AbstractGiven a linear system with an H-matrix, a splitting of Varga's type is considered, and a convergence theorem for the unsymmetric successive overrelaxation (USSOR) method is obtained. Our results extend the known area of the convergence
AbstractSuppose that A ∈ Cn, n is a block p-cyclic consistently ordered matrix, and let B and Sω den...
AbstractNecessary and sufficient convergence conditions are studied for splitting iteration methods ...
AbstractThe symmetric successive overrelaxation (SSOR) iterative method is applied to the solution o...
AbstractGiven a linear system with an H-matrix, a splitting of Varga's type is considered, and a con...
AbstractThe symmetric successive overrelaxation (SSOR) iterative method is applied to the solution o...
AbstractIn this paper, exact convergence and divergence domains for the SSOR iterative method, as ap...
AbstractIn a recent paper A. Neumaier and R. S. Varga show that if A is an n ×ncomplex H-matrix with...
Summarization: Using the theory of nonnegative matrices and regular splittings, exact convergence an...
Summarization: Using a recently derived classical type general functional equation, relating the eig...
AbstractIn this paper, exact convergence and divergence domains for the SSOR iterative method, as ap...
This self-contained treatment offers a systematic development of the theory of iterative methods. It...
AbstractGiven a linear system with Hermitian positive definite coefficient matrix A, a splitting of ...
AbstractIn this paper, we study the convergence of both the multisplitting method and the relaxed mu...
AbstractWe obtain conditions for the convergence of SSOR and USSOR methods when the matrix A has a s...
AbstractD. Young's results from 1954 concerning the application of the successive-overrelaxation (SO...
AbstractSuppose that A ∈ Cn, n is a block p-cyclic consistently ordered matrix, and let B and Sω den...
AbstractNecessary and sufficient convergence conditions are studied for splitting iteration methods ...
AbstractThe symmetric successive overrelaxation (SSOR) iterative method is applied to the solution o...
AbstractGiven a linear system with an H-matrix, a splitting of Varga's type is considered, and a con...
AbstractThe symmetric successive overrelaxation (SSOR) iterative method is applied to the solution o...
AbstractIn this paper, exact convergence and divergence domains for the SSOR iterative method, as ap...
AbstractIn a recent paper A. Neumaier and R. S. Varga show that if A is an n ×ncomplex H-matrix with...
Summarization: Using the theory of nonnegative matrices and regular splittings, exact convergence an...
Summarization: Using a recently derived classical type general functional equation, relating the eig...
AbstractIn this paper, exact convergence and divergence domains for the SSOR iterative method, as ap...
This self-contained treatment offers a systematic development of the theory of iterative methods. It...
AbstractGiven a linear system with Hermitian positive definite coefficient matrix A, a splitting of ...
AbstractIn this paper, we study the convergence of both the multisplitting method and the relaxed mu...
AbstractWe obtain conditions for the convergence of SSOR and USSOR methods when the matrix A has a s...
AbstractD. Young's results from 1954 concerning the application of the successive-overrelaxation (SO...
AbstractSuppose that A ∈ Cn, n is a block p-cyclic consistently ordered matrix, and let B and Sω den...
AbstractNecessary and sufficient convergence conditions are studied for splitting iteration methods ...
AbstractThe symmetric successive overrelaxation (SSOR) iterative method is applied to the solution o...
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