Accession Number : ADA017843
Title : Zur Konvergenz des Symmetrischen Relaxationsverfahrens (On Convergence of the Symmetrical Relaxation Process),
Corporate Author : KENT STATE UNIV OHIO DEPT OF MATHEMATICS
Personal Author(s) : Alefeld,G. ; Varga,R. S.
Report Date : 1975
Pagination or Media Count : 10
Abstract : For the iterative solution of the matrix equation Ax = b by means of the (point) symmetric SOR method (called the SSOR method), the basic convergence analysis of this iterative process has been developed in the literature only for the case when A is Hermitian and positive definite. With the help of the theory of regular splittings, a more general convergence analysis of this iterative method is obtained, under the weaker assumption that A is a nonsingular H-matrix.
Descriptors : *Matrices(Mathematics), Iterations, Convergence, Theorems
Subject Categories : Theoretical Mathematics
Distribution Statement : APPROVED FOR PUBLIC RELEASE