Title of article
Convergence of Triple Accelerated Over-Relaxation (TAOR) Method for M-Matrix Linear Systems
Author/Authors
audu, khadeejah james federal university of technology - school of physical sciences - department of mathematics, Minna, Nigeria , yahaya, yusuph amuda federal university of technology - school of physical sciences - department of mathematics, Minna, Nigeria , adeboye, rufus kayode federal university of technology - school of physical sciences - department of mathematics, Minna, Nigeria , abubakar, usman yusuf federal university of technology - school of physical sciences - department of mathematics, Minna, Nigeria
From page
93
To page
101
Abstract
In this paper, we propose some necessary conditions for convergence of Triple Accelerated Over-Relaxation (TAOR) method with respect to 𝑀 − coefficient matrices. The theoretical approach for the proofs is analyzed through standard procedures in the literature. Some numerical experiments are performed to show the efficiency of our approach, and the results obtained compared favourably with those obtained through the existing methods in terms of spectral radius of their iteration matrices.
Keywords
TAOR method , 𝑀 , matrix , linear systems , Spectral radius , Convergence conditions
Journal title
IJO: Iranian Journal of Optimization
Journal title
IJO: Iranian Journal of Optimization
Record number
2728353
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