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 …

We derive a numerical method, based on operator splitting, to abstract parabolic semilinear
boundary coupled systems. The method decouples the linear components that describe the …

This work considers two boundary correction techniques to mitigate the reduction in the
temporal order of convergence in PDE sense (ie, when both the space and time resolutions …

The initial value problem of stiff functional differential equations often appears in many fields
such as automatic control, economics and its theoretical and algorithmic research is of …

In this paper we analyse the order reduction which turns up when integrating nonlinear
wave problems with non-homogeneous and time-dependent boundary conditions with the …

Splitting methods are powerful numerical schemes which allow us to divide an evolution
problem into easier subproblems. For reaction-diffusion equations, the Strang splitting …

En este trabajo disenamos un método numérico para resolver sistemas diferenciales de
perturbación singular, parabólicos, unidimensionales en espacio, acoplados en los …

Warehousing space layout is crucial for e-commerce logistics. A refined and scientific
approach to warehouse design enhances space utilization and operational efficiency. This …