Parallel Achievement Research of Matrix Multiplication and Gauss-Jordan Elimination 矩阵乘法和高斯-约当消元法并行实现的研究
In this paper, two algorithms of inverse matrix by Gauss-Jordan method of pivot element elimination and theorems for these algorithms are given. 本文介绍用Gauss-Jordan主元素消去法求逆矩阵的算法及有关定理。
The linear equations were obtained from the non-linear equations using coefficients updating method. The solution of linear equations was obtained by Gauss-Jordan elimination technique. 用系数更新法将非线性离散方程组化为线性方程组,然后利用Gauss-Jordan消元法对线性方程组进行求解。