Volume 5 - Issue 1
Convergence and comparison results for double splitting of matrices
Abstract
The double splitting iterative methods for solving the large system of linear equations Ax=b are studied. The convergence theorems for double splitting are presented when the coefficient matrix is an H-matrix or a Hermitian positive definite matrix. Furthermore, a comparison theorem for two double splittings of a Hermitian positive definite matrix is obtained.
Paper Details
PaperID: 65649142067
Author's Name: Wu, J., Huang, T.
Volume: Volume 5
Issues: Issue 1
Keywords: Comparison theorem Convergence theorem Double splitting H-matrix Hermitian positive definite matrix
Year: 2009
Month: February
Pages: 69 - 73
