1.
Efficient algorithm of attribute reduction based on Skowron's discernibility matrix
基于Skowron分明矩阵的有效属性约简算法
2.
Using Block-Matrix to Prove a Few Matrix Properties;
用矩阵分块方法证明矩阵秩的一些性质
3.
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
4.
Idempotent - Hermite Matrix and Decomposition of Matrices;
幂等的Hemite矩阵与矩阵的分解
5.
Calculating Inverse Matrix of Partitioned Matrix with Generized Elementary Transformation;
用“广义初等变换”求分块矩阵的逆矩阵
6.
Conclusions of matrix order by using lump matrix;
利用分块矩阵讨论矩阵秩的几个结论
7.
The Representations for the Drazin Inverse of the Sum of Two Matrices and the Block Matrix
矩阵之和及分块矩阵的Drazin逆表达式
8.
Rectangle Description of Concept and the Rectangle Proof of Correlative Propositions
概念的矩阵化描述及相关定理的矩阵化证明
9.
Braces are used for the column matrices to distinguish them from rectangular matrices usually put in square brackets.
大括号用于列矩阵，以便使列矩阵与矩形矩阵区分开，矩形矩阵通常采用方括号。
10.
Gerschgorin Variations of Partitioned Matrices;
分块矩阵的Gerschgorin变分
11.
singular value decomposition of image matrix
影像矩阵的奇异值分解
12.
matrix spectrophotometry
矩阵换算分光光度法
13.
elasto-plastic matrix displacement analysis
弹塑性矩阵位移分析
14.
These are matrices that may be partitioned.
这是一些能分割的矩阵。
15.
The approach to get the decomposition of the Kronecker product of matrix;
求矩阵Kronecker积分解的方法
16.
As for the size of the rectangular array , under the same condi- tions, the resolution power of a 128X 128 array is better than that of a 64 X 64 array.
讨论； 就矩阵大小而言，128×128矩阵采集分辨能力优于64×64矩阵。
17.
Proof of Explicit LU Factorization of the Generalized Vandermonde Matrix by Using Symmetric Functions;
广义范德蒙矩阵的显式LU分解定理的构造法证明
18.
Finding the Inversion of Rational Fraction Matrix by Cayley-Hamilton Theorem Directly
用Cayley-Hamilton定理直接求有理分式矩阵的逆矩阵