set of matrices矩阵组 positive matrices正矩阵 coefficient matrices系数矩阵 environmental matrices环境基质 precedence matrices上位矩阵 相似单词 matricesmatrix的复数形 multiplicationn. [U] 乘;相乘;增加 quasi multiplication拟乘法 最新单词 tug hire的中文翻译及音标拖船租金 ...
They are 3d matrices and I want to make them 4d in the future. I want to multiply vector(:,:,t) with the diagonal of matrix at time t and output vector(:,:,t+1). So in short... vector t multiplied by diag matrix t = vector t+1 vector t+1 multiplied by diag...
网络释义 1. 矩阵乘法 线性代... ... 矩阵( matrix)矩阵乘法(multiplication of matrices) 矩阵的初等变换( elementary transformation of matrices) ... hi.baidu.com|基于12个网页
set of matrices 矩阵组 positive matrices 正矩阵 coefficient matrices 系数矩阵 environmental matrices 环境基质 相似单词 matrices matrix的复数形 multiplication n. [U] 乘;相乘;增加 block n.[C] 1.大块;大块木料(或石料、金属、冰等);[blocks](儿童玩的)积木 2.阻碍行动的一伙人;障碍(物),阻...
DEVICE FOR MULTIPLICATION OF THREE MATRICES AND CALCULATION OF TWO-DIMENSIONAL DISCRETE FOURIER TRANSFORMFIELD: computer engineering. SUBSTANCE: device has L processing units, L combinatorial adders, (L-1) register, L comparison units, L groups of OR gates, L groups of AND gates, NOR gate, ...
Wikipedia only outlines the textbook complexity of $O(nmp)$ for this operation. If $n \gg m$ and $p \gg m$, could we potentially decompose the matrices into $\lceil n/m \rceil × \lceil p/m \rceil$ square matrices for computation? Are there any other more general computational ...
I want to multiply several matrices of the same size with an inital vector. In the example below p.state is vector of m elements and tran.mat is list where each member is an m x m matrix. for (i in 1:length(tran.mat)){ p.state <- p.state %*% tran.mat[[i]] } The cod...
block multiplication of matrices 矩阵的分块乘法,矩阵的分块乘法,矩阵分块乘法,矩阵分块乘法相关短语 road bay (路面分块) 路面分仓 head restraint (汽车乘员) 头部保护装置 polyreflet (法) 多向反光长毛绒 caroset (法) 法兰绒 fauteuil (法) 扶手椅 galettes (法) 粗绢丝纺 salle (法) 大厅 creche (...
1. A processor comprising: fetch and decode circuitry to fetch and decode a sparse matrix multiplication (SMM) instruction having fields to specify locations of first, second, and output matrices, the second matrix being a sparse matrix, the fetch circuitry further to fetch and store elements of...
Let's assume my matrices A and B both start in the top left corner (A1) of Sheet 1 and 2. I created two box names 'A' and 'B' as follows: Insert/Name/Define Name: A Refers to: =OFFSET(Sheet1!$A$1,0,0,COUNT(Sheet1!$A:$A),COUNT(Sheet1!$1:$1)) Insert/Name/Define ...