1.
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
2.
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
3.
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
4.
The Lower Bound of the Determinant for Hadamard Product of an Inverse M-matrix and a Positive Definite Matrix;
逆M-矩阵与正定矩阵Hadamard乘积行列式的下界
5.
The number of rows or columns in a determinant or matrix.
行列数行列式或矩阵中行或列的数目
6.
A rectangular arrangement of quantities in rows and columns, as in a matrix.
数组量数横为行,纵为列的矩形排列,如矩阵中
7.
The second, a step length of rectifying judgment matrix is got through measure matrix.
每次修改判断矩阵的一对元素即可进行判断矩阵的修正。
8.
The 2.7 dimensional element, as a typical FDE, is studied with a B matrix and a Hessian matrix derived to it.
对2.7维单元进行了分析,推导出2.7维单元的B矩阵和Hessian矩阵。
9.
Calculated conciliate of vector and transition matrix in matrix space by elementary transformation of rows;
用行初等变换求矩阵空间中向量的坐标及过渡矩阵
10.
Diagonally Dominant,Determinant,Order Principal Matrix,Transpose Properties of Generalizations of-matrices
广义M-矩阵对角占优、行列式、转置及顺序主子矩阵的性质
11.
Returns the matrix determinant of an array
返回一数组所代表的矩阵行列式的值
12.
It is important to distinguish matrices from determinants.
将矩阵与行列式相区分是重要的。
13.
A matrix consisting of one column or one row is known as a vector.
由一列或一行构成的矩阵通称为向量。
14.
FROM PARTITION ROW(COLUMN)RULE TO PARTITION BROCK RULE OF MATRIX MULTIPLICATION
从矩阵乘法的分行(列)律到分块律
15.
Parallel ILU factorization Preconditioners for Symmetric M-matrix;
对称M矩阵的并行不完全分解预条件
16.
A computational method of determinant of self-conjugate quaternion matrice;
自共轭四元数矩阵行列式的计算方法
17.
On the Realization of Matrix Inversion and Determinant Solution by Use of Computer;
矩阵求逆及行列式求解的计算机实现
18.
Realizes the Parallel Computation of Matrix Multiplication with the Multi-threading(JAVA);
JAVA多线程实现矩阵乘法的并行计算