初等变换法在求解矩阵方程与线性方程组中的应用

Applications of Primary Transformation Solving Process to Matrix Equations and Linear Equations

讨论了在系数矩阵可逆的前提下 ,如何用初等变换的方法直接求解矩阵方程 ,使求解过程更简化 。

The way of solving matrix equation directly with primary transformation method is discussed with the premise of the matrix of coefficients being reversible, which makes the solving procedures more simple. A visualized primary transformation solving process to general linear equations is given in the meantime.