1.
Constructing Disjunct (Separable) Matrices and Studying the Properties;
disjunct矩阵和separable矩阵的构作及性质
2.
Research on Properties of Polynomial Bezoutian Matrix and Toeplitz-Bezout Matrix
多项式Bezout矩阵和Toeplitz-Bezout矩阵性质的研究
3.
The resulted judgment matrix is a weighted sum of the original judgment matrix and the completely consistent judgment matrix.
调整后的判断矩阵等于原判断矩阵和完全一致性矩阵的加权和。
4.
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
5.
The element siiffness matrix and the geometric stiffness matrix etc. are explicitly presented.
单元的刚度矩阵和几何刚度矩阵全部显式给出。
6.
Several New Methods for Judging Nonsingular H-matrices and Block H-matrices;
非奇异H-矩阵和块H-矩阵的几种判定方法
7.
Primes in the Doubly Stochastic Matrices and in the Doubly Stochastic Circulants;
双随机矩阵和双随机循环矩阵的素元研究
8.
Calculate the value of determinant using matrix and the multiplication of dividing matrix;
利用矩阵和分块矩阵的乘法计算行列式的值
9.
The decomposition of toeplize matrices and generaliz toeplize matrices;
托普勒兹矩阵和广义托普勒兹矩阵的分解
10.
Two Solutions on the Decomposition Matrix and Cartan Matrix of Group′s Representation
关于群表示的分解矩阵和Cartan矩阵的两个结论
11.
On Characteristics of(m,l)Rank-idempotent Matrix and(m,l)Idempotent Matrix
(m,/)秩幂等矩阵和(m,/)幂等矩阵的特性研究
12.
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。
13.
Fuzzy Constrained Matrix Games and Fuzzy Bimatrix Games
模糊约束矩阵对策和模糊双矩阵对策
14.
Estimation for Eigenvalues and Two Criteria for H-matrices
矩阵特征值的估计和H-矩阵的判定
15.
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
16.
mobility and hardship matrix
调动和艰苦条件矩阵表
17.
A matrix formed by interchanging the rows and columns of a given matrix.
转置矩阵通过使一个给定的矩阵的行和列互换而形成的矩阵
18.
Estimates for the Singular Values of Matrices and the Eigenvalues for Sum of Hermite Matrix;
矩阵奇异值的估计及两个Hermite矩阵之和的特征值