初等矩阵,elementary matrix
1)elementary matrix初等矩阵
1.The brief proof is given for "row elementary operations keep the linear relationship of column vectors of matrix",by using multiplication of partitioned matrix and the relation betweenelementary matrix and elementary operation.利用初等矩阵与初等变换的对应关系及分块矩阵的乘法,给出矩阵的行初等变换不改变其列向量组的线性关系"的一个简易证明。
2.This paper analyzes the essence of method of completing suqare with matrix,utilizing the relationship between theelementary matrix and the elementary transformation.二次型化标准形常采用配方法,而二次型化标准形等价于它的矩阵合同对角化,文中利用初等矩阵和初等变换之间的关系。
3.From this point of view,we can concisely and intuitively introduce the multiplication principles ofelementary matrix and block matrix.用变量的线性替换解释矩阵乘法,由此可以简洁而且直观地导出初等矩阵和分块矩阵的乘法原理。
英文短句/例句
1.Application of elementary transformation on the bounds of nonnegative matrix;初等矩阵在界定非负矩阵perron根中的应用
2.On the Geometrical Significance and Teaching of Basic Elementary Matrix;基本初等矩阵的几何意义及其在教学中的运用
3.An Elementary Transformation Method for Computing the Generalized Inverse of Matrix;求λ-矩阵广义逆矩阵的初等变换法
4.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
5.Elementary Divisor of Characteristic Matrix of Matrix polynomial;矩阵多项式的特征矩阵的初等因子组
6.Solving a Kind of Multiplication of Matrix by Elementary Operation;利用矩阵的初等变换求一类矩阵的乘积
7.Mathematics Experiment on Matrix s Primary Transformation Based on MATLAB;MATLAB平台上矩阵初等变换的数学实验
8.Decomposing a Matrix into a Product of Two Full Rank Matrices:an Application of Elementary Matrix Operations初等变换的一个应用:矩阵的满秩分解
9.Applying Matrix Elementary Transformation for Inverse of Matrix Polynomial初等变换在矩阵多项式求逆中的应用
10.A Solution on General Inverse Matrix求矩阵广义逆的另一种初等变换方法
11.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
12.Re-discussing Applications of Elementary Transformation in Matrix computation;再谈初等变换法在矩阵计算中的应用(英文)
13.Applications of Elementary Transformation of Matrix in Linear Algebra;矩阵的初等变换在线性代数中的一些应用
14.A Note on the Paper On the Relationship of Elementary Transformations and the Decompositions of Invertible Matrix;关于《初等变换的关系及可逆矩阵的分解》的注记
15.Eigenvlue of A Matrix and Eigenvector of Matrix from Elementary Operation on Matrix;矩阵的初等变换法求特征值及特征向量
16.Elementary Transformation Proof of Matrix Order Three-in-one Theorem;关于矩阵秩三合一定理的初等变换证明
17.SEARCH OUT THE GREATEST COMMON DIVISOR OF A GROUP OF INTEGERS AND ITS COMBINATION BY MATRIX ELEMENTARY OPERATIONS;用矩阵初等变换求最大公因数及组合的方法
18.Non-numerical Modeling of Elementary Transformations of Matrix and Model"s Application Research矩阵初等变换的非数值建模及应用研究
相关短句/例句
primary matrix初等矩阵
3)elementary λ-matrix初等λ-矩阵
4)sub elementary次初等矩阵
1.It also riches the qualities of elementary and definitessub elementary from flick matrix.给出了初等矩阵的几个新的性质，初等矩阵与它的转置矩阵，伴随矩阵，幂矩阵之间的关系，丰富了初等矩阵的性质，同时给出了次初等矩阵的概念以及初等矩阵与次初等矩阵的关系定理等一系列结果。
5)elementary unitary matrix初等酉矩阵
6)elementary transformation of matrices矩阵初等变换
1.The two application ofelementary transformation of matrices to the number theory;矩阵初等变换在数论中的两个应用
延伸阅读
初等矩阵初等矩阵是指，由单位矩阵经过三种矩阵初等变换得到的矩阵。（1）交换矩阵中某两行（列）的位置；（2）用一个非零常熟乘以矩阵的某一行；（3）将矩阵的某一行（列）乘以常数k后加到另一行上去。三类初等矩阵都是可逆矩阵，即非异阵。三类初等矩阵的值是：（1）：-1（2）：k（3）：1
