1.
The Least-squares Problem of General-symmetrizable Matrices and General-antisymmetrizable Matrices;
广义可对称化矩阵和广义可反对称化矩阵最小二乘问题
2.
Inverse Problems and the Best Approximation of Several Symmetrizabble Matrics;
几类可对称化矩阵反问题及其最佳逼近
3.
The square matrix is called a diagonal matrix.
该方矩阵称为对角矩阵。
4.
The Least-squares Solution of the Inverse Problem for General-antisymmetrizable Matrix;
广义可反对称化矩阵反问题的最小二乘解
5.
Common Standard Form of Symmetry Matrix and Asymmetry Mabrix;
对称矩阵与反对称矩阵的合同标准形
6.
We call a matrix the generalized cyclic matrix if it can be written the product of a nonsingular diagonal matrix and a cyclic matrix.
可表为非奇异对角矩阵和循环矩阵乘积的矩阵，我们称其为广义循环矩阵。
7.
Possible Numbers of A in a Nonsingular Symmetric(a,b) Matrix
非奇异对称(a,b)矩阵中元素a的可能个数
8.
On the Diagonalization of Real Anti-Symmetric Matrix;
关于实反对称矩阵对角化问题的讨论
9.
Symmetric Positive Definite Matrices and the Determining Criterions for Non-singular GM-matrices
对称正定矩阵与非奇异GM-矩阵的判定
10.
The Study on Integrable Many-body System with Symmetric Lax Matrix;
关于对称Lax矩阵的可积多体问题的研究
11.
The base of primitive non-powerful symmetric sign pattern matrices with non-zero traces
迹非零的本原不可幂对称符号模式矩阵的基
12.
The Sufficient and Necessary Condition for Simultaneously Congruent Diagonalization of Two Symmetric Matrices;
两个对称矩阵一齐合同对角化的充要条件
13.
Some Features About Contragradient Transformation in Diagonalization of Symmetric Matrix;
合同变换在对称矩阵对角化中的几个特性
14.
Refined Arnoldi-Chebyshev Method for Large Unsymmetric Eigenproblems;
求解大型非对称矩阵特征问题的精化Arnoldi-Chebyshev方法
15.
Networks for which these matrices are symmetric are called reciprocal networks.
如果一个网络，它的这些矩阵都是对称的，则把它称为可逆网络。
16.
transform a matrix to a diagonal matrix.
把一个对角矩阵转化成对角矩阵。
17.
A sufficient condition of determination a real symmetry matrix into a positive definite matrix;
判定实对称矩阵为正定矩阵的一个充分条件
18.
The Symmetric Nonegative Definite Solutions of Linear Matrix Equation XA=B;
子矩阵约束下矩阵方程XA=B的对称非负定解