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Research and application of Successive Over-Relaxation Iterative Algorithm

机译:连续过松迭代算法的研究与应用

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Successive Over-Relaxation Iterative Algorithm (hereinafter referred to as SOR Iterative Algorithm) is one of the effective methods for solving large-scale sparse matrix equation set, and one first order linear stationary iterative method. Starting with introduction to SOR Iterative Algorithm solving system of linear algebraic equations, this paper discusses astringency judgement conditions for SOR Iterative Algorithm and importance of selection of convergence factor, and provides MATLAB program of SOR Iterative Algorithm, linear equations; iterative algorithm; symmetric positive definite matrices
机译:连续的过度放松迭代算法(以下称为SOR迭代算法)是解决大规模稀疏矩阵方程集的有效方法之一,以及一个第一订单线性静止迭代方法。从介绍线性代数方程求解系统求解系统,本文讨论了SOR迭代算法的涩味判断条件,并提供了收敛因素的选择,并提供了SOR迭代算法的MATLAB程序,线性方程;迭代算法;对称正定矩阵

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