Add to ORKGThe authors develop a new class of waveform relaxation algorithms for large systems of ordinary differential equations arising from discretization of partial differential equations. A number of theorems is developed and presented for convergence, stability of the method and finally experiments are performed for validation. Interesting work
A recent class of multirate numerical algorithms, collectively referred to as waveform relaxation me...
An extension of the waveform relaxation (WR) algorithm to systems of differential/algebraic equation...
AbstractWe investigate the behaviour of Waveform Relaxation methods (WR) for some model problems. Fi...
Abstract: This paper surveys the family of Waveform Relaxation Methods for solving large systems of ...
The authors develop a new class of waveform relaxation algorithms for large systems of ordinary diff...
In this paper the properties of waveform relaxation are studied when applied to the dynamical system...
Abstract. The error analysis of preconditioned waveform relaxation iterations for differential syste...
The traditional approach for solving large dynamical systems is time consuming. Waveform method, an ...
Dynamic iteration methods for treating linear systems of differential equations are considered. It i...
Waveform relaxation is a numerical method for solving large-scale systems of ordinary differential e...
The error analysis of preconditioned waveform relaxation iterations for differential systems is pres...
. Waveform relaxation algorithms for partial differential equations (PDEs) are traditionally obtaine...
We discuss preconditioning and overlapping of waveform relaxation methods for sparse linear differen...
We investigate the behaviour of Waveform Relaxation methods (WR) for some model problems. First, it ...
A recent class of multirate numerical algorithms, collectively referred to as waveform relaxation me...
A recent class of multirate numerical algorithms, collectively referred to as waveform relaxation me...
An extension of the waveform relaxation (WR) algorithm to systems of differential/algebraic equation...
AbstractWe investigate the behaviour of Waveform Relaxation methods (WR) for some model problems. Fi...
Abstract: This paper surveys the family of Waveform Relaxation Methods for solving large systems of ...
The authors develop a new class of waveform relaxation algorithms for large systems of ordinary diff...
In this paper the properties of waveform relaxation are studied when applied to the dynamical system...
Abstract. The error analysis of preconditioned waveform relaxation iterations for differential syste...
The traditional approach for solving large dynamical systems is time consuming. Waveform method, an ...
Dynamic iteration methods for treating linear systems of differential equations are considered. It i...
Waveform relaxation is a numerical method for solving large-scale systems of ordinary differential e...
The error analysis of preconditioned waveform relaxation iterations for differential systems is pres...
. Waveform relaxation algorithms for partial differential equations (PDEs) are traditionally obtaine...
We discuss preconditioning and overlapping of waveform relaxation methods for sparse linear differen...
We investigate the behaviour of Waveform Relaxation methods (WR) for some model problems. First, it ...
A recent class of multirate numerical algorithms, collectively referred to as waveform relaxation me...
A recent class of multirate numerical algorithms, collectively referred to as waveform relaxation me...
An extension of the waveform relaxation (WR) algorithm to systems of differential/algebraic equation...
AbstractWe investigate the behaviour of Waveform Relaxation methods (WR) for some model problems. Fi...