摘要
借助方阵可逆可以表示为有限个初等矩阵的乘积,及其矩阵的初等变换,给出了初等变换下的各种情形的一次线性矩阵方程的具体解法。
The characteristic of the phalanx reversible that it can be expressed as the product of finite elementary matrix,and the elementary transformation matrix,are used to give specific soluions of linear matrix equations under elementary transformation.
作者
常秀芳
CHANG Xiu-fang(School of Mathematics and Statistics,Shanxi Datong University,Datong,Shanxi 037003,China)
出处
《河北北方学院学报（自然科学版）》
2019年第3期7-10,共4页
Journal of Hebei North University:Natural Science Edition
关键词
初等行变换
初等列变换
初等矩阵
一次线性矩阵方程
矩阵方程的解
elementary row transformation
elementary column transformation
elementary matrix
linear matrix equation
matrix equation solution
