The present paper uses a relatively new approach and methodology to solve second order
two dimensional hyperbolic telegraph equation numerically. We use modified cubic B-spline …

In the present study, the Modified Equal Width (MEW) wave equation is going to be solved
numerically by presenting a new technique based on the collocation finite element method …

Purpose–The purpose of this paper is to simulate numerical solutions of nonlinear Burgers'
equation with two well‐known problems in order to verify the accuracy of the cubic B‐spline …

In this paper two numerical meshless methods for solving the Fokker–Planck equation are
considered. Two methods based on radial basis functions to approximate the solution of …

This paper describes two numerical methods based on radial basis functions (RBFs) for
solving the time-dependent linear and nonlinear Fokker–Planck equations in two …

In this paper we proposed a finite difference scheme for solving the nonlinear Fokker–
Planck equation. We apply a finite difference approximation for discretizing spatial …

A lot of numerical formulations of physical phenomena contain 9 th-order BVPs. The
presented probe intends to consider the spline solutions of the 9 th-order boundary value …

In this paper, a relatively recent method, namely the Differential Transform Method (DTM), is
applied to devise a simple scheme for solving the Fokker–Planck equation and some similar …

This work presents a fast and efficient approach for solving the Fokker–Planck equation via
the Laguerre wavelet collocation method. Properties of the Laguerre wavelet are presented …

Purpose The purpose of this study is to extend the cubic B-spline quasi-interpolation
(CBSQI) method via Kronecker product for solving 2D unsteady advection-diffusion …