The proposed research utilizes a computational approach to attain a numerical solution for
the singularly perturbed delay differential equation (SPDDE) problem arising in the neuronal …

The current study presents a novel application of integrated intelligent computing solver for
numerical treatment of second‐order prediction differential models by exploiting the …

In this study, a design of Morlet wavelet neural networks (MWNNs) is presented to solve the
prediction differential model (PDM) by applying the global approximation capability of a …

For the analysis of singularly perturbed delay differential equations exhibiting layer or
oscillatory behaviour and a slight negative shift in the reaction term, this study introduces a …

This paper presents a uniform convergent numerical method for solving singularly perturbed
delay reaction-diffusion equations. The stability and convergence analysis are investigated …

A new exponentially fitted three term method is developed for the numerical treatment of a
class of linear second order singularly perturbed differential-difference equations (SPDDEs) …

This work concerns for solving of coupled Burgers' equations (CBEs) in 2D and 3D via DQM
based on cubic trigonometric B-spline (CTB) shape functions. In the method, the shape …

This paper introduces a novel computational approach utilizing the quartic B-spline method
on a uniform mesh for the numerical solution of non-linear singularly perturbed delay …

In this paper, singularly perturbed pseudo-parabolic initial-boundary value problems with
time-delay parameter are considered by numerically. Initially, the asymptotic properties of …

The approximate and exact solutions of non-linear Burger's equation by a homotopy
perturbation method (HPM) are introduced in this paper. The HPM yield solution is …