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===Preparation of uniform quantum superposition states when <math>N = 2^n</math> === {{further|Quantum gate#Hadamard gate}} For an <math>n</math>-qubit system...

ds</math>. }} === Volterra integral equations in <math>\mathbb{R}^{2}</math>=== A Volterra Integral equation of the second kind can be expressed as...

[[Convex_hull#Functions|convex hull]]. ==Definition== ===Definition in <math>\mathbb{R}</math>=== Let <math>I \sub \R</math> be an [[Interval (mathematics)|interval]]...

<math>\kappa_1=\operatorname{E}X</math>. == Moments for the case of integer <math>\nu</math> == When <math>\nu</math> is an integer explicit formulas for [[moment...

e\operatorname{Inv}(e, d)</math>. ==Kaprekar numbers for <math>F_{p, b}</math>== ===''b'' = 4''k'' + 3 and ''p'' = 2''n'' + 1=== Let <math>k</math> and...

by the [[AGT correspondence]]. ==Naming confusion for <math>c \leq 1 </math> == Liouville theory with <math>c\leq 1</math> first appeared as a model...

Solovay-Kitaev(Gate <math>U</math>, depth <math>n</math>)'' ''if (<math>n</math> == 0)'' ''Return Basic Approximation to <math>U</math>'' ''else'' ''Set...

<math>\psi_l</math>. ===Case 1: <math>(x^{q^{2}}, y^{q^{2}}) \neq \pm \bar{q}(x, y)</math>=== By using the [[Elliptic curves#The group law|addition formula]] for the...

name= nielchuan />{{rp|253}} ===Estimating the value of <math>\theta</math>=== From here onwards, we follow the [[quantum phase estimation algorithm]]...

d)</math>. ==== Identification of <math>(X, Y)</math> with <math>(Y, X)</math> ==== Although it is technically incorrect and an abuse of notation, this...

n_{\mathbf{k}_2}, n_{\mathbf{k}_3} ... n_{\mathbf{k}_l}, ...\right\rangle</math> === {| class="wikitable" |- ! Number of particles (N) !! Fermionic basis...

\varepsilon, \nu, \gamma</math> from <math>D l^a</math> and <math>\Delta n^a</math> ==== The two equations for the covariant derivative of a real null tetrad...

here]. == Results == === <math>K^{+}\rightarrow\pi^{+}\nu\overline{\nu}</math> === ==== 2016 Data ==== Results published: <ref> {{cite journal |author=E...

[[exponential random graph model|ERGM]]. ==The Erdős–Rényi model <math>G(n,m)</math>== In the canonical framework above, constraints were imposed on ensemble-averaged...

of in <math>GF(p^6)</math>. ===Arithmetic operations in <math>GF(p^2)</math> === Let ''p'' be a prime such that ''p''&nbsp;≡&nbsp;''2'' mod ''3'' and...

coordinate system]]. == Curves of constant <math>\sigma</math> and <math>\tau</math> == [[File:Bipolar sigma isosurfaces.png|right|280px]] [[File:Bipolar tau...

2011|accessdate=August 26, 2012}}</ref> == Generalization to <math>\mathbb{R}^d</math> == One generalization of this result to arbitrary dimension, <math>\mathbb{R}^d</math>...

dimensional time domain. === Multidimensional domain of <math>X(\cdot)</math> === The domain of <math> X(\cdot) </math> can be in <math> R^p </math>, for...

p^-}{f(x)} = L</math>. ==== Comparison with limits in <math>\mathbb{R}</math> ==== The definitions given above can be compared with the usual definitions...

\ldots, c_{n-k}(Q)] }{(c(T)c(Q) - 1)}.</math> == <math>\mathbf{Gr}(2,4)</math> == One of the classical examples analyzed is the Grassmannian <math>\mathbf{Gr}(2...