Domain Decomposition and Operator Splitting are powerful concepts used in Parallel Computation and Large Scale Scientific Computation for the design of effective numerical methods.In this note, we will review various additive operator splitting methods for solving on parallel computers a large class of semidiscrete nonlinear diffusion problems
Abstract. We analyze operator splitting methods applied to scalar equations with a nonlinear advecti...
Splitting methods constitute a class (numerical) schemes for solving initial value problems. Roughly...
In this paper, we discuss higher-order operator-splitting methods done by disentanglement methods. T...
Domain Decomposition and Operator Splitting are powerful concepts used in Parallel Computation and L...
Efficient numerical schemes for nonlinear diffusion filtering based on additive operator splitting ...
There exists a considerably body of literature on the development, analysis and implementation of mu...
Abstract. Operator splitting is a powerful concept used in many diversed fields of applied mathemati...
In this paper the inverse solution of the general (non-linear) diffusion problem or backward heat co...
SIGLEAvailable from British Library Document Supply Centre-DSC:4335.26205(2000-48(R1)) / BLDSC - Bri...
Thesis (Ph.D.), Department of Mathematics, Washington State UniversityThis dissertation presents a r...
Applied mathematical modeling isconcerned with solving unsteady problems. This bookshows how toconst...
In this study, effects of operator splitting methods to the solution of advection-diffusion equation...
A PDE based method for image restoration is described by the heat equation with Neumann and initial ...
The properties of two algorithms for the solution of the incompressible Navier-Stokes equations are ...
We demonstrate how a multiplicative splitting method of order P can be utilized to construct an addi...
Abstract. We analyze operator splitting methods applied to scalar equations with a nonlinear advecti...
Splitting methods constitute a class (numerical) schemes for solving initial value problems. Roughly...
In this paper, we discuss higher-order operator-splitting methods done by disentanglement methods. T...
Domain Decomposition and Operator Splitting are powerful concepts used in Parallel Computation and L...
Efficient numerical schemes for nonlinear diffusion filtering based on additive operator splitting ...
There exists a considerably body of literature on the development, analysis and implementation of mu...
Abstract. Operator splitting is a powerful concept used in many diversed fields of applied mathemati...
In this paper the inverse solution of the general (non-linear) diffusion problem or backward heat co...
SIGLEAvailable from British Library Document Supply Centre-DSC:4335.26205(2000-48(R1)) / BLDSC - Bri...
Thesis (Ph.D.), Department of Mathematics, Washington State UniversityThis dissertation presents a r...
Applied mathematical modeling isconcerned with solving unsteady problems. This bookshows how toconst...
In this study, effects of operator splitting methods to the solution of advection-diffusion equation...
A PDE based method for image restoration is described by the heat equation with Neumann and initial ...
The properties of two algorithms for the solution of the incompressible Navier-Stokes equations are ...
We demonstrate how a multiplicative splitting method of order P can be utilized to construct an addi...
Abstract. We analyze operator splitting methods applied to scalar equations with a nonlinear advecti...
Splitting methods constitute a class (numerical) schemes for solving initial value problems. Roughly...
In this paper, we discuss higher-order operator-splitting methods done by disentanglement methods. T...
DOI
Add to ORKG