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Non-stationary components fixing Jacobi iteration
Author(s)
Srisutapan, Jun
Bunditsaovapak, Sirikul
Date Issued
July 1, 2006
Type
Article
Abstract
This paper presents an effective extension to the classical Jacobi iteration. The non-stationary components fixing Jacobi iteration was designed to save the computational cost per iteration. This done by skip evaluating the solution components that probably need no computation in a certain iteration. The experiment using PDE data set confirm our method. Moreover, the quality of the obtained solutions are acceptable.
Citation
Wseas Transactions on Mathematics, 5(7), 817-822, 2006