摘要
讨论求解线性方程组的一种定常迭代法，该方法由Ｃｈｅｂｙｓｈｅｖ加速定常化得到，给出了方法收敛的充要条件和收敛速度。
A particular stationary iterative method which comes from Chebyshev acceleration method applied to the numerical solution of algebraic linear systems is studied. Some convergence conditions and the convergence rate of the method are built and how to select the related parameters is discussed.
出处
《中山大学学报论丛》
1996年第5期113-116,共4页
Supplement to the Journal of Sun Yatsen University
关键词
线性代数方程组
迭代法
收敛性
收敛速度
矩阵特征值
algebraic linear systems
iterative methods
convergence
convergence rate
matrix eigenvalues
