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An Effective Preconditioned AOR Iterative Method

Han Hai-shan

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Abstract

A new preconditioned matrix is proposed and the convergence of the new preconditioned AOR iterative method is discussed.The new comparison theorem between the new preconditioned AOR method and the classical AOR iterative method is wade.Numerical examples show the effectiveness of the new method.

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What this paper is about

A new preconditioned matrix is proposed and the convergence of the new preconditioned AOR iterative method is discussed.The new comparison theorem between the new preconditioned AOR method and the classical AOR iterative method is wade.Numerical examples show the effectiveness of the new method.

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Available abstract

A new preconditioned matrix is proposed and the convergence of the new preconditioned AOR iterative method is discussed.The new comparison theorem between the new preconditioned AOR method and the classical AOR iterative method is wade.Numerical examples show the effectiveness of the new method.

Key concepts: Iterative method, Convergence (economics), Applied mathematics, Mathematics, Mathematical optimization, Matrix (chemical analysis), Computer science, Algorithm

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