In the present paper, a brief survey on computational techniques for the different classes of
singularly perturbed problems is given. This survey is a continuation of work performed …

The focus of this paper is to develop and improve a higher-order Haar wavelet approach for
solving nonlinear singularly perturbed differential equations with various pairs of boundary …

In this study, exponential B-spline collocation method is set up for solving Fisher's equation.
Integration of Fisher's equation is managed by use of the exponential cubic B-spline in …

A numerical approach for a class of time-fractional reaction–diffusion equation through
exponential B-spline method is presented in this paper. The proposed scheme is a …

In this paper, we present a wavelet collocation method for efficiently solving singularly
perturbed differential–difference equations (SPDDEs) and one-parameter singularly …

We present an exponential B-spline collocation method for solving convection-diffusion
equation with Dirichlet's type boundary conditions. The method is based on the Crank …

The solutions of the reaction-diffusion system are given by method of collocation based on
the exponential B-splines. Thus the reaction-diffusion systemturns into an iterative banded …

In this paper, a singularly perturbed semi-linear boundary value problem with two-
parameters is considered. The problem is solved using exponential spline on a Shishkin …

The aim of the present paper is to present a numerical algorithm for the time-dependent
generalized regularized long wave equation with boundary conditions. We semi-discretize …

In this study the Kuramoto–Sivashinsky (KS) equation has been solved using the collocation
method, based on the exponential cubic B-spline approximation together with the Crank …