1.
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
2.
The ～*Congruence Class of the Solutions of Matrix Equations and Generalized Inverses of a Normal Matrix;
矩阵方程的合同类解与正规矩阵的广义逆
3.
Some Common Properties Among Invertible Matrix,Adjoint Matrix and Inverse Matrix
可逆矩阵及其伴随矩阵、逆矩阵的一些共同特性
4.
The Contragradient Transformation Model in Vector Group Orthogonalization(Matrix);
向量组(矩阵)正交化的合同变换模型
5.
The research for Simultaneous Diagonal matrix of Matrices
矩阵同时相似于对角矩阵问题的研究
6.
Compound Matrix and Its Application to Hermite Matrix
复合矩阵及其在Hermite矩阵中的应用
7.
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
8.
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
9.
A Necessary and Sufficient Condition for Matrix Congruent over a Commutative Principal Ideal Domain
交换主理想环矩阵合同的一个充要条件
10.
On the Cogradient Solving Question of Jordan Canonical and Transition Matrix;
矩阵Jordan标准形及过渡矩阵的同步求解问题
11.
The Researches on the Zero Matrices and Identity Matrices for Linear Expression of Idempotent Matrices
幂等矩阵线性组合表出零矩阵和单位矩阵的研究
12.
The conditions of simultaneous diagonalization of two matrices are given.
给出两个矩阵同时合同对角化与同时相似对角化的一些条件。
13.
Some Properties on Additive CompoundMatrices of Some Special Class of Matrices;
一些特殊类型矩阵的加性复合矩阵的性质(英文)
14.
The Derivation and Application of the Inverse of the Covariance Matrix in Portfolio Analysis;
投资组合中协方差矩阵的逆矩阵的推导及应用
15.
A sign pattern matrix is a matrix whose entries are from the set {1,-1,0}.
符号模式矩阵是指元素取自集合 { 1,- 1,0 }的矩阵。
16.
A Rank Equality of Matrix and the Generalizations of Equality for Involutory Matrices
一个矩阵秩恒等式与对合矩阵秩等式的推广
17.
Determinants of Vandermonde-like and Confluent Vandermonde Matrices
范德蒙类矩阵与合流范德蒙矩阵的行列式
18.
The stiffness matrix of the assemblage of elements is then generated in the same way as in the case of frames.
然后，按框架情况的相同方法建立诸单元组合体的刚度矩阵。