Jun SrisutapanSirikul BunditsaovapakMahidol UniversityKing Mongkut's Institute of Technology Ladkrabang2018-08-202018-08-202006-07-01WSEAS Transactions on Mathematics. Vol.5, No.7 (2006), 817-822110927692-s2.0-33745483642https://repository.li.mahidol.ac.th/handle/123456789/23201This 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.Mahidol UniversityComputer ScienceMathematicsArticleSCOPUS