1.
A Code Distance Allocation Scheme in MIMO Systems
MIMO系统中的一种码距分配矩阵构造方案
2.
The Conditions of Unique Solution for Matrix Equations over Distributive Pseudolattices
分配伪格上矩阵方程(组)解唯一的条件
3.
The conditions of the existence of M-P inverse of matrices over distributive pseudolattices
分配伪格上矩阵M-P逆存在的条件
4.
FPGA implementation of configurable matrix inversion based on Cholesky decomposition
基于Cholesky分解的可配置矩阵求逆FPGA实现
5.
The Properties of M-P Inverse of Matrices over Distributive Pseudolattices
分配伪格上矩阵M-P广义逆的性质
6.
The {1,2}-Inverse of Matrices over Distributive Pseudolattices
分配伪格上矩阵的{1,2}-广义逆
7.
The Matrices of Permanent Per(A)=1 over Distributive Pseudolattices
分配伪格上积和式Per(A)=1的矩阵
8.
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
9.
Study on Area Target Allocation Method Using Sequential Matrix;
以有序矩阵进行对地攻击的面目标分配方法
10.
Random pair-wise key pre-distribution scheme based on LU matrix space
基于LU矩阵空间的随机对密钥预分配方案
11.
Idempotent - Hermite Matrix and Decomposition of Matrices;
幂等的Hemite矩阵与矩阵的分解
12.
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
13.
Conclusions of matrix order by using lump matrix;
利用分块矩阵讨论矩阵秩的几个结论
14.
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
15.
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。
16.
Design and implementation of a data distributor for multidimensional parallel sparse matrix on distributed-memory computing environments.
分散式记忆体环境下多维度平行稀疏矩阵资料分配器之研发。
17.
Gerschgorin Variations of Partitioned Matrices;
分块矩阵的Gerschgorin变分
18.
For EMS memory , the pointer is used that makes the defination of the array dynamic.
在内存分配中利用了指针，使得矩阵的定义实现了动态化。