Abstract In this paper, the (1/G')-expansion method is used to solve the coupled Boiti-Leon-
Pempinelli (CBLP) system. The proposed method was used to construct hyperbolic type …

Investigation of various wavelet methods, for its capability of analyzing various dynamic
phenomena through waves gained more and more attention in engineering research …

In this article, the soliton solutions of the Gilson–Pickering equation have been constructed
using the sinh-Gordon function method (ShGFM) and (G′/G, 1/G)-expansion method, which …

In this paper, Haar wavelet collocation method is applied to obtain the numerical solution of
a particular class of delay differential equations. The method is applied to linear and …

Two new algorithms based on Haar wavelets are proposed. The first algorithm is proposed
for the numerical solution of nonlinear Fredholm integral equations of the second kind, and …

In this paper, we present a numerically stable algorithm based on the Haar wavelet
collocation method (hwcm) for numerical solution of a class of Lane–Emden equation with …

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 paper, a new solution process of (1/G′)-expansion and (G′/G, 1/G)-expansion
methods has been proposed for the analytic solution of the Zhiber-Shabat (ZS) equation …

In this paper, an efficient method for solving the nonlinear Emden–Fowler type boundary
value problems with Dirichlet and Robin–Neumann boundary conditions is introduced. The …

In this paper, we introduce two different methods based on Gegenbauer wavelet and
Bernoulli wavelet for the solution of neutral delay differential equations. These methods …