[HTML][HTML] Avoiding order reduction when integrating reaction–diffusion boundary value problems with exponential splitting methods
In this paper, we suggest a technique to avoid order reduction in time when integrating
reaction–diffusion boundary value problems under non-homogeneous boundary conditions …
reaction–diffusion boundary value problems under non-homogeneous boundary conditions …
How to avoid order reduction when Lawson methods integrate nonlinear initial boundary value problems
It is well known that Lawson methods suffer from a severe order reduction when integrating
initial boundary value problems where the solutions are not periodic in space or do not …
initial boundary value problems where the solutions are not periodic in space or do not …
Comparison of efficiency among different techniques to avoid order reduction with Strang splitting
I Alonso‐Mallo, B Cano… - Numerical Methods for …, 2021 - Wiley Online Library
In this article, we offer a comparison in terms of computational efficiency between two
techniques to avoid order reduction when using Strang method to integrate nonlinear initial …
techniques to avoid order reduction when using Strang method to integrate nonlinear initial …
[HTML][HTML] Avoiding order reduction when integrating nonlinear Schrödinger equation with Strang method
In this paper a technique is suggested to avoid order reduction when using Strang method to
integrate nonlinear Schrödinger equation subject to time-dependent Dirichlet boundary …
integrate nonlinear Schrödinger equation subject to time-dependent Dirichlet boundary …
Exponential quadrature rules without order reduction for integrating linear initial boundary value problems
In this paper a technique is suggested to integrate linear initial boundary value problems
with exponential quadrature rules in such a way that the order in time is as high as possible …
with exponential quadrature rules in such a way that the order in time is as high as possible …
Exponential Rosenbrock methods without order reduction when integrating nonlinear initial value problems
A technique is described in this paper to avoid order reduction when integrating reaction-
diffusion initial boundary value problems with explicit exponential Rosenbrock methods. The …
diffusion initial boundary value problems with explicit exponential Rosenbrock methods. The …
Order reduction and how to avoid it when Lawson methods integrate reaction-diffusion boundary value problems
It is well known that Lawson methods suffer from a severe order reduction when integrating
initial boundary value problems where the solutions are not periodic in space or do not …
initial boundary value problems where the solutions are not periodic in space or do not …
Avoiding order reduction when integrating reaction–diffusion boundary value problems with exponential splitting methods
B Cano Urdiales, I Alonso Mallo, N Reguera - 2019 - uvadoc.uva.es
In this paper, we suggest a technique to avoid order reduction in time when integrating
reaction–diffusion boundary value problems under non-homogeneous boundary conditions …
reaction–diffusion boundary value problems under non-homogeneous boundary conditions …
Exponential quadrature rules without order reduction for integrating linear initial boundary value problems
B Cano Urdiales, MJ Moreta - 2018 - uvadoc.uva.es
In this paper a technique is suggested to integrate linear initial boundary value problems
with exponential quadrature rules in such a way that the order in time is as high as possible …
with exponential quadrature rules in such a way that the order in time is as high as possible …
Avoiding order reduction when integrating nonlinear Schrödinger equation with Strang method
B Cano Urdiales, N Reguera - 2017 - uvadoc.uva.es
In this paper a technique is suggested to avoid order reduction when using Strang method to
integrate nonlinear Schrödinger equation subject to time-dependent Dirichlet boundary …
integrate nonlinear Schrödinger equation subject to time-dependent Dirichlet boundary …