New estimation method of the optimum relaxation factor for the successive overrelaxation method (SOR) is proposed, and the efficiency of the new method is surveyed through a number of numerical experiments. This method can a priori determine the value of the factor by using only the topological properties of the problem, and it is valid for a sparse set of linear equations obtained by using the five-point difference scheme for any rectangular area with arbitrary boundary conditions. The experiments clarify that the method can estimate good approximate value of the factor
summary:Limits of the extrapolation coefficients are rational functions of several poles with the la...
AbstractThis paper describes and analyzes a simple technique that accelerates the convergence of ite...
In this paper we investigate theoretically and numerically the new preconditioned method to accelera...
New estimation method of the optimum relaxation factor for the successive overrelaxation method (SOR...
summary:The paper investigates the dependence of the number of iterations on the change of a relaxat...
The availability of very high speed automatic digital13; computers with lsrge and fast Bemories has ...
The successive over-relaxation (SOR) iteration method for solving linear systems of equations depend...
Waveform relaxation is a numerical method for solving large-scale systems of ordinary differential e...
AbstractThis paper is concerned with the iterative method for estimating the optimum overrelaxation ...
AbstractThe finite difference discretization of the Poisson equation with Dirichlet boundary conditi...
Waveform relaxation is a numerical method for solving large-scale systems of ordinary differential e...
AbstractWe develop successive overrelaxation (SOR) methods for finding the least squares solution of...
method for finding the optimum successive over-relaxation parameter By J. K. Reid* A proof is given ...
The Scheduled Relaxation Jacobi (SRJ) method is an extension of the classical Jacobi iterative metho...
We introduce here a modified generalised successive over-relaxation (MGSOR) method to solve augmen...
summary:Limits of the extrapolation coefficients are rational functions of several poles with the la...
AbstractThis paper describes and analyzes a simple technique that accelerates the convergence of ite...
In this paper we investigate theoretically and numerically the new preconditioned method to accelera...
New estimation method of the optimum relaxation factor for the successive overrelaxation method (SOR...
summary:The paper investigates the dependence of the number of iterations on the change of a relaxat...
The availability of very high speed automatic digital13; computers with lsrge and fast Bemories has ...
The successive over-relaxation (SOR) iteration method for solving linear systems of equations depend...
Waveform relaxation is a numerical method for solving large-scale systems of ordinary differential e...
AbstractThis paper is concerned with the iterative method for estimating the optimum overrelaxation ...
AbstractThe finite difference discretization of the Poisson equation with Dirichlet boundary conditi...
Waveform relaxation is a numerical method for solving large-scale systems of ordinary differential e...
AbstractWe develop successive overrelaxation (SOR) methods for finding the least squares solution of...
method for finding the optimum successive over-relaxation parameter By J. K. Reid* A proof is given ...
The Scheduled Relaxation Jacobi (SRJ) method is an extension of the classical Jacobi iterative metho...
We introduce here a modified generalised successive over-relaxation (MGSOR) method to solve augmen...
summary:Limits of the extrapolation coefficients are rational functions of several poles with the la...
AbstractThis paper describes and analyzes a simple technique that accelerates the convergence of ite...
In this paper we investigate theoretically and numerically the new preconditioned method to accelera...