	Q3859869 P2534 "\eta=\frac{4\pi^2 V_0}{ka^2}," S143 Q328
	Q13404475 P2534 " T = m \times T_m + T_h + E" S143 Q328
	Q4949159 P2534 "x = \frac{\rho \sin E }{ \sin \phi_1} \," S143 Q328Q2095429 P2534 "v_\text{p}=0{,}17 \cdot w^* \cdot Re \cdot {\left( \frac{d_\text{p}}{d_\text{T}} \right)} ^{2{,}84} \cdot \frac{2r}{d_\text{T}}\cdot \left(1 - \frac{r}{r^*}\right)" S143 Q328
	Q842433 P2534 " r = \frac{ p }{1 + e \cos \theta}" S143 Q328
	Q5557991 P2534 "\displaystyle \sigma_\lambda= \det(\sigma_{\lambda_i+j-i})_{1\le i,j\le r}" S143 Q328
	Q15989592 P2534 "\frac{dw}{dz}=R(z,w)" S143 Q328
	Q2708162 P2534 "Z_0 = \frac{1}{\pi}\sqrt{\frac{\mu}{\epsilon}} \ln\left(\frac{l}{R} + \sqrt{\left(\frac{l}{R}\right)^2-1}~\right)," S143 Q328
	Q4530680 P2534 "x_{\mathrm{FOH}}(t)\,= \sum_{n=-\infty}^{\infty} x(nT) \mathrm{tri} \left(\frac{t - nT}{T} \right) \ " S143 Q328
	Q25313359 P2534 " S=S_{EM} +S_{membrane} " S143 Q328
	Q7323144 P2534 "\psi \in A \Leftrightarrow \exists a finite function \theta \subseteq \psi such that \theta \in A." S143 Q328
	Q12321542 P2534 " \mathbf{v}_0 = v_{0x}\mathbf{i} + v_{0y}\mathbf{j}." S143 Q328
	Q31585 P2534 "\mathit{Er}=\frac{\mu v L}{K}" S143 Q328
	Q1207934 P2534 "w_j O_i(s,t) \geq w_i O_j(s,t)" S143 Q328
	Q6354006 P2534 " Lu=f\left( x,y \right),\ \ \left( x,y \right)\in \Omega, " S143 Q328
	Q3333768 P2534 "k(L_{g}X, L_{g}Y)=k(X,Y)" S143 Q328
	Q5558922 P2534 "\mathcal{S}_\mathrm{EH} + \mathcal{S}_\mathrm{GHY} = \frac{1}{16 \pi} \int_\mathcal{M} \mathrm{d}^4 x \, \sqrt{-g} R + \frac{1}{8 \pi} \int_{\partial \mathcal{M}} \mathrm{d}^3 y \, \epsilon \sqrt{h}K," S143 Q328
	Q2117622 P2534 "v(t) = \frac{-AN\mu_0}{l} \frac{dI(t)}{dt}," S143 Q328
	Q902168 P2534 "H (\boldsymbol{r}) = \sum_{\boldsymbol{R_n}} H_{\mathrm{at}}(\boldsymbol{r - R_n}) +\Delta U (\boldsymbol{r}) \ . " S143 Q328
	Q206592 P2534 "\eta_p = \frac{2}{1 + \frac{c}{v}}" S143 Q328
	Q1457165 P2534 "G=K\rtimes H." S143 Q328
	Q376492 P2534 "D_1(P) = \{ Q \vert P-Q\vert<1\}.\," S143 Q328
	Q18206674 P2534 " DAF = \frac{{F_{total}}}{{Mg}}" S143 Q328
	Q8563425 P2534 " -\frac{\hbar^2}{2 m} \frac{d^2 R(r)}{dr^2} + [E-V_\textrm{eff}(r)] R(r) = 0 " S143 Q328
	Q599451 P2534 "\textbf{u}'=(u'(x,z,t),w'(x,z,t))=(\psi_z,-\psi_x),\," S143 Q328
	Q17008156 P2534 "\dot{x} = A x + B u \, " S143 Q328
	Q25325234 P2534 "\rm{Adj}[G]={\rm Adj}[H]+{\rm R}[\Pi]" S143 Q328
	Q6693258 P2534 "\|\pi(x)-{\rm li}(x)\|\le\frac{\sqrt x\,\ln x}{8\pi}" S143 Q328
	Q5638159 P2534 "\displaystyle\Psi_{\gamma\alpha}(u) = \Psi_{\gamma\beta}(u)\Psi_{\beta\alpha}(u) for u\in U_\alpha\cap U_\beta\cap U_\gamma." S143 Q328
	Q45842 P2534 "x + y - 1 \leq z < \frac{1}{2} \quad \text{and hence} \quad x + y < \frac{3}{2}." S143 Q328
	Q781777 P2534 "\frac{\partial U/\partial x_i}{p_i}=\frac{\partial U/\partial x_j}{p_j}\,\forall\left(i,j\right)" S143 Q328
	Q3850884 P2534 "Kendrick~mass~(F) = (observed~mass) \times \frac{nominal~mass~F}{exact~mass~F}~." S143 Q328
	Q5900498 P2534 " k-(\operatorname{rank} G-\operatorname{rank} H)\leq 5. " S143 Q328
	Q972431 P2534 "\mathit{DIC} = p_D+\bar{D}," S143 Q328
	Q5401390 P2534 "\operatorname{cov}(X,Y) = \operatorname{E}\left[\left(X-\operatorname{E}[X])(Y-\operatorname{E}[Y]\right)^\mathrm{T}\right]" S143 Q328
	Q5360449 P2534 "B_q(y, \rho n) = \left \{ x \in [q]^n \ \ \Delta(x, y) \leqslant \rho n \right \} " S143 Q328
	Q1224527 P2534 "J = \frac{q D n e^{-\Phi / V_t}\big\|_0^{x_d}}{\int_0^{x_d} e^{-\Phi / V_t}dx}" S143 Q328
	Q5439524 P2534 "xp_x+yp_y \leq I" S143 Q328
	Q7661853 P2534 "\mathcal{L}_X\omega=0.<ref name="CdS">{{Citation\|title=Lectures on Symplectic Geometry\|series=Lecture Notes in Mathematics\|volume=1764\|first=Ana\|last=Cannas da Silva\|publisher=Springer-Verlag\|year=2001\|isbn=978-3-540-42195-5\|page=106}}.</ref>" S143 Q328
	Q620495 P2534 "f(x_{1},x_{2}, \dots ,x_{n})" S143 Q328
	Q2989575 P2534 "3 \mid \left(2 + \sqrt{-5}\right)\left(2 - \sqrt{-5}\right)=9, " S143 Q328
	Q450589 P2534 " g(x) = T(g)(x) = (1/\lambda) g(g(\lambda x)), g(0)=1, g''(0)<0,\lambda=g(1)<0 " S143 Q328
	Q1068049 P2534 "X_\xi=\frac{\mathrm d}{\mathrm dt}R_{h(t)}\biggr\|_{t=0}.\," S143 Q328
	Q5165685 P2534 "(\dim\mathcal{D}_T, \dim\mathcal{D}_{T^*})." S143 Q328
	Q16146908 P2534 " 4\pi A \le L^2,\, " S143 Q328
	Q1621499 P2534 " D_0 is the dissolved oxygen (DO) of the diluted solution after preparation (mg/l)" S143 Q328
	Q4688683 P2534 " v_n = \frac{c}{n} " S143 Q328
	Q7037180 P2534 " A=\begin{bmatrix}x & y\\ z & -x \end{bmatrix}, \quad (x,y,z)\ne (0,0,0)\quad{\;} with x^2+yz=0," S143 Q328
	Q5176150 P2534 "\Delta E=E_j-E_i-e^2/r_{ij} ." S143 Q328
	Q848092 P2534 "h(x)=\frac{g(x)}{\|g(x)\|}" S143 Q328
	Q4775324 P2534 "\mathrm{d} Y_{t} = b(t, Y_{t}) \, \mathrm{d} t + \sigma (t, Y_{t}) \, \mathrm{d} B_{t}," S143 Q328
	Q5532523 P2534 "sim(d_k,q) = \frac{\sum _{j=1}^n \sum _{i=1}^n w_{i,k}w_{j,q}t_i \cdot t_j }{\sqrt{\sum _{i=1}^n w_{i,k}^2}*\sqrt{\sum _{i=1}^n w_{i,q}^2}}" S143 Q328
	Q4781760 P2534 " C_i^m (r)=(\text{number of } x(j) \text { such that } d[x(i),x(j)] \leq r)/(N-m+1) \, " S143 Q328
	Q212923 P2534 "\,I^+(x) = \{ y \in M \| x \ll y\}" S143 Q328
	Q6966593 P2534 "\dfrac{A_n}{(A_m+A_n)}" S143 Q328
	Q649337 P2534 "\{x \mid \phi \} exists for each [[stratified formula]] \phi." S143 Q328
	Q5597073 P2534 "\varphi(K_{m,n}) = \lfloor (m-1)/2\rfloor+n, assuming m \ge n\ge 1," S143 Q328
	Q909891 P2534 " u= \mu E ," S143 Q328
	Q3117700 P2534 "T_{3C}(\tau) = \Big(j(3\tau)\Big)^{1/3} = \frac{1}{q}\,+\,248q^2\,+\,4124q^5\,+\,34752q^8\,+\,213126q^{11}\,+\,1057504q^{14}+\cdots\," S143 Q328
	Q677051 P2534 " \lceil \log_{m} (n+1) \rceil ." S143 Q328
	Q1140421 P2534 "1+i = (1+r) (1+\pi_e)" S143 Q328
	Q5254619 P2534 " f^{m} \circ f^{n} = f^{n} \circ f^{m} = f^{m+n}~.\," S143 Q328
	Q906469 P2534 "\delta = \sqrt{(\Delta H_v - RT) / V_m}." S143 Q328
	Q5156019 P2534 "\mathbf v \times \mathbf u = - (\mathbf u \times \mathbf v)" S143 Q328
	Q1515253 P2534 "L_{oc}^{pri}=L_P=L_P^\sigma+L_M " S143 Q328Q193846 P2534 "{ \partial^2 u \over \partial t^2 } = c^2 \nabla^2 u " S143 Q328
	Q7269541 P2534 "\phi_{12}(a \otimes b) = a \otimes b \otimes 1," S143 Q328
	Q1211057 P2534 "S_n = \sum_{k=1}^n a_k." S143 Q328
	Q3130009 P2534 " \operatorname{E}[\text{Profit}]=\operatorname{E}\left[p\min (q,D)\right]-cq" S143 Q328
	Q9306085 P2534 " Y(t)=K(t)^{\alpha}(A(t)L(t))^{1-\alpha}\," S143 Q328Q5527834 P2534 "\frac{\text{FC}}{\text{TC}}=\frac{\text{FC}}{\text{FC}+\text{VC}}" S143 Q328
	Q7242623 P2534 "L_j(a)=\frac{\sum_{ia_i=j} w_i}{s_j}." S143 Q328
	Q951142 P2534 "\mathcal{L}={1\over 2}\partial^\mu \phi_a \partial_\mu \phi_a-{m^2\over 2}\phi_a \phi_a-{\lambda\over 8N}(\phi_a \phi_a)^2" S143 Q328
	Q2517984 P2534 "P(Z=z) = \sum_{k=-\infty}^\infty P(X=k)P(Y=z-k)." S143 Q328
	Q999719 P2534 "E'(t) = \mathcal{F}^{-1}\{\mathcal{F}\{E(t)\}(\omega)f(\omega)\}(t)." S143 Q328
	Q5583492 P2534 "G = \frac {\omega} {\mathrm{resistance} \times \mathrm{reluctance}} = \frac {\omega \mu \sigma A_\mathrm{m} A_\mathrm{e}} {l_\mathrm{m} l_\mathrm{e}}" S143 Q328
	Q25325242 P2534 "WCD = {f - \mu \over \sigma}" S143 Q328
	Q134661 P2534 "\mathrm{mes} \left\{ x \in \mathbb{R} \, \mid \, \Re \frac{1}{\pi} \sum \frac{a_k}{x - b_k} \geq t \right\} = \frac{\sum a_k}{\pi t} " S143 Q328
	Q3819450 P2534 "B_{pq}=\alpha_p \alpha_q \sum_{m=0}^{M-1} \sum_{n=0}^{N-1} A_{mn} \cos\frac{\pi(2m+1)p}{2M} \cos\frac{\pi(2n+1)q}{2N},\qquad 0 \le p \le M-1,\; 0 \le q \le N-1" S143 Q328
	Q786286 P2534 " S_n is l_n = {2 \over 3} (1+\sqrt 2) 2^n - {1 \over 3} (2-\sqrt 2) {1 \over 2^n} ," S143 Q328
	Q22906388 P2534 "u(x_1,x_2,\dots,x_m) = w_1 x_1 + w_2 x_2 + \dots w_m x_m" S143 Q328
	Q166879 P2534 "V_{\rm w} = {4\over 3}\pi r_{\rm w}^3 ." S143 Q328Q7623444 P2534 " \sigma(X)=\sum_{i<j\le n}w_{ij}(d_{ij}(X)-\delta_{ij})^2" S143 Q328
	Q122789 P2534 "\theta = \frac 1 p \sum_{a \in (\mathbb Z / p\mathbb Z)^*} a \sigma_a^{-1}." S143 Q328
	Q2520206 P2534 "\ldots,\;w-4\pi i, \;w-2\pi i, \;w, \;w + 2\pi i, \;w+4\pi i, \;\ldots," S143 Q328
	Q3115519 P2534 "(x-3)(x-1)^3(x+1)^3(x+3)(x^2-3)^4.\ " S143 Q328
	Q7667935 P2534 " f(x + y) = f(x) + f(y)" S143 Q328
	Q17013617 P2534 "\operatorname{div}(\Gamma\operatorname{grad}\phi)+ S_\phi=0" S143 Q328
	Q5073786 P2534 "f(X,\operatorname{cl}) \to (X',\operatorname{cl}')" S143 Q328
	Q15864883 P2534 "\left\{ x\mid x\cdot y\le 1 \text{ for all } y\in B \right\}." S143 Q328
	Q171594 P2534 "\frac{1}{2}F (L_1 - L_0)." S143 Q328
	Q3242194 P2534 "\text{watt} = \frac{\text{joule}}{\text{second}} = \frac{\text{newton}\times\text{meter}}{\text{second}}" S143 Q328
	Q5891796 P2534 "u(a\cdot x,a\cdot y) = a\cdot u(x,y)" S143 Q328
	Q5994475 P2534 " Z_\phi(s,\chi) = \int_{K^n} \phi(x_1,\ldots,x_n) \chi(ac(f(x_1,\ldots,x_n))) \|f(x_1,\ldots,x_n)\|^s \, dx " S143 Q328
	Q408723 P2534 "N_{s}=10^{-28/2.5}\times\frac{S_{0}(V) \times B}{h\nu}" S143 Q328
	Q4737961 P2534 "Aa~Gradient=P_AO_2-P_aO_2<ref name="urlAlveolar-arterial Gradient">{{cite web \|url=http//www-users.med.cornell.edu/~spon/picu/calc/aagrad.htm \|title=Alveolar-arterial Gradient \|work= \|accessdate=2008-11-14}}</ref>" S143 Q328
	Q6987289 P2534 "\mathcal{N}(\rho) \equiv \frac{\|\|\rho^{\Gamma_A}\|\|_1-1}{2}" S143 Q328
	Q17079199 P2534 " f_E = 5^1 \cdot 3^0 \cdot 2^{-2} \cdot f_C = {5 \over 4} \cdot 256 \ \mathrm{Hz} = 320 \ \mathrm{Hz}" S143 Q328
	Q285332 P2534 "u_{up} = \frac{p_w - p_i}{p_i} \eta N_i \bar{r_i} \," S143 Q328
	Q5121501 P2534 "\eta_h = \frac{\pi}{2\sqrt{3}} \approx 0.9069." S143 Q328
	Q7048946 P2534 "ee_\text{product}=ee_{\max}ee_\text{catalyst}" S143 Q328
	Q6033616 P2534 "\lnot [\forall z (z \not \in A)]." S143 Q328
	Q17010300 P2534 "V(h)=\left\{ \begin{matrix}0 & \mbox{if}\quad h\geq \sigma \\ \infty & \mbox{if}\quad h< \sigma \end{matrix} \right." S143 Q328
	Q6060458 P2534 "H = \frac{5}{2} N k_B T + \frac{N^2}{V} (b k_B T - 2a)," S143 Q328
	Q5421989 P2534 "b + d = 180^\circ " S143 Q328
	Q1043778 P2534 "a^m \equiv 1 \pmod{n}" S143 Q328
	Q351558 P2534 " U_{Aug} = \Gamma_n \,n(np-n_i^2) + \Gamma_p \,p(np-n_i^2)" S143 Q328
	Q7249475 P2534 "\mbox{PSU}(n) = \mbox{SU}(n)/Z(\mbox{SU}(n)) \to \mbox{PU}(n) = \mbox{U}(n)/Z(\mbox{U}(n))" S143 Q328
	Q370559 P2534 "t_{1/2} = \frac{\ln 2}{\lambda}." S143 Q328
	Q910009 P2534 "\mathit{WBGT} = 0.7T_w + 0.2T_g + 0.1T_d" S143 Q328
	Q4769489 P2534 "F_X(x) = \operatorname{E} \left [\mathbf{1}_{\{X\leq x\}} \right]" S143 Q328
	Q22907461 P2534 " y=x+\sum_{i=1}^k z_i" S143 Q328
	Q6018862 P2534 "\frac{1}{2} \sum_{i=1}^N \left\| \frac{b_i}{B} - \frac{w_i}{W} \right\| " S143 Q328
	Q17098366 P2534 "F = \frac{q_1q_2}{\epsilon r^2}," S143 Q328
	Q1753699 P2534 "M\cdot V = P\cdot Q" S143 Q328
	Q5446358 P2534 "\mathbb{F}L(v) \cdot w = \frac{d}{ds}\|_{s=0} L(v+sw)," S143 Q328
	Q4765461 P2534 " \frac{\partial I}{\partial t} = \mathrm{div} \left( c(x,y,t) \nabla I \right)= \nabla c \cdot \nabla I + c(x,y,t) \Delta I " S143 Q328
	Q27165 P2534 "\frac{V_x}{V_{tot}} = \frac{p_x}{p_{tot}} = \frac{n_x}{n_{tot}}" S143 Q328
	Q11300563 P2534 "\|\mathrm{GHZ}\rangle = \frac{\|0\rangle^{\otimes M} + \|1\rangle^{\otimes M}}{\sqrt{2}}." S143 Q328
	Q274322 P2534 "\int_S \omega = \int_T d \omega " S143 Q328
	Q39552 P2534 "p = \frac{F}{A}" S143 Q328
	Q4947238 P2534 " n(\varepsilon)=\frac{1}{e^{\beta(\varepsilon-\mu)}-1}" S143 Q328
	Q5957248 P2534 "f_H(D)=\frac{1}{1+kD}\," S143 Q328
	Q6268577 P2534 " \Omega\left(\frac{\log(m)}{\varepsilon^2\log (1/\varepsilon)}\right)" S143 Q328
	Q7547440 P2534 "E = Emergency = f(S,T,D)." S143 Q328
	Q5399418 P2534 "f(x;h)=\frac{e^{hx}f(x)}{\int_{-\infty}^\infty e^{hx} f(x) dx}.\," S143 Q328
	Q672139 P2534 "(1-a)(1-b)(1-c)(1-d)+a+b+c+d \geq 1. \, " S143 Q328
	Q26468 P2534 " n \cdot \delta p = \frac{p}{2}" S143 Q328
	Q5160110 P2534 " e(c) = n \prod_{i=1}^m p_i(c_i) . " S143 Q328
	Q1295959 P2534 "\operatorname{var}(p' \mid p)= {p(1-p) \over 2N}." S143 Q328
	Q934441 P2534 " I_3-I_2-I_1=I_4 \, " S143 Q328
	Q906226 P2534 "\vec{M} = \chi_v \vec{H}" S143 Q328
	Q584783 P2534 "S(a,b) = \sum_{n=a}^b \frac{p_n}{q_n}" S143 Q328
	Q5037752 P2534 " y'(t) = f(t,y(t)) \, " S143 Q328
	Q3319230 P2534 "S=\sum_{i=1}^{m}r_i^2" S143 Q328
	Q5638401 P2534 "D(n)=\prod_{k=1}^{\infty}\left\{1-\left[1-\prod_{j=1}^n(1-p_k^{-j})\right]^2\right\}," S143 Q328
	Q10964392 P2534 "X_1, \dots, X_n\sim N(\mu,\sigma^2)\," S143 Q328
	Q5505099 P2534 " A_i \equiv \prod_{j=1 \atop j \ne i}^k \frac{1}{\lambda_i-\lambda_j} (A - \lambda_j I)~. " S143 Q328
	Q4915387 P2534 "\psi(x_1, \dots, x_n) = \Phi(x_1, (0, x_2, \dots, x_n))." S143 Q328
	Q1543149 P2534 " \frac{1}{2\pi i} \int_C\frac{\varphi(\zeta)d\zeta}{\zeta-z}, " S143 Q328
	Q2271174 P2534 "\mathrm{\frac{P(ALOB\;and\;BB)}{P(ALOB)}} = \frac{\frac14}{0+\frac18+\frac18+\frac14} = \frac12 \,." S143 Q328
	Q7455403 P2534 "\tan\varphi=\frac{dy}{dx}=\frac{AP}{TA}=\frac{AN}{AP}." S143 Q328
	Q7999118 P2534 " ed\equiv 1(\bmod\ \operatorname{lcm}(p-1, q-1)) ," S143 Q328
	Q212750 P2534 " \mathrm{flattening} = f =\frac {a - b}{a}." S143 Q328
	Q25101392 P2534 " GED(g_{1},g_{2}) = \min_{(e_{1},...,e_{k}) \in \mathcal{P}(g_{1},g_{2})} \sum_{i=1}^{k} c(e_{i})" S143 Q328
	Q5616847 P2534 "f = { \omega \over 2 \pi } = {1 \over {2 \pi \sqrt{LC}}}" S143 Q328
	Q7269558 P2534 "\mathrm{R_3N + RCl \longrightarrow R_4N^+ \ Cl^-}" S143 Q328
	Q5315362 P2534 " N = 94.251 \sqrt{E I \over m L^3} \ \text{RPM}" S143 Q328
	Q7580222 P2534 " H_\xi = \xi^i\frac{\partial}{\partial x^i}\Big\|_{(x,\xi)} - 2G^i(x,\xi)\frac{\partial}{\partial \xi^i}\Big\|_{(x,\xi)}. " S143 Q328
	Q6344729 P2534 "\mathrm{d} f(x) (y - x) \leq f(y) - f(x);" S143 Q328
	Q205966 P2534 "\zeta(s) = \sum_{n=1}^\infty \frac{1}{n^s} = \frac{1}{1^s} + \frac{1}{2^s} + \frac{1}{3^s} + \cdots." S143 Q328
	Q842346 P2534 "\{\text{A}, \text{B}, \text{C}\} \, and \{ 1, 2, 3 \} \," S143 Q328
	Q5116527 P2534 " (\forall x \; \exist y \; \phi(x,y)) \to (\exist e \; \forall x \;\exist y,u \; \bold{T}(e,x,y,u) \wedge \phi(x,y))" S143 Q328
	Q2566298 P2534 "X_t-\alpha_1X_{t-1}- \dots -\alpha_{p'}X_{t-p'}=\varepsilon_t+\theta_1\varepsilon_{t-1}+\dots +\theta_q \varepsilon_{t-q}," S143 Q328
	Q2562273 P2534 "P = \sum_{n=0}^p A(n)x^n = A(0)+A(1)x+A(2)x^2+ \cdots +A(p)x^p" S143 Q328
	Q60301 P2534 " \theta_i \theta_j = -\theta_j \theta_i\qquad\theta_i x = x \theta_i." S143 Q328
	Q5384101 P2534 "\displaystyle x^2 = 4x." S143 Q328
	Q3798613 P2534 "p(x) = \sum_{y} p(x,y)\; , \; p(y) = \sum_{x} p(x,y)." S143 Q328
	Q7981047 P2534 "\boldsymbol x=\{g_\theta(z_1),\ldots,g_\theta(z_m)\}." S143 Q328
	Q9462417 P2534 "A/B= \{r \in R \mid rB \subseteq A \}\," S143 Q328
	Q3983968 P2534 "0 < p_2(x) \le p_1(x)\," S143 Q328
	Q2472132 P2534 "y=Hx+w" S143 Q328
	Q5535552 P2534 " \Pr (y_j = 0) = \pi + (1 - \pi) e^{-\lambda} " S143 Q328
	Q1036595 P2534 "X = \{ (Q, \ell) \mid P,\,Q \in \ell\} \subseteq \mathbf{P}^2 \times \mathbf{G}(1,2)." S143 Q328
	Q1705752 P2534 "S_o = S_e D^p\,," S143 Q328
	Q163343 P2534 "\frac{\partial u}{\partial x} + \frac{\partial v}{\partial y} = \frac{-1}{H} \frac{\partial \eta}{\partial t}" S143 Q328
	Q5046770 P2534 "ps_i = a_i \oplus b_i \oplus c_i" S143 Q328
	Q1149336 P2534 " \frac{A_{0}}{2}+\displaystyle\sum_{n=1}^{\infty}(A_{n} \cos{nx} + B_{n} \sin{nx})." S143 Q328
	Q6521720 P2534 " \sum_{n=0}^\infty \frac{x^n}{n!}" S143 Q328
	Q1186329 P2534 "\mathbf{F} = q(\mathbf{E} + \mathbf{v}\times\mathbf{B})" S143 Q328
	Q2449817 P2534 "\alpha\colon S^1 \to X" S143 Q328
	Q1547297 P2534 "GW_{g, n}^{X, A}(\beta, \alpha_1, \ldots, \alpha_n) = GW_{g, n}^{X, A} \cdot \beta \cdot \alpha_1 \cdots \alpha_n \in H_0(Y, \mathbf{Q})," S143 Q328
	Q923545 P2534 "E_2 - E_1 = \hbar \omega," S143 Q328
	Q3355756 P2534 " \sum_{n \le x} f(n) \sim \sum_{n \le x} g(n) " S143 Q328
	Q8047443 P2534 " alive(0)" S143 Q328
	Q17098776 P2534 "f = \frac{c}{\lambda} \," S143 Q328
	Q1890389 P2534 "\psi N_{M_1} V \to N_{M_2} V" S143 Q328
	Q334269 P2534 " Y(s) = H(s)\;X(s) " S143 Q328
	Q2993265 P2534 "(x_0, y_0),\ldots,(x_{k}, y_{k})" S143 Q328
	Q5124919 P2534 "\mathrm{NA}=\sqrt{n_\mathrm{core}^2-n_\mathrm{clad}^2}<ref>[http//www.fiberoptix.com/technical/numerical-aperature.html]</ref>" S143 Q328
	Q2988094 P2534 "E[T] = O(1) + \sum_{i=1}^N \sum_{k=1}^n O(k^2/N) \operatorname{Pr}[\operatorname{Block}(i,k)]." S143 Q328
	Q2100018 P2534 "x^\mathsf{T} A y=y^\mathsf{T} A x." S143 Q328
	Q2993299 P2534 "r(G) \leq 2^{c_p \sqrt{\log n}} n." S143 Q328
	Q5047567 P2534 " CHI = \left ( \frac{V}{V_0} \right )^3 + \frac{3}{2}\left ( \frac{R}{R_0} \right ) \left ( \frac{V}{V_0} \right )^2 " S143 Q328
	Q2392282 P2534 "\sin\frac{\pi}p \sin\frac{\pi}r < \cos\frac{\pi}q. " S143 Q328
	Q18207479 P2534 "\frac{1}{i+1}+\frac{1}{j+1}+\frac{1}{k+1}>1" S143 Q328Q7389877 P2534 "y_{t}=\gamma_{0}+\gamma_{1}y_{t-1}+\gamma_{2}y_{t-2}+...+\gamma_{p}y_{t-p}+\epsilon_{t}.\," S143 Q328
	Q4890227 P2534 "\min_C Px \; \text{ subject to } A x \geq b" S143 Q328
	Q4762627 P2534 "\|f(x)-f(y)\|=\int_0^1 \|\chi_{[0,x]}(t)-\chi_{[0,y]}(t)\|\,dt = \int_x^y \, dt = \|x-y\|," S143 Q328
	Q7228580 P2534 "{Outstanding Principal Balance\over Original Principal Balance} = {Pool Factor}" S143 Q328
	Q2300258 P2534 "p_Y(y\mid X = x)=P(Y = y \mid X = x) = \frac{P(X=x\ \cap Y=y)}{P(X=x)}." S143 Q328
	Q1248611 P2534 "H_{rc}(f) = H_{rrc}(f)\cdot H_{rrc}(f)" S143 Q328
	Q2298452 P2534 "\Gamma_{12} (u,v,0) = \iint I(l,m) e^{-2\pi i(ul+vm)} \, dl \, dm" S143 Q328
	Q18353697 P2534 "(dl_g)_h(X_h) = X_{gh}" S143 Q328
	Q588218 P2534 "g(z) = z +b_1z^{-1} + b_2 z^{-2} + \cdots" S143 Q328
	Q3918989 P2534 " \,F_t+F_x X+X(-t,F)=0,\qquad F(0,x)=x." S143 Q328
	Q17157231 P2534 " \vec{F} = \nabla(\vec{m}\cdot\vec{B}) " S143 Q328
	Q621409 P2534 "f(A,B,C,D) =\sum m(4,8,10,11,12,15) + d(9,14). \," S143 Q328
	Q6787869 P2534 "x_t = Ax_{t-1} + Bx_{t-2}" S143 Q328
	Q6123589 P2534 "n = 1000 \log_2 \left( \frac{a}{b} \right) \approx 3322 \log_{10} \left( \frac{a}{b} \right)" S143 Q328
	Q3058340 P2534 "\alpha\,*\, v = {\,\overline \alpha \cdot \,v\,}" S143 Q328
	Q7446319 P2534 "\displaystyle x_0+x_1+x_2+x_3+x_4+x_5= 0" S143 Q328
	Q6976189 P2534 " fv = \frac{1}{\rho} \frac{\partial p}{\partial x}" S143 Q328
	Q2375712 P2534 "R^n \to M" S143 Q328
	Q3406761 P2534 "M \otimes_R N" S143 Q328
	Q947015 P2534 "\frac{1}{\cosh t} = \frac{2}{e^{t} + e^ {-t} } = \sum_{n=0}^\infty \frac{E_n}{n!} \cdot t^n," S143 Q328
	Q4054114 P2534 "(\xi)_+ = \begin{cases} \xi, & \mbox{if } \xi > 0 \\ 0, & \mbox{otherwise}. \end{cases}" S143 Q328
	Q947531 P2534 "\mathrm{We} = \frac{\rho\,v^2\,l}{\sigma} &nbsp;" S143 Q328
	Q2914865 P2534 " \text{PPV} = \frac{\text{number of true positives}}{\text{number of true positives}+\text{number of false positives}} = \frac{\text{number of true positives}}{\text{number of positive calls}}" S143 Q328
	Q4741509 P2534 " Y_t(x) = \mu + \int_{A_{t}(x)} g(\eta,s,x,t)\sigma_{s}(\eta) L(d\eta,ds) + \int_{B_t(x)} q(\eta,s,x,t)a_{s}(\eta) \, d\eta \, ds" S143 Q328
	Q80726 P2534 " p + q=1 \, " S143 Q328
	Q7917842 P2534 " \mathbf{E}=\sum_{l=0}^\infty\sum_{m=-l}^l\left(E^r_{lm}(r)\mathbf{Y}_{lm}+E^{(1)}_{lm}(r)\mathbf{\Psi}_{lm}+E^{(2)}_{lm}(r)\mathbf{\Phi}_{lm}\right)" S143 Q328
	Q18378118 P2534 "\frac {1}{f_m} = \frac {1}{f_\mathrm{Refractive}}+\frac{m}{f_\mathrm{Diffractive}},\ \mathrm{for}\ m = \pm 1, \pm 2, \pm 3...," S143 Q328
	Q6344361 P2534 " \left( \frac{1}{2} \right)^x + \left( \frac{1}{4}\right)^x = 1" S143 Q328
	Q7575184 P2534 "U(f) = \sum_{t=1}^{T}w_t e^{-2\pi ift}." S143 Q328
	Q6613649 P2534 "\sum_{i=1}^n X_i \sim Y" S143 Q328
	Q12646565 P2534 "P_x = x Y_x - (x-1) Y_{x-1} " S143 Q328
	Q284100 P2534 "\Pr[\text{recombination}\|\text{linkage of }d\text{ cM}] = \sum_{k=0}^{\infty} \Pr[2k + 1 \text{ crossovers}\|\text{linkage of }d\text{ cM}]" S143 Q328
	Q7336298 P2534 "R=(P_{end}-P_{start})/P_{start}" S143 Q328
	Q3554824 P2534 "g(v, w)(p) = \langle v, w \rangle_{H} \text{ for } v, w \in \mathrm{T}_{p} H," S143 Q328
	Q15058706 P2534 "T(m) = \mathbf{A}m + \mathbf{t}" S143 Q328
	Q7228648 P2534 "J \propto E \exp \left ( \frac{-q \left ( \phi_B-\sqrt{qE/(\pi \epsilon)} \ \right ) }{k_BT} \right ) " S143 Q328
	Q2802593 P2534 "D_{a} = E_{a} - I_{a}" S143 Q328
	Q245480 P2534 "\exp(\mathrm{ad}(z))\ " S143 Q328
	Q215571 P2534 "1 \, \mathrm{N} \! \cdot \! \mathrm{m} = 1 \frac{\mathrm{kg} \, \mathrm{m}^2}{\mathrm{s}^2} \quad , \quad 1 \, \mathrm{J} = 1 \frac{\mathrm{kg} \, \mathrm{m}^2}{\mathrm{s}^2}" S143 Q328
	Q5252319 P2534 " \|\|(x,y)\|\| = \sqrt{x^2+y^2}, \, " S143 Q328
	Q7560513 P2534 "a_n a_{n-k} = a_{n-1} a_{n-k+1} + a_{n-2} a_{n-k+2} + \cdots + a_{n-(k-1)/2} a_{n-(k+1)/2}" S143 Q328
	Q3345662 P2534 "p(x\|\mu,\sigma^2) = \frac{1}{\sqrt{2\pi\sigma^2}} e^{-\frac{(x-\mu)^2}{2\sigma^2}}" S143 Q328
	Q188463 P2534 " p = mv = qBr," S143 Q328
	Q17097304 P2534 "F(y) = \int_0^\infty F(x+y-D)\frac{\lambda^c x^{c-1}}{(c-1)!} e^{-\lambda x} \text{d} x, \quad y \geq 0 \quad c \in \mathbb N." S143 Q328
	Q2638967 P2534 " i^2 = -1 \, " S143 Q328
	Q17091514 P2534 " W(M) = \int_M H^2 \, dA. " S143 Q328
	Q340145 P2534 "K\otimes_{\mathbb Q}L" S143 Q328
	Q18393452 P2534 "C_{hc}(i) = N_R(i) + C_{(clo-i)}(i) " S143 Q328
	Q1213508 P2534 "1\, \mathrm {kp} = g_\mathrm N \cdot 1\, \mathrm {kg} = 9.80665 \,\mathrm {kg\,m\,s}^{-2} = 9.80665 \, \mathrm{N}" S143 Q328
	Q4200951 P2534 "f^{*}E = \{(b',e) \in B' \times E \mid f(b') = \pi(e)\}\subset B'\times E " S143 Q328
	Q180544 P2534 "V = B \cdot h" S143 Q328
	Q7983528 P2534 "\rho = (U \otimes U) \rho (U^\dagger \otimes U^\dagger)" S143 Q328
	Q572090 P2534 "PSL_2(\mathcal{O}_d)" S143 Q328
	Q5736206 P2534 " q(f,g) = \frac{\|\mathrm{ker} f\mathrm{im} g\|}{\|\mathrm{ker} g\mathrm{im} f\|} " S143 Q328
	Q7100713 P2534 "\Delta y_t = \alpha + \beta t + \gamma y_{t-1} + \delta_1 \Delta y_{t-1} + \cdots + \delta_{p-1} \Delta y_{t-p+1} + \varepsilon_t, " S143 Q328
	Q5156353 P2534 "\forall i\in 1,\dots,n, if P(Y) \leq P(X_i) then Y \preceq_i X_i." S143 Q328
	Q3484987 P2534 "\varkappa_{\alpha}^{\beta}=\left ( \frac{2 \dot a}{a} \right )l_{\alpha}l^{\beta}+\left ( \frac{2 \dot b}{b} \right )m_{\alpha}m^{\beta}+\left ( \frac{2 \dot c}{c} \right )n_{\alpha}n^{\beta}" S143 Q328
	Q7189700 P2534 "S(t) = {\tilde \rho}_{\mathrm{eff}}\left( \vec{k}(t) \right) \equiv \int_{-\infty}^\infty \mathrm{d}\vec{x} \ \rho( \vec{x} ) \cdot e^{2 \pi \imath \ \vec{k}(t) \cdot \vec{x} } " S143 Q328
	Q5422297 P2534 "L_\rho(\gamma)=\int_\gamma \rho\,\|dz\|" S143 Q328
	Q911571 P2534 "{\Delta}E=A-I\," S143 Q328
	Q6420085 P2534 "T_k(e, i_1, \ldots, i_k, x)," S143 Q328
	Q384021 P2534 "P(x)=\sum_{i=0}^n a_i x^i " S143 Q328
	Q80222 P2534 "p(C_k \vert x_1, \dots, x_n)\," S143 Q328
	Q7575208 P2534 "\forall Q (P \and {\sim}P) \rightarrow Q\;" S143 Q328
	Q17492744 P2534 " F_i^{-1}(\alpha) = \inf\{t\in \mathbb{R} F_i(t)\ge\alpha) \},\quad 0<\alpha<1. " S143 Q328
	Q7140405 P2534 "x\leq y implies x + z\leq y + z" S143 Q328
	Q903737 P2534 " \frac{dI}{dx}=-QI \,\!" S143 Q328
	Q897194 P2534 " \sum_{i=1}^{x_e} L_e(i) = L_e(1) + L_e(2) + \cdots + L_e(x_e)" S143 Q328
	Q17104455 P2534 "\mathbf{A},\mathbf{B} \in M_{mn}(F)\,,\quad \mathbf{A} + \mathbf{B} \in M_{mn}(F) " S143 Q328
	Q5128287 P2534 "\vec{s}_i \in \mathbb{R}^3, \|\vec{s}_i\|=1\quad (1)," S143 Q328
	Q900666 P2534 " \ \phi_i = c_{1i} \chi_1 + c_{2i} \chi_2 + c_{3i} \chi_3 + \cdots +c_{ni} \chi_n" S143 Q328
	Q7295534 P2534 "\{ x \in X \mid I(x) \leq c \} \mbox{ for } c \geq 0" S143 Q328
	Q4681337 P2534 " H_\cdot ({\mathfrak gl}(A),k) \, " S143 Q328
	Q5532414 P2534 "Y(t) = A + { K-A \over (C + Q e^{-B t}) ^ {1 / \nu} }" S143 Q328
	Q220997 P2534 "fV(G) \rightarrow V(G)\ " S143 Q328
	Q6888018 P2534 " D = M^{-1}AM, " S143 Q328
	Q17143290 P2534 "E_\alpha (z) = \sum_{n=0}^\infty \frac{z^n}{\Gamma(1+\alpha n)}" S143 Q328
	Q2346 P2534 "E = O - T" S143 Q328
	Q5275440 P2534 "\left[u\right]_{\lambda,p}^p = \sup_{0 < r< \operatorname{diam} (\Omega), x_0 \in \Omega} \frac{1}{r^\lambda} \int_{B_r(x_0) \cap \Omega} \| u(y) \|^p dy. " S143 Q328
	Q550929 P2534 "\mathbf{G}=\mathbf{R}-\frac{1}{2}\mathbf{g}R," S143 Q328
	Q252552 P2534 "J(p_x) = S(\phi_x) - S(p_x)\," S143 Q328
	Q1554483 P2534 "A_e = \frac{3 \lambda ^2 }{8 \pi} " S143 Q328
	Q461009 P2534 "K=\lim_{n \to \infty}\left[\sum_{k=1}^{n}{r_2(k)\over k} - \pi\ln n\right]" S143 Q328
	Q15241040 P2534 "[x,y] = (-1)^{\|x\|\|y\|+1}[y,x]," S143 Q328
	Q1967149 P2534 "{\rm ?}(x) = a_0 + 2 \sum_{n=1}^\infty \frac{(-1)^{n+1}}{2^{a_1 + \cdots + a_n}}" S143 Q328
	Q179692 P2534 "\forall X \left[ \emptyset \notin X \implies \exists f \colon X \rightarrow \bigcup X \quad \forall A \in X \, ( f(A) \in A ) \right] \,." S143 Q328
	Q4976838 P2534 "\eta = \sinh^{-1}\frac{w}{c} = \tanh^{-1}\frac{v}{c} = \pm \cosh^{-1}\gamma ." S143 Q328
	Q1640931 P2534 "A_{1} \subseteq A \subseteq A_{2} \mbox{ and } \mu \big( f^{-1} ( A_{2} \setminus A_{1} ) \big) = 0." S143 Q328
	Q7992010 P2534 "\mathrm{TKOF}=\frac{m_{\mathrm{bullet}}\cdot v_{\mathrm{bullet}}\cdot d_{\mathrm{bullet}}}{7000} (Equation 1)" S143 Q328
	Q4891359 P2534 "(B f)(z) = \int_{D} \frac{(1 - \| z \|^{2})^{2}}{\| 1 - z \bar{w} \|^{4}} f(w) \, \mathrm{dA} (w)," S143 Q328
	Q3625416 P2534 "\boldsymbol{\theta} = \theta\mathbf{e} \,. " S143 Q328
	Q4335565 P2534 "j_e=+\mu_n n E+D_n \frac{\partial n}{\partial x}" S143 Q328
	Q18357586 P2534 " V_{e} = wT + e^{ -rT } [ bTV_{u} + (1-bT) V_{e} ] \; , " S143 Q328
	Q6935015 P2534 "l_a (x) = \\|ax\\|, \; r_a(x) = \\| xa \\|." S143 Q328
	Q4381859 P2534 "A \rightarrow B \{A, K_{AB}, T_B\}_{K_{BS}}, \{N_B\}_{K_{AB}}" S143 Q328
	Q845729 P2534 " H^1(k,G)\rightarrow\prod_s H^1(k_s,G)" S143 Q328
	Q7431712 P2534 " (12) \ \Delta \theta_d = \frac{\lambda}{\nu}\Delta f" S143 Q328
	Q5464265 P2534 " \text{Fold Equity}\, = \text{likelihood that opponent folds } * \text{ gain in equity if opponent(s) fold}" S143 Q328
	Q1048768 P2534 "S = \int_{t_i}^{t_f} L \, dt." S143 Q328
	Q1431214 P2534 "\mathcal{F}\{ w(t)\cdot \underbrace{\cos(2\pi 0 t)}_{1}\} = \mathcal{F}\{ w(t)\}." S143 Q328
	Q905855 P2534 "q_{max}\ = C_{min} (T_{h,i}-T_{c,i}) " S143 Q328
	Q17016415 P2534 "\rho_A = \sup_X \frac{\mathrm{cost}_A(X)}{\mathrm{cost}_{\mathrm{opt}}(X)}." S143 Q328
	Q7894169 P2534 "\frac{ds}{dt} = \frac{1}{r}" S143 Q328
	Q17153607 P2534 "Z(\mathbf{s}) = m(\mathbf{s}) + \varepsilon '(\mathbf{s}) + \varepsilon ''" S143 Q328
	Q7455422 P2534 "\forall s \in \Gamma(X, E_1) \quad \pi_2 \circ \tau \circ s = \pi_1 \circ s = \text{id}_X," S143 Q328
	Q190382 P2534 " W_{PPT}=\|C_{n^{}l^{}}\|^{2}\sqrt{\frac{6}{\pi}}f_{lm}E_{i}(2(2E_i)^{\frac{3}{2}}/F)^{n^{*2}-\|m\|-3/2}(1+\gamma)^{2})^{\|m/2\|+3/4}A_{m}(\omega, \gamma)e^{-(2(2E_i)^{\frac{3}{2}}/F)g(\gamma)} " S143 Q328
	Q3115494 P2534 "-(x-1)^5 (x^2-x-10) (x^2+3 x+1)^2.\ " S143 Q328
	Q27670 P2534 " p(a_1, a_2, \ldots, a_n, x_1, x_2, \ldots, x_m)=0 ." S143 Q328
	Q17120636 P2534 "I = k (n \cdot L)" S143 Q328
	Q900515 P2534 "H = \frac{kT}{Mg}" S143 Q328
	Q3726543 P2534 "L = \frac{\rho^2 + \lambda^2 \operatorname{Var}(S)}{2(1-\rho)}" S143 Q328
	Q2550445 P2534 "{2p-1 \choose p-1} \equiv 1 \pmod{p^4}," S143 Q328
	Q5165475 P2534 "\Delta P = \frac{ 2 \gamma^\circ} {R} " S143 Q328
	Q17083563 P2534 " V(b,w) = r(b,w) + p(b,w) V(b+1,w+1) + (1-p(b,w))V(b+1,w)" S143 Q328
	Q389813 P2534 "1 + \frac{24}{60} + \frac{51}{60^2} + \frac{10}{60^3} = \frac{30547}{21600} = 1.41421\overline{296}." S143 Q328
	Q1458609 P2534 "t \mapsto \left( t - \tanh{t}, \operatorname{sech}\,{t} \right), \quad \quad 0 \le t < \infty." S143 Q328
	Q4703169 P2534 " Q_n(x;a,b;q) = \frac{(ab;q)_n}{a^n}{}_3\phi_2(q^{-n}, ae^{i\theta}, ae^{-i\theta}; ab,0; q,q)" S143 Q328
	Q3147828 P2534 " F(n+1,k)-F(n,k) = G(n,k+1)-G(n,k)\, " S143 Q328
	Q841249 P2534 "\mathbf{E} = \nabla \mathbf{V}\," S143 Q328
	Q6918637 P2534 " e^{x(\sqrt{1-t^2}-1)/t}=\sum_n s_n(x) t^n/n!." S143 Q328
	Q7301291 P2534 " p_t = p_0 + \int_0^t \sigma_s dB_s ," S143 Q328
	Q43478 P2534 " \frac{dN}{dt}=rN\left(1 - \frac{N}{K}\right) \qquad \!" S143 Q328
	Q1635026 P2534 "\hat{H}_v(t)\|\Psi(t)\rangle=i\frac{\partial}{\partial t}\|\Psi(t)\rangle." S143 Q328
	Q5156606 P2534 " \qquad z_{n+1} = z_n^2 " S143 Q328
	Q164321 P2534 "c^2 = a^2 + b^2 - 2ab\cos\gamma," S143 Q328
	Q4391254 P2534 "V=\oplus_{n>0}V^n,\," S143 Q328
	Q7493717 P2534 "2 \pi \int_a^b x f(x) \mathrm{d}x" S143 Q328
	Q4184790 P2534 "C=\sum_{i=1}^N(C_i \cdot f_i) ," S143 Q328
	Q7226241 P2534 "A \mapsto f(A)" S143 Q328
	Q17007445 P2534 "C_{ij} = (r_i- S_{ij}) (r_j - S_{ij} )" S143 Q328
	Q309479 P2534 " t = \frac{\overline{x} - \mu_0}{s/\sqrt{n}} " S143 Q328
	Q6701750 P2534 " \mathcal{D}(\mathit{k}) = \int_{0}^{\eta_0} \dot{\tau}e^{-[\mathit{k}/{\mathit{k}_\mathit{D}(\eta)}]^2}\; d\eta. <ref name=jungman24 />" S143 Q328
	Q18206146 P2534 "\delta = \dim_{Z/lZ} \text {Hom}_{Z_l[G]}(P, M)." S143 Q328
	Q175974 P2534 "P \propto \frac{1}{V}" S143 Q328
	Q7623450 P2534 " \Pr[\theta \in \mathrm{CI},\ \text{CI constructed}] \leq \Pr[\theta \in \mathrm{CI}] \leq \alpha" S143 Q328
	Q6484339 P2534 "H=\frac{1}{2}\int \left[\sum_i\left(\frac{\partial \mathbf{S}}{\partial x_i}\right)^{2}-J(\mathbf{S})\right]\, dx\qquad (1)" S143 Q328
	Q1571884 P2534 "d_c = \frac{1}{4} \sqrt \frac{\gamma A}{\pi} \approx 0.057 \sqrt \frac{\gamma V}{RT_{60}} ," S143 Q328
	Q6731529 P2534 "Z_\mu = \frac{\dot N}{\dot \Phi} = \frac{\dot {N}_m}{\dot {\Phi}_m} = z_\mu e^{j\phi}" S143 Q328
	Q5256258 P2534 " \{ (x, z) \ \| \ x \, (S \circ R) \, z \wedge \forall y \in Y \ (x \, R \, y \Rightarrow y \, S \, z) \}." S143 Q328
	Q5010970 P2534 "S = \frac{1}{2\pi} \int d^2x\, \sqrt{-g}\left\{ e^{-2\phi} \left[ R + 4\left( \nabla\phi \right)^2 + 4\lambda^2 \right] - \sum^N_{i=1} \frac{1}{2}\left( \nabla f_i \right)^2 \right\}" S143 Q328
	Q3713315 P2534 "\text{State (die result)} \quad 1 \quad 2 \quad 3 \quad 4 \quad 5 \quad 6" S143 Q328
	Q1238630 P2534 " \| \delta\mathbf{Z}(t) \| \approx e^{\lambda t} \| \delta \mathbf{Z}_0 \| \, " S143 Q328
	Q1003682 P2534 "M=\beta \cdot (\max{(\sum_{i=1}^{N}{Assets_i},\sum_{i=1}^{N}{Revenues_i})})^{\alpha} .\," S143 Q328
	Q1361092 P2534 "D = \sum_{i=1}^{n-1} (s_i-s_{i+1})^2" S143 Q328
	Q7632594 P2534 " \log_{10} \mbox{HEP} = a \,\mbox{SLI} + b" S143 Q328
	Q4958219 P2534 "(*)\qquad a_1x_1^r+\cdots+a_nx_n^r=0,\quad a_i\in K,\quad i=1,\ldots,n" S143 Q328
	Q6553384 P2534 " P(\textrm{spike}) \propto f(\mathbf{k} \cdot \mathbf{x})." S143 Q328
	Q7370335 P2534 "\vec P = \frac{d \vec \tau}{dt}" S143 Q328
	Q1008566 P2534 " P(z)= \alpha \prod_{i=1}^n (z-a_i) " S143 Q328Q679643 P2534 "\tau_{zx}=-\nu \frac{\partial \rho\upsilon_x }{\partial z}" S143 Q328
	Q7251454 P2534 "\phi=\phi_0 e^{\frac{-x}{\lambda_D}}" S143 Q328
	Q12345341 P2534 "Y_i=\frac{Z_i-a_i}{b_i}" S143 Q328
	Q1642858 P2534 "\sum_{i=0}^n \mbox{metaball}_i(x,y,z) \leq \mbox{threshold}" S143 Q328
	Q1794703 P2534 " z=\zeta+\frac{1}{\zeta}," S143 Q328
	Q867345 P2534 "f(a) = \min_{x \in R \setminus \{0\}} g(xa)" S143 Q328
	Q5067958 P2534 "\frac {\mathrm dy}{\mathrm dx} = \frac {\mathrm dy} {\mathrm du} \cdot\frac {\mathrm du}{\mathrm dx}." S143 Q328
	Q5532428 P2534 " GB(y;a,b,c,p,q) = \frac{\|a\|y^{ap-1}(1-(1-c)(y/b)^{a})^{q-1}}{b^{ap}B(p,q)(1+c(y/b)^{a})^{p+q}} \quad \quad \text{ for } 0<y^{a}< \frac{b^a}{1-c} , " S143 Q328
	Q858348 P2534 " \sin^2 x + \cos^2 x = 1 \;\!" S143 Q328
	Q5162960 P2534 "\frac{d \xi}{d t} + \nabla \cdot f(\xi) = 0" S143 Q328
	Q47577 P2534 "1,\;1,\;2,\;3,\;5,\;8,\;13,\;21,\;34,\;55,\;89,\;144,\; \ldots\;" S143 Q328
	Q5384238 P2534 "L^n,\ " S143 Q328
	Q6716125 P2534 " \alpha growth rate of fish in the absence of sharks (1/year)" S143 Q328
	Q6695334 P2534 "e(F(x,y)) = F(e(x), e(y)).\ " S143 Q328
	Q2597861 P2534 "s = \sqrt{\frac {\sum_{i=1}^n {\left ( x_i - \bar x \right )}^2}{n - 1}}." S143 Q328
	Q24883336 P2534 "OH=R\sqrt{2}," S143 Q328
	Q7208620 P2534 "{52 \choose 4} = 270,725" S143 Q328
	Q7625020 P2534 "\text{NSPACE}\left(f\left(n\right)\right) \subseteq \text{DSPACE}\left(\left(f\left(n\right)\right)^2\right)." S143 Q328
	Q15054312 P2534 "w_\mathrm{e} = \frac{\partial Q_\mathrm{e}}{\partial V}," S143 Q328
	Q18393178 P2534 "P^{(n)} = P^n R_P \cap R = \{ f \in R \mid sf \in P^n \text{ for some }s \in R - P \}.<ref>Here, by abuse of notation, we write I \cap R to mean the pre-image of ''I'' along the localization map R \to R_P.</ref>" S143 Q328
	Q4176366 P2534 " E(l) = \frac{6}{\pi^2} \sum_{l=1}^\infty \frac{1}{l} = \infty . \," S143 Q328
	Q178841 P2534 "\omega=360\sin\varphi\ ^\circ/\mathrm{day}" S143 Q328
	Q3983322 P2534 "s = vt - \begin{matrix} \frac{1}{2} \end{matrix} at^2" S143 Q328
	Q44649 P2534 "\{r_1x_1+\dots+r_nx_n \mid n\in\mathbb{N}, r_i\in R, x_i\in X\}.\," S143 Q328
	Q5097155 P2534 "\ \Lambda(x) = \lambda_0 + \lambda_1 x + \lambda_2 x^2 + \cdots + \lambda_t x^t " S143 Q328
	Q7167879 P2534 "\mathrm{(L)Fe^{n} + OIPh \longrightarrow (L)Fe^{n+2}O + IPh}" S143 Q328
	Q1152459 P2534 "P = 100\,\tan d\!" S143 Q328
	Q875744 P2534 "\displaystyle S(\boldsymbol q) = \int_a^b L(t,\boldsymbol q(t),\boldsymbol \dot{q}(t))\, \mathrm{d}t" S143 Q328
	Q678615 P2534 " R = {K \cdot 150}\ \text{kByte/s}" S143 Q328
	Q7206325 P2534 "\displaystyle \Beta(\alpha,\beta)=\int_0^1 t^{\alpha-1}(1-t)^{\beta-1} \, dt " S143 Q328
	Q3490369 P2534 "\forall X \, \forall Y \, ( \forall z \, (z \in X \leftrightarrow z \in Y) \rightarrow X = Y)." S143 Q328
	Q5160990 P2534 "\dot{X}^a = {X^a}_{;b} X^b" S143 Q328
	Q4955649 P2534 " \Delta (v)=1\otimes v+v\otimes 1 \quad \text{for all}\quad v\in V. " S143 Q328
	Q4822773 P2534 " \mathrm{pd}_R(M) + \mathrm{depth}(M) = \mathrm{depth}(R)." S143 Q328
	Q5454403 P2534 " B_t = \sum_{i=1} ^ {\infin} (1+r)^{-i} PB_{t+i} ," S143 Q328
	Q7293315 P2534 "S_\sigma = \sigma^\vee \cap \mathbb{Z}^d," S143 Q328
	Q4666730 P2534 "\sum_{n=0}^\infty f(n)= \int_0^\infty f(x) \, dx+ \frac 1 2 f(0)+i \int_0^\infty \frac{f(i t)-f(-i t)}{e^{2\pi t}-1} \, dt." S143 Q328
	Q1783478 P2534 "S=\{ s_n \}_{n\in\N}" S143 Q328
	Q102761 P2534 "{2\over21}+{1\over6}={4\over42}+{7\over42}={11\over42}" S143 Q328
	Q2862403 P2534 " m\leq (\rho_1+\rho_2) [K\mathbb{Q}]. \, " S143 Q328
	Q947396 P2534 "IL(\mathrm{dB}) = 10 \log_{10} {P_\mathrm T \over P_\mathrm R}" S143 Q328
	Q25303728 P2534 " \frac{\partial}{\partial t} (\rho k) + \frac{\partial}{\partial x_j} (\rho k u_j) = \frac{\partial}{\partial x_j} \left [ \left(\mu + \frac{\mu_t}{\sigma_k}\right) \frac{\partial k} {\partial x_j} \right ] + P_k + P_b - \rho \epsilon - Y_M + S_k " S143 Q328
	Q713069 P2534 " \theta C_K/{N_{L/K}(C_L)} \to \text{Gal}(L/K)^{\text{ab}}. " S143 Q328
	Q3363554 P2534 "q \ \stackrel{\mathrm{def}}{=}\ -\frac{\ddot{a} a }{\dot{a}^2}" S143 Q328
	Q3890369 P2534 "\sum_{m=1}^\infty x_m = s " S143 Q328
	Q21051250 P2534 "\mathbb{P} \left( \sum_{n = 1}^\infty X_n = + \infty \right) = 1," S143 Q328
	Q2992293 P2534 " M_K = \sqrt{\|D\|} \left(\frac{4}{\pi}\right)^{r_2} \frac{n!}{n^n} \ . " S143 Q328
	Q4902527 P2534 "PSL_2(\mathcal{O}_d)" S143 Q328
	Q497502 P2534 "F = [S - PV(Div)] \cdot (1 + r)^{(T-t)} \ " S143 Q328
	Q2537157 P2534 " T \;\! = \;\! {T^{a_1 \ldots a_r}}_{{b_1} \ldots {b_s}} \frac {\partial} {\partial x^{a_1}} \otimes \ldots \otimes \frac {\partial} {\partial x^{a_r}} \otimes dx^{b_1} \otimes \ldots \otimes dx^{b_s} " S143 Q328
	Q6557487 P2534 "LWP=\int_{z=0}^\infty \rho_{air} r_L dz'" S143 Q328
	Q5428743 P2534 " f = x^{11} + 2 x^9 + 2x^8 + x^6 + x^5 + 2x^3 + 2x^2 +1 \in \mathbf{F}_3[x]," S143 Q328
	Q1975075 P2534 "X[x,y]=x+\frac{ay'}{\sqrt {x'^2+y'^2}}" S143 Q328
	Q5384222 P2534 "AOP_m(x) = \sum_{i=0}^{m} x^i" S143 Q328
	Q25304192 P2534 " I = I_c \sin \Bigl({4 \pi e \over h} \int V dt \Bigr) " S143 Q328
	Q7236527 P2534 "\frac{\partial}{\partial x}(\rho u \phi)\,= \frac{\partial}{\partial x}\Gamma\frac{\partial \phi}{\partial x} " S143 Q328
	Q1426494 P2534 "S(\boldsymbol \beta) = \sum_{i=1}^m [y_i - f(x_i, \ \boldsymbol \beta) ]^2" S143 Q328
	Q5140577 P2534 " a_{11}x_1 + a_{12}x_2 + \cdots + a_{1n}x_n = b_1 \," S143 Q328
	Q60190 P2534 " \{ \phi , \lnot \phi \} \vdash \psi" S143 Q328
	Q12294298 P2534 "X_K = M - \mbox{interior}(N)." S143 Q328
	Q900770 P2534 "\Delta G_p(xy) = \Delta H_p(xy)-T\Delta S_p(xy)" S143 Q328
	Q7449423 P2534 "y=\sqrt{x} \, " S143 Q328
	Q1328722 P2534 " \int_{-\infty}^\infty f(t)\sin(2\pi \nu t) \,dt." S143 Q328
	Q5505098 P2534 " \det X_G = \prod_{j=1}^r P_j(x_{g_1},x_{g_2},\dots,x_{g_n})^{\deg P_j}" S143 Q328
	Q213385 P2534 " \sin y' - \sin y \approx (y' - y) \cos y for y' close to y, or in modern notation<ref name=sbrao2/>" S143 Q328
	Q4812191 P2534 "\lim_{n\rightarrow\infty} \frac{t(n)}{b(n)} < \infty." S143 Q328
	Q1338010 P2534 "X \perp\!\!\!\perp Y \,\|\, W or" S143 Q328
	Q3258532 P2534 "\sum_i{\left(\frac{1}{r} \frac{d \psi}{dr}\frac{\partial x_i}{\partial x_i}+x_i\frac{d \psi}{dr}\frac{\partial}{\partial x_i}\frac{1}{r}+\frac{x_i}{r}\frac{\partial}{\partial x_i}\frac{d\psi}{dr}\right)}" S143 Q328
	Q7861378 P2534 "-\frac{1}{n} \log p(X_1, X_2, \dots, X_n) \to H(X) \quad \text{ as } \quad n\to\infty" S143 Q328
	Q17006732 P2534 "Q=\frac{{D_{dir}}}{{D_{{dif}}}}" S143 Q328
	Q4351291 P2534 "\rho(x)\ddot u(x,t)=\int_R f(u(x',t)-u(x,t),x'-x,x)dV_{x'} + b(x,t)" S143 Q328
	Q17099034 P2534 " \alpha_H = a_1x_1 + a_2 x_2 + \cdots " S143 Q328
	Q4907706 P2534 " x=\frac{d(c-a\cos u\cos v)+b^2\cos u}{a-c\cos u \cos v} \ ," S143 Q328
	Q4976525 P2534 "\frac {\alpha_c} {\nu} = - \left(\frac {RT} {nF} \right) \left( \frac {\partial ln(\|I_{red}\|)} {\partial E}\right)_{T,p,c_{i,interface}}" S143 Q328
	Q7800797 P2534 "\Delta U = 4 \pi \, \mu" S143 Q328
	Q5642537 P2534 " S_{\Gamma_1}= S_{S_{\Gamma_0}} \, " S143 Q328
	Q1275730 P2534 "\mathbf{v} = \frac{d\mathbf{x}}{dt} = g(t)," S143 Q328
	Q6711218 P2534 "L(F, G) = \inf \{ \varepsilon > 0 \| F(x - \varepsilon) - \varepsilon \leq G(x) \leq F(x + \varepsilon) + \varepsilon \mathrm{\,for\,all\,} x \in \mathbb{R} \}." S143 Q328
	Q752732 P2534 "\beta_1(\alpha) = { \alpha^2 \over \pi} \left( -{11N \over 6} + {n_f \over 3} \right) " S143 Q328
	Q7979858 P2534 " \chi(gh) = \chi(g)\chi(h) for all ''g'', ''h'' in ''G''." S143 Q328
	Q18386386 P2534 "0\rightarrow \mathbb R\rightarrow X\rightarrow V\rightarrow 0. \,\!" S143 Q328
	Q6524797 P2534 "D(n) = \bigl(1+o(1)\bigr)\exp\left(\frac{\pi\sqrt{8\log n}}{\sqrt{3}\log\log n}\right)." S143 Q328
	Q4556320 P2534 "\langle F(x), y-x \rangle \geq 0\qquad\forall y \in \boldsymbol{K}" S143 Q328
	Q7595768 P2534 "f U \subset \mathbb{R}^n \to \mathbb{R}^n" S143 Q328
	Q287251 P2534 "\chi=V-E+F=2\ " S143 Q328
	Q7598402 P2534 "V=\sum_{i=1}^t c_i G_i , " S143 Q328
	Q1365124 P2534 " \Lambda = 4\pi n \lambda_D^3 " S143 Q328
	Q1824656 P2534 "\tan\left(\varphi_n\right)=\frac{1}{\sqrt{n}}." S143 Q328
	Q901428 P2534 "<math chem>\frac{1}{1-p^{n-1}}=1+(n-1)kt[\ce{COOH}]^{n-1}" S143 Q328
	Q1366201 P2534 " c = 1-{6\over m(m+1)} = 0,\quad 1/2,\quad 7/10,\quad 4/5,\quad 6/7,\quad 25/28, \ldots" S143 Q328
	Q24965333 P2534 "u_A(y_A) = y_A^2" S143 Q328
	Q2558473 P2534 "\, \varphi_{tt}- \varphi_{xx} + \sin\varphi = 0." S143 Q328
	Q7924649 P2534 "\left(0, 1, 2, 3, 4\right)" S143 Q328
	Q578985 P2534 "X_n = \frac{1}{n}\sum_{i=1}^n Y_i\,," S143 Q328
	Q657936 P2534 " \tau = {F \over A}," S143 Q328
	Q1048264 P2534 " \zeta_A(s) = \frac{1}{a_1^s}+\frac{1}{a_2^s} +\cdots" S143 Q328
	Q3686828 P2534 " g_n < \sqrt{p_n}\, ." S143 Q328
	Q2053930 P2534 "GF(p^2) \cong \{x_1 \alpha + x_2 \alpha^p x_1, x_2 \in GF(p)\}." S143 Q328
	Q748695 P2534 " I = I_0 \cos^2 \theta_i," S143 Q328
	Q8075618 P2534 "\left( f_{1},f_{2}\right) =\int d\Gamma\rho _{0}\left( \Gamma\right) f_{1}\left(\Gamma\right) f_{2}\left( \Gamma\right)," S143 Q328
	Q2908441 P2534 "\lim_{h\to 0}\frac{f(a+h) - f(a)}{h} = {+\infty}\quad\text{or}\quad\lim_{h\to 0}\frac{f(a+h) - f(a)}{h} = {-\infty}." S143 Q328
	Q1022829 P2534 "fg-gf=i(f,g) \, " S143 Q328
	Q1074013 P2534 " \mathbf{H} is the [[magnetic field]], which Maxwell called the "''magnetic intensity''"." S143 Q328
	Q5199271 P2534 "\frac{dA(z)}{dz} = -j\gamma \left\| A(z)\right\|^2 A(z)" S143 Q328
	Q7577104 P2534 "IS= SM, \quad IG= 2 \cdot GS, \quad MG= 2\cdot IG." S143 Q328
	Q5156925 P2534 " \frac{a}{\sin A} = \frac{b}{\sin B} = \frac{c}{\sin C} " S143 Q328
	Q1022422 P2534 " K_{0(NC)} = 1 - \sin \phi ' \ " S143 Q328
	Q2142454 P2534 "\nabla T = \omega\otimes T. \, " S143 Q328
	Q7649514 P2534 " V=\frac{1}{\sqrt{aa^{\dagger}}}a," S143 Q328
	Q3555599 P2534 "\kappa=\sum_{k=1}^N p_k(\chi_k)^2 - \bigl(\sum_{k=1}^N p_k\chi_k\bigr)^2" S143 Q328
	Q17013331 P2534 " 1 \le x \le 10 " S143 Q328
	Q5148629 P2534 "E = hf = \frac{hc}{\lambda} \,\! " S143 Q328
	Q2720568 P2534 " \frac{V_\text{out}}{V_\text{in}} = -\frac{R_\text{f}}{R_\text{in}} " S143 Q328
	Q207122 P2534 "N = \frac{V_s \times c \times r_s}{n_r} " S143 Q328
	Q25098650 P2534 "S_\sigma = \sigma^\vee \cap \mathbb{Z}^d," S143 Q328
	Q5277974 P2534 "S,T C^{\mathrm{op}}\times C\to X," S143 Q328
	Q5156556 P2534 "n\ge\psi(r_1,\ldots,r_k,l,K)" S143 Q328
	Q1918846 P2534 "\max_{w(\cdot)} E\left[ y(\hat{e}) - w(y(\hat{e}))\right]" S143 Q328
	Q25111870 P2534 "\|T_0^L\| + \|T_0^R\| = \|T_2^L\| + 1 + \|T_2^R\| + 1 = (\|T_2^L\| + \|T_2^R\| + 1) + 1" S143 Q328
	Q7142815 P2534 "V_{ij} = V_{sel} - V_{on\|off}" S143 Q328
	Q183406 P2534 "Q_{\rm next} = T \oplus Q = T\overline{Q} + \overline{T}Q (expanding the [[XOR gate\|XOR]] operator)" S143 Q328
	Q2607895 P2534 "v = \frac {120f}{p}\," S143 Q328
	Q7540145 P2534 " \mathrm{Slerp}(p_0,p_1; t) = \frac{\sin {[(1-t)\Omega}]}{\sin \Omega} p_0 + \frac{\sin [t\Omega]}{\sin \Omega} p_1." S143 Q328
	Q17502105 P2534 "\inf(S) = -\sup(-S)," S143 Q328
	Q19603577 P2534 " \operatorname{tanhc}(z)=\frac {\tanh(z) }{z}" S143 Q328
	Q6715364 P2534 "\vec F_{mag} = q\vec v \times B" S143 Q328
	Q2493651 P2534 " V(\mathbf{r}) = \frac{-k}{r}," S143 Q328
	Q6119642 P2534 "\frac{d}{dx}(x!) = \frac{d}{dx}\Gamma(x+1) = x!\cdot\left( - \gamma + \sum_{k=1}^x\frac{1}{k} \right), " S143 Q328
	Q1426580 P2534 " \mathbf S(p) = \begin{bmatrix} s_{11} & s_{12} \\ s_{21} & s_{22} \end{bmatrix} " S143 Q328
	Q17105426 P2534 "H=H_\mathrm{sys}(\mathbf{Z})+\frac{1}{2}\sum_n\left((p_n-\kappa_nX)^2+\omega_n^2q_n^2\right)\,," S143 Q328
	Q4849964 P2534 "\sum_{j \in S\setminus \{i\}} \pi_i q_{ij} = \sum_{j \in S\setminus \{i\}} \pi_j q_{ji}." S143 Q328
	Q5923204 P2534 "dr_t = \theta_t\, dt + \sigma\, dW_t" S143 Q328Q6390903 P2534 "\Sigma_{SFR} \propto (\Sigma_{gas})^n." S143 Q328
	Q6493038 P2534 "\Theta_{00}={4\lambda \over \pi D_{00}}, (1)" S143 Q328
	Q7605496 P2534 "(1-a)(1-b)(1-c)(1-d)+a+b+c+d \geq 1. \, " S143 Q328
	Q4878586 P2534 "U C \to D" S143 Q328
	Q3745558 P2534 " \beta = \mathcal{V}Bd <ref>{{Harvnb\|Hedin\|2002\|p=16}}</ref>" S143 Q328
	Q900431 P2534 "V_f = \frac{4}{3}\pi p_{f}^3(\vec{r})" S143 Q328
	Q575710 P2534 " \iint_R \|N_u \times N_v\| \ du\, dv = \iint_R K\|X_u \times X_v\| \ du\, dv = \iint_R K \ dA" S143 Q328
	Q5332931 P2534 " \cdots \to \Omega^2 B \to \Omega F \to \Omega E \to \Omega B \to F \to E \to B \, " S143 Q328
	Q1234054 P2534 "V - E + F = 2 - 2g" S143 Q328
	Q7520663 P2534 "R=\frac{B - A - C}{A +C/2}" S143 Q328
	Q17028374 P2534 "\cosh\frac ak = \cosh\frac bk \cosh\frac ck - \sinh\frac bk \sinh\frac ck \cos\alpha, \," S143 Q328
	Q236813 P2534 " \frac{1}{p} + \frac{1}{q} > \frac{1}{2} Polyhedron (existing in Euclidean 3-space)" S143 Q328
	Q724409 P2534 " 0.123\ldots k0123\ldots k0123\dots = \dot0.123\ldots\dot{k}, \, " S143 Q328
	Q17099348 P2534 "f_{k-1} \le \sum_{i=0}^{d/2} {}^* \left( \binom{d-i}{k-i}+\binom{i}{k-d+i} \right) \binom{n-d-1+i}{i}," S143 Q328
	Q7783130 P2534 "\Delta H = \Delta G + T\Delta S &nbsp;&nbsp;&nbsp;(2)" S143 Q328
	Q822905 P2534 "f(x;c,k) = ck\frac{x^{c-1}}{(1+x^c)^{k+1}}\!" S143 Q328
	Q188603 P2534 "h={{2 \gamma \cos{\theta}}\over{\rho g r}}," S143 Q328Q6931869 P2534 "V_p = 1.16 V_s + 1.36" S143 Q328
	Q188321 P2534 "U(r_0) = \frac {U_0 e^{ikr_0}}{r_0} " S143 Q328
	Q735071 P2534 "N_2=\frac{4n}{2m+2n-mn}" S143 Q328
	Q1811 P2534 "A = {\cot\alpha}." S143 Q328
	Q17008754 P2534 "g^{(1)}( \mathbf{r}_1,t_1;\mathbf{r}_2,t_2)= \frac{\left \langle E^*(\mathbf{r}_1,t_1)E(\mathbf{r}_2,t_2) \right \rangle}{\left [ \left \langle\left \| E(\mathbf{r}_1,t_1)\right \|^2 \right \rangle \left \langle \left \|E(\mathbf{r}_2,t_2)\right \|^2 \right \rangle \right ]^{1/2}}" S143 Q328
	Q1347059 P2534 " \mbox{epi} f = \{ (x, \mu) \, \, x \in \mathbb{R}^n,\, \mu \in \mathbb{R},\, \mu \ge f(x) \} \subseteq \mathbb{R}^{n+1}." S143 Q328
	Q17099729 P2534 "\mathbf{L} = \mathbf{x}\times \mathbf{p}" S143 Q328
	Q1077811 P2534 "\forall x \, \exists y \, \forall z \, [z \in y \iff \forall w \, (w \in z \Rightarrow w \in x)]" S143 Q328
	Q7825025 P2534 "TC(F(\R^m,n))=\begin{cases} 2n-1 & \mathrm{for\,\, {\it m}\,\, odd} \\ 2n-2 & \mathrm{for\,\, {\it m}\,\, even.} \end{cases}" S143 Q328
	Q13824 P2534 "v_\mathrm{p} = \frac{\lambda}{T}." S143 Q328
	Q6403067 P2534 "vL[u]-uL^*[v]=\nabla \cdot \boldsymbol M, \ " S143 Q328
	Q7558273 P2534 " \frac{\partial^2 \Delta \rho}{\partial t^2} = \frac{\partial}{\partial x} \left[\left(c_0^2 + p\Delta \rho + q\Delta \rho^2\right)\frac{\partial \Delta \rho}{\partial x}\right] - h\frac{\partial^4 \Delta\rho}{\partial x^4}, " S143 Q328
	Q621461 P2534 "\forall a, b \in X(a R b \Leftrightarrow b R a)" S143 Q328
	Q906979 P2534 "\tau = \frac {K \lambda}{\beta \cos \theta}" S143 Q328Q19803823 P2534 "V_D = V_{DD} - I R \," S143 Q328
	Q5165467 P2534 "S_n(x^2;a,b,c)= {}_3F_2(-n,a+ix,a-ix;a+b,a+c;1).\ " S143 Q328
	Q6422663 P2534 " \left( (k+h)\partial_{z_i} + \sum_{j \neq i} \frac{\sum_{a,b} \eta_{ab} t^a_i \otimes t^b_j}{z_i-z_j} \right) \left \langle \Phi(v_N,z_N)\dots\Phi(v_1,z_1) \right \rangle = 0. " S143 Q328
	Q7265305 P2534 " V_{TBG} = V_c - V_m" S143 Q328
	Q5349492 P2534 "H_\ast(-)=H_\ast(-,k), H^\ast(-)=H^\ast(-,k)" S143 Q328
	Q5462119 P2534 " \mathbf{u}=\mathbf{u}(\mathbf{x},t)," S143 Q328
	Q1392559 P2534 " K = K_{0} \subset K_{1} \subset \cdots \subset K_{\infty}, " S143 Q328
	Q10290214 P2534 "\mathrm{P}(A) = \frac{\|A\|}{\|\Omega\|}\,\ \left( \text{alternatively}\ \Pr(A) = \frac{\|A\|}{\|\Omega\|}\right)" S143 Q328
	Q193466 P2534 " E=BL(V_{syn}-V_m) " S143 Q328
	Q5203328 P2534 "\nabla D_X \rightarrow End_K(M), v \mapsto \nabla_v" S143 Q328
	Q14057 P2534 " dS_t = (r_t-d_t) S_t\,dt + \sigma_t S_t\,dW_t ," S143 Q328
	Q17098372 P2534 " Q_{10}=\left( \frac{R_2}{R_1} \right )^{10/(T_2-T_1) }" S143 Q328
	Q893906 P2534 "E =- \frac{N_AMz^+z^- e^2 }{4 \pi \epsilon_0 r_0}\left(1-\frac{1}{n}\right)" S143 Q328
	Q653122 P2534 " l^3 R_{ssss} - ( L - s ) R_{ss} + R_s - \pi ( R ) = 0 " S143 Q328
	Q986694 P2534 "\|x-y\| = 2^{-\nu(x-y)}" S143 Q328
	Q253011 P2534 "\mathbf{F}_\mathrm{rad} = \frac{\mu_0 q^2}{6 \pi c} \mathbf{\dot{a}} = \frac{ q^2}{6 \pi \epsilon_0 c^3} \mathbf{\dot{a}}" S143 Q328
	Q7199573 P2534 "\frac{G^{ex}}{W_wRT} = f(I) +\sum_i \sum_j b_ib_j\lambda_{ij}(I)+\sum_i \sum_j \sum_kb_ib_jb_k\mu_{ijk}+\cdots" S143 Q328
	Q25111527 P2534 "\dot\epsilon = {A_n} \frac{Db^3\sigma}{d^2kT}" S143 Q328
	Q6553416 P2534 "\max_{a\in A}C(a,f(a))" S143 Q328
	Q185837 P2534 "A \cap B = \{ x x \in A \,\land\, x \in B\}" S143 Q328Q5357989 P2534 "\rho=2 \pi a \frac {V}{I} " S143 Q328
	Q7392567 P2534 " dX_t =\left(rU_t\sqrt{1-X_t} - \delta X_t\right)\,dt+\sigma(X_t)\,dz_t, \qquad X_0=x." S143 Q328
	Q129096 P2534 "E_0 \left[\sum_{t=0}^\infty \beta^t U(c_t)\right]" S143 Q328
	Q7248328 P2534 "\phi \colon C\nrightarrow D, " S143 Q328
	Q947922 P2534 "y'(t)=f(t,y(t)),\qquad y(t_0)=y_0." S143 Q328
	Q855282 P2534 "G = \beta(2) = \sum_{n=0}^{\infty} \frac{(-1)^{n}}{(2n+1)^2} = \frac{1}{1^2} - \frac{1}{3^2} + \frac{1}{5^2} - \frac{1}{7^2} + \cdots \!" S143 Q328
	Q995671 P2534 " 01(01)^* \cup 100^* " S143 Q328
	Q1670367 P2534 " s=x^2+y^2 < 1, \," S143 Q328
	Q45343 P2534 " q= - \kappa \nabla T " S143 Q328
	Q567843 P2534 "H(x,y) = (h(x), h(y)). \, " S143 Q328
	Q1614464 P2534 " \partial_{x_n}f = A_1(x,f) \partial_{x_1} f + \cdots + A_{n-1}(x,f)\partial_{x_{n-1}}f + b(x,f)\, " S143 Q328
	Q1039038 P2534 "\alpha_k = \frac{1}{2 \pi}\int_0 ^{2 \pi} e^{-ikt}\,d \mu(t)." S143 Q328
	Q4138816 P2534 "U \subset{\mathbb{R}}^n " S143 Q328
	Q7278773 P2534 " 1 = g_0(x_0,x_1,\dots,x_n) (1 - x_0 f(x_1,\dots,x_n)) + \sum_{i=1}^m g_i(x_0,x_1,\dots,x_n) f_i(x_1,\dots,x_n)" S143 Q328
	Q1407411 P2534 " A_1 < A_2 < \cdots < A_N. " S143 Q328
	Q330828 P2534 "b = \frac{\tbinom nt}{\tbinom kt} = \frac{n(n-1)\cdots(n-t+1)}{k(k-1)\cdots(k-t+1)}," S143 Q328
	Q25304510 P2534 "I_P (f) = \int L( f(x), y ) d P( x, y )" S143 Q328Q2017498 P2534 "X_K = M - \mbox{interior}(N)." S143 Q328
	Q13638877 P2534 " \lim_{x \to 0}\frac 0 x = 0 " S143 Q328
	Q932615 P2534 "S\ \overset{(1)}{\Rightarrow}\ E\ \overset{(2)}{\Rightarrow}\ (E+E)\ \overset{(2)}{\Rightarrow}\ ((E+E)+E)\ \overset{(3)}{\Rightarrow}\ ((i+E)+E)\ \overset{(3)}{\Rightarrow}\ ((i+i)+E)\ \overset{(3)}{\Rightarrow}\ ((i+i)+i)" S143 Q328
	Q2364111 P2534 "I = the (Air Quality) index," S143 Q328
	Q11944607 P2534 " <math display="inline"> \frac{h (\Delta \mathit{T})}{\Delta \mathit{T}}= \mathit{i}\, " S143 Q328
	Q7100077 P2534 " \mathbf S(p) = \begin{bmatrix} s_{11} & s_{12} \\ s_{21} & s_{22} \end{bmatrix} " S143 Q328
	Q1187906 P2534 " \text{net profit margin} = {\text{net profit}\over\text{revenue}}" S143 Q328
	Q917657 P2534 "f(x) = \sum\limits_{i=0}^n \alpha_i \chi_{A_i}(x)\, for all real numbers x" S143 Q328
	Q738328 P2534 "\{S\mid T\subseteq S\subseteq A\mbox{ and S totally ordered}\}" S143 Q328
	Q7559991 P2534 "\frac{1}{d}\left(N-\left(\frac{D}{N}\right)\right)," S143 Q328
	Q17146113 P2534 "W_i = W_i - (x_i - \mathrm{nearHit}_i)^2 + (x_i - \mathrm{nearMiss}_i)^2" S143 Q328
	Q17005680 P2534 " 0\to VY\to TY\to Y\times_X TX\to 0, \qquad\qquad (1)" S143 Q328
	Q18845097 P2534 "\begin{pmatrix}A&B\\ C&D \end{pmatrix}" S143 Q328
	Q25113079 P2534 "\\| u \\|_{X^{s, p}} = \left\\| \sum_{n \in \mathbb{N}} u_{n} e_{n} \right\\|_{X^{s,p}} = \left( \sum_{n = 1}^{\infty} n^{( \frac{p s}{d} + \frac{p}{2} - 1)} \| u_{n} \|^{p} \right)^{1/p}." S143 Q328
	Q2377336 P2534 " v_1\wedge\cdots\wedge v_k." S143 Q328
	Q6427427 P2534 "\mbox{(1) }\mathcal{K}\subset T\mathcal{K}" S143 Q328
	Q647631 P2534 " p_{n+1} - p_n < p_n^\theta, " S143 Q328
	Q7233271 P2534 " f(re^{i\theta})=\int_0^{2\pi} {1-r^2\over 1-2r\cos (\theta-\varphi) + r^2} \, d\mu(\varphi)." S143 Q328
	Q17098585 P2534 " S=\frac{-1}{6} \int d^{D}x (F_{\alpha\beta\gamma\mu}F^{\alpha\beta\gamma\mu}-3F_{\alpha\beta}F^{\alpha\beta})." S143 Q328
	Q4444341 P2534 "H = H_{\mathbf{Z}}\otimes_{\mathbf Z} {\mathbf C} = \bigoplus\nolimits_{p+q=n}H^{p,q}," S143 Q328
	Q615322 P2534 " \exists x (\forall y (F(y) \leftrightarrow y = x) \land G(x))" S143 Q328
	Q18465375 P2534 "P(d \to q)" S143 Q328
	Q1198874 P2534 "A=U D U^* \;" S143 Q328
	Q3527004 P2534 "s(\theta) = \frac{1}{2} a_0 + \sum_{k=1}^{m-1} \mathrm{sinc}\Bigl(\frac{k}{m}\Bigr)\cdot \left[a_{k} \cos \Bigl( \frac{2 \pi k}{T} \theta \Bigr) +b_k\sin\Bigl( \frac{2 \pi k}{T} \theta \Bigr) \right] , " S143 Q328
	Q1148012 P2534 "W = \{ u \in L^p ([0, T]; X_0) \| \dot{u} \in L^q ([0, T]; X_1) \}." S143 Q328
	Q7595728 P2534 " p_{X_j}(x)=f(x)," S143 Q328
	Q2099709 P2534 "\rho_P(r) = \bigg(\frac{3M}{4\pi a^3}\bigg)\bigg(1+\frac{r^2}{a^2}\bigg)^{-\frac{5}{2}}\,," S143 Q328
	Q6816983 P2534 "c (x, y, z) = \frac1{R}." S143 Q328
	Q589446 P2534 "\rho_i = \frac {m_i}{V}." S143 Q328
	Q5121678 P2534 " f(t,\theta) = \gamma(t) + r(t){\bold u}(t)\cos\theta + r(t){\bold v}(t)\sin\theta, \, " S143 Q328
	Q7812117 P2534 "\mathcal{L}=\frac{1}{2}\left[\left({\partial \phi \over \partial t},{\partial \phi \over \partial t}\right)-\left({\partial \phi \over \partial x}, {\partial \phi \over \partial x}\right)\right ]-{m^2 \over \beta^2}\sum_{i=1}^r n_i e^{\beta \alpha_i \cdot \phi}." S143 Q328
	Q6787868 P2534 "\det(\mathbf{A}+\mathbf{uv}^\mathrm{T}) = (1 + \mathbf{v}^\mathrm{T}\mathbf{A}^{-1}\mathbf{u})\,\det(\mathbf{A})\,." S143 Q328
	Q936614 P2534 "\Omega(n) = \sum a_i \qquad\mbox{if}\qquad n = \prod p_i^{a_i}." S143 Q328
	Q3132613 P2534 " s = \frac{v_t}{a}" S143 Q328
	Q5591862 P2534 "\mbox{Grade of Service}=\frac{\mbox{number of blocked calls}}{\mbox{number of offered calls}}\qquad(1)" S143 Q328
	Q5757952 P2534 " ddC_{2k-1}=\rho. \,\,\," S143 Q328
	Q5446406 P2534 "\binom{n}{k}_F = \frac{F_nF_{n-1}\cdots F_{n-k+1}}{F_kF_{k-1}\cdots F_1} = \frac{n!_F}{k!_F (n-k)!_F}" S143 Q328
	Q6693946 P2534 "\omega = [(\Omega_i\Omega_e)^{-1}+\omega_{pi}^{-2}]^{-1/2}," S143 Q328
	Q7132682 P2534 “V=w^3 \left (h/ \left (\pi w \right ) -0.142 \left (1-10^ \left (-h/w \right ) \right ) \right ),” S143 Q328
	Q12284196 P2534 “V=\frac{1}{6}\left\|\det\left[\begin{matrix}\mathbf{a}-\mathbf{b} \\ \mathbf{b}-\mathbf{c} \\ \mathbf{c}-\mathbf{d} \end{matrix}\right]\right\|.” S143 Q328
	Q1423258 P2534 “K = -e^2, \,“ S143 Q328
	Q898575 P2534 “h = s^2 - r^2,” S143 Q328
	Q1122555 P2534 “y=x\cot\frac{\pi x}{2a}.” S143 Q328
	Q2615625 P2534 “\mathbf{S} = \mathbf{\hat{n}}S” S143 Q328
	Q1423818 P2534 “d^2=R (R-2r) \,” S143 Q328
	Q877489 P2534 “AB^2 + AC^2 = 2(AD^2+BD^2).\,” S143 Q328
	Q1789863 P2534 “\frac{(xyz - 1)^2}{(xy + y + 1)(yz + z + 1)(zx + x + 1)}.” S143 Q328
	Q773862 P2534 “\left\{X\mid \frac{d(X,C)}{d(X,D)} = r\right\}.” S143 Q328
	Q2645130 P2534 “\left( x - a \right)^4 + \left( y - b \right)^4 = r^4” S143 Q328
	Q537518 P2534 “K = \sqrt{(s-a)(s-b)(s-c)(s-d) - \tfrac{1}{2} abcd [ 1 + \cos (\alpha+ \gamma) ]}.” S143 Q328
	Q739403 P2534 “b^2m + c^2n = a(d^2 + mn).\,” S143 Q328
	Q3497142 P2534 “PA+PB+PC\geq 2(PU+PV+PW),\,” S143 Q328
	Q4971339 P2534 "AP^{2}+CP^{2}=BP^{2}+DP^{2}.\," S143 Q328
	Q4942198 P2534 "\pi^2 (R-r)^2 \leq L^2-4\pi A. \," S143 Q328
	Q852183 P2534 "\frac{u \cdot a}{2} + \frac{s \cdot a}{2} + \frac{t \cdot a}{2} = \frac{h \cdot a}{2}" S143 Q328
	Q4903575 P2534 "\frac{1}{R-x}+\frac{1}{R+x}=\frac{1}{r}" S143 Q328
	Q7894145 P2534 "P = \ln(1 + \sqrt2) + \sqrt2 = 2.29558714939\dots" S143 Q328
	Q2222878 P2534 "\varphi = {1 + \sqrt{5} \over 2}" S143 Q328
	Q4903716 P2534 "V = \frac{2}{3} \pi R^2 H." S143 Q328
	Q3798421 P2534 "xyz=\frac{a}{b+c-a}\frac{b}{a+c-b}\frac{c}{a+b-c}" S143 Q328
	Q7682880 P2534 "\frac{(x'(t),\ y'(t))}{\|x'(t),\ y'(t)\|} = (\cos \varphi,\ \sin \varphi)." S143 Q328
	Q2131768 P2534 "S = bc \sin A = ac \sin B = ab \sin C \," S143 Q328
	Q164321 P2534 "c^2 = a^2 + b^2 - 2ab\cos\gamma," S143 Q328
	Q166154 P2534 "L = \{ \mathbf{u}+t\mathbf{v} \mid t\in[0,1]\}" S143 Q328
	Q2686383 P2534 "x=v\cos u, y=v\sin u, z=h(u) \," S143 Q328
	Q7963118 P2534 "x=v\cos u,\quad y=v\sin u,\quad z=c\sqrt{a^2-b^2\cos^2u}.\," S143 Q328
	Q4119065 P2534 "x=f(u)+vi(u),\quad y=g(u)+vj(u),\quad z=h(u)+vk(u) \," S143 Q328
	Q5280532 P2534 "\sum w_i \, d^2(X,P_i) = C." S143 Q328
	Q7244223 P2534 "\frac{3\sqrt{2}}{4} \approx 1.0606601." S143 Q328
	Q7887128 P2534 "r = \sqrt {x^2 - y^2} ." S143 Q328
	Q11518 P2534 "a^2 + b^2 = c^2 ," S143 Q328
	Q203425 P2534 "x^2 + y^2 = 1." S143 Q328
	Q5318397 P2534 "2^{-k}\mathbf{Z}^n= \left \{2^{-k}(v_1,\dots,v_n)v_j \in \mathbf{Z} \right \}" S143 Q328
	Q17099260 P2534 "\left\{(x, y) \in R^2 \sum_{i=1}^n \sqrt{(x-u_i)^2 + (y-v_i)^2} = d\right\}." S143 Q328
	Q17020898 P2534 "a a ^\prime + b b^\prime + c c^\prime = 2K." S143 Q328
	Q2226868 P2534 "h=\sqrt{pq}" S143 Q328
	Q17008156 P2534 "\dot{x} = A x + B u \," S143 Q328
	Q2121861 P2534 "\gamma(t)=\begin{pmatrix}x(t)\\y(t)\end{pmatrix}=\begin{pmatrix}\frac{2a}{\pi} t\cot(t)\\\frac{2a}{\pi} t\end{pmatrix}" S143 Q328
	Q17008946 P2534 "c^2 = a^2 - ab + b^2." S143 Q328
	Q19598250 P2534 "\phi_U \pi^{-1}(U) \to U \times \mathbf{R}^n" S143 Q328
	Q20278711 P2534 "x^4+c_1x^3y+c_2x^2y^2+ c_3xy^3+c_4y^4+c_5x^3+c_6x^2y+c_7xy^2+c_8y^3+c_9x^2+c_{10}xy+c_{11}y^2+c_{12}x+c_{13}y+c_{14}=0," S143 Q328
	Q7133114 P2534 "A_{ABDE}+A_{ACFG}=A_{BCLM}" S143 Q328
	Q25304548 P2534 "G_B = (3/2)G_A." S143 Q328

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