The General Modulus-Based Synchronous Multi-Splitting Iteration Models for H<sub>+</sub>-Matrices Linear Complementarity Issues

More studies have been conducted on the synchronous multi-splitting iteration technique to improve its suitability for linear complementarity issues in today's fast-paced multiprocessor parallel computing settings. A new, general modulus-based synchronous multi-splitting iteration technique (GMSM method) is introduced. This technique extends previous approaches and boasts outstanding parallel computing capabilities. The convergence of the new technique is examined, and the findings on convergence are presented across various scenarios. These findings support some previous related findings.

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Published
2024-09-30
DOI
https://doi.org/10.1109/ddp64453.2024.00036
Primary Topic
Matrix Theory and Algorithms
Type
article
Field-Weighted Citation Impact
0.00

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article

The General Modulus-Based Synchronous Multi-Splitting Iteration Models for H+-Matrices Linear Complementarity Issues

Xue Qiu-fang, Aili Wang
Matrix Theory and Algorithms
article

The General Modulus-Based Synchronous Multi-Splitting Iteration Models for H+-Matrices Linear Complementarity Issues

Xue Qiu-fang, Aili Wang
article en

Abstract

More studies have been conducted on the synchronous multi-splitting iteration technique to improve its suitability for linear complementarity issues in today's fast-paced multiprocessor parallel computing settings. A new, general modulus-based synchronous multi-splitting iteration technique (GMSM method) is introduced. This technique extends previous approaches and boasts outstanding parallel computing capabilities. The convergence of the new technique is examined, and the findings on convergence are presented across various scenarios. These findings support some previous related findings.

Xi'an University of Technology (CN)
National Natural Science Foundation of China
Openalex Percentile: Top 69%
Matrix Theory and Algorithms
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