正态分布（Normal distribution），又称为常态分布或高斯分布，通常记作X~N（μ ,σ²）。其中， μ是正态分布的数学期望（均值）， σ²是正态分布的方差。μ = 0,σ = 1的正态分布被称为标准正态分布。正态分布的概率密度函数显示为典型的钟形曲线，这一形状类似于寺庙中的大钟，因此也常被称为钟形...
I have a very rough strategy to prove the conjecture, that is inspired by the Nash embedding theorem. I just mean if we consider the problem in this frame dG−H(Sn,Sm)=infM,g,f(dM(f(Sn),g(Sm))) then the difficult is the deformation space of M,g,f is too large. so the fi...
The following lemma gives some nyctalopic orders that will be used in the proof of the main theorem. Lemma 3.3 Let S be a minimal zero-sum sequence over 〚〛〚−m,n〛 with ‖S‖=l≥2. • Suppose that S contains a subsequence s(−t)ky, where 〚〛s∈〚1,n〛 ...
不可克隆定理(no-cloning theorem)是量子力学区别于经典力学的本质特征之一。该定理指出,我们无法精确地复制一个未知的任意量子态。在允许输出态的两个子系统之间存在关联的条件下,不可克隆定理可推广为不可广播定理(no-broadcasting theorem)...
long mm[500000]; void init(ll n, ll k) { mm[1] = 1; for (ll i =2;
For the proof, consult Helmholtz’s theorem for vector functions by Peter Young. Therefore, the only solution is ∇θ=0∇θ=0 which means that θθ has a spatially uniform profile everywhere! Therefore, it is clear that in the Coulomb gauge ∇θ=0∇θ=0...
die Reformulierung des kategorischen Imperativs von Immanuel Kant in Form einer „Diskursethik“. „Faktizität und Geltung“ stellt den Versuch dar, diese und andere gesellschaftstheoretischen und philosophischen Theoreme in ein normatives Modell des Staates einzubinden. ...
The authors would like to thank Luca Battistella, Francesca Carocci, Renzo Cavalieri, Andy Fry, Leo Herr, Giovanni Inchiostro, Navid Nabijou, Dhruv Ranganathan, and Jonathan Wise for helpful and interesting conversations, and David Smyth for suggesting a key step in Theorem2.9. ...
s-m-n定理（s-m-n theorem）是2018年全国科学技术名词审定委员会公布的计算机科学技术名词，出自《计算机科学技术名词 》第三版。定义 定理如下：给定一个m+n元可计算函数f(;)，存在一个m元可计算函数s使对一切;；f(;)=( )，这里e是编码为的图灵机计算的函数。定理说明多元可计算函数的一部分输入可以作为...