The present study addresses the numerical solution of two-dimensional steady-state heat
conduction problems with nonlocal multi-point boundary conditions across three distinct …

The aim of this paper is to present a monotone numerical method on uniform mesh for
solving singularly perturbed three-point reaction–diffusion boundary value problems. Firstly …

We consider a novel numerical approach for solving boundary-value problems for the
second-order Volterra-Fredholm integrodifferential equation with layer behavior and an …

This study is about the finite difference method for the solution of the singularly perturbed
problem with the boundary layer and integral boundary condition. Firstly, we determine the …

This paper deals with the numerical solution of a singularly perturbed convection diffusion
problem with a non-local boundary condition. The scheme uses the non-standard finite …

In this paper, singularly perturbed multipoint boundary value problem with a right boundary
layer is considered. This problem is discretized using finite difference method on Bakhvalov …

This study deals with the singularly perturbed multi-point boundary value problem and an
effective numerical method. The method analysis singularly perturbed problem with multi …

In this study, we propose an important numerical method for the numerical solution of
singularly perturbed convection-diffusion five points boundary value problem using …

The paper established a so-called analogue-difference method (ADM) to compute the
numerical solutions for boundary value problems of higherorder differential equations, which …