On the Convergence of Asynchronous Nested Matrix Multisplitting Methods for Linear Systems

Authors

  • Zhong-Zhi Bai
  • De-Ren Wang
  • D.J. Evans

Keywords:

Solution of linear systems, Asynchronous parallel iteration, Matrix multisplitting, Relaxation method, Convergence.

Abstract

A class of asynchronous nested matrix multisplitting methods for solving large-scale systems of linear equations are proposed, and their convergence characterizations are studied in detail when the coefficient matrices of the linear systems are monotone matrices and $H$-matrices, respectively.

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Published

2021-07-01

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Issue

Vol. 17 No. 6 (1999)

Section

Articles

How to Cite

On the Convergence of Asynchronous Nested Matrix Multisplitting Methods for Linear Systems. (2021). Journal of Computational Mathematics, 17(6), 575-588. https://global-sci.com/index.php/JCM/article/view/11343