齐次方程组求解方法的改进

Improvement of Solution to Honogeneous Equation Set

在齐次方程组求解的过程中,初等行变换的运算过程有时显得并不简便.将初等列变换引用其中,可以起到简化运算的效果.对齐次方程求解方法的改进作了探讨并提出了需要注意的问题.

In the solving process of homogeneous equation set, the operational procedure for elementary line transformation is sometimes not simple and convenient as it seems to be. The quotation of the elementary row transformation into the operation yields the effect of simplification. This paper discusses the improvement of solution to honogeneous equation set and presents related problems for attention in the arithmetic process.