美 英 un.矩阵积 网络矩阵乘;矩阵的乘积 英汉 网络释义 un. 1. 矩阵积 释义: 全部,矩阵积,矩阵乘,矩阵的乘积
dot product一般表示为两个vector点积,结果为标量。 matrix product表示为两个matrix矩阵积,结果为矩阵。 matrix product可以理解为多个dot product; 而dot product也可以理解为一维matrix的matrix product。 https://www.quora.com/What-is-the-difference-between-dot-product-and-matrix-product...
matrix of scalar product 纯量积的(矩)阵 matrix (matrixes or matrices) 矩阵,矩阵 bordered matrix 加边矩阵 bounded matrix 有界矩阵 addressing matrix 编址矩阵 相似单词 matrix n. 1.【数学】矩阵 2.(人或社会成长发展的)社会环境,政治局势 3.线路网,道路网 4.【术语】基体,铸模 5.【计算机】...
dot product一般表示为两个vector点积,结果为标量。 matrix product表示为两个matrix矩阵积,结果为矩阵。 matrix product可以理解为多个dot product; 而dot product也可以理解为一维matrix的matrix product。 https://www.quora.com/What-is-the-difference-between-dot-product-and-matrix-product...
The dot product, also commonly known as the “scalar product” or “inner product”, takes two equal-length vectors, multiplies them together, and returns a single number. The dot product of two vectors a=[a1,a2,…,an] and b=[b1,b2,…,bn] is defined as a.b=∑i=1naibi=a1×b1+...
人们在介绍矩阵乘积态(Matrix product state, MPS)的时候,一般会说: “波函数是一系列矩阵的乘积,ok,这就是 MPS。” 但这样直接的数学构造并不能让一个 tasteful 的物理学家满意。 本文提供一份更物理的推导。 (0) Underlying virtual state 记一个一维格点系统的量子态为|ψ⟩, ...
其中,A[i]si表示关于位置i,态si的矩阵,d表示物理系统希尔伯特空间的维数。 由AKLT模型引出MPS(其实这节可以跳过) AKLT模型指的是自旋为1的反铁磁链,我们可以用共价键的来替代原本的自旋粒子。 给定两个自旋为1/2的粒子,当它们处于自旋单重态时变形成了共价键。
The Product Matrix table below provides information for Citrix products whose product lifecycle is governed bylifecycle phases. Productlifecycle milestonesinclude Notice of Status Change (NSC), End of Sale (EOS), End of Maintenance (EOM) and End of Life (EOL). ...
In undoped ribbons, the Hartree–Fock approximation gives several nearly degenerate local minimum states. The topologically ordered state with fractional charges is one of these local minimum states. Is it the true ground state? The importance of quantum correlations [1] beyond the HF approximation...
productdefine_common,@ohos/productdefine_common,N,N,N,N,N,N,N,Y,N,N,N,N,Y,N,Y,Y,Y,Y,Y,N,N,N,N,Y,Y,N,N,Y,Y,N,,Y,,Y,,,Y,Y, global_system_resources,@ohos/global_system_resources,N,Y,N,N,N,N,N,N,N,N,N,N,N,N,N,N,N,N,N,Y,Y,N,N,Y,Y,N,N,N,N...