This article assigns to a new numerical algorithm as an appropriate tool that deals with the
time–space fractional partial differential equations in Caputo sense with variable …

This article is devoted to a new semi-analytical algorithm for solving time-fractional modified
anomalous sub-diffusion equations (FMASDEs). In this method first, the main problem is …

This paper presents, a novel semi-analytical algorithm, based on the Chebyshev collocation
method, for the solution of space-fractional diffusion equations. The original fractional …

In the present work, we have developed high-order computationally reliable numerical
method based on trigonometric quintic B-spline basis functions for solving a class of …

A significant modification of the multiple shooting method for solving n th order boundary
value problems (BVPs) is presented. Initially, the mathematical foundation of this …

This paper focuses on develo** an efficient numerical approach based on Taylor-
wavelets for solving three-point (nonlocal) singular boundary value problems. A special …

The main objective of this paper is to obtain a new accurate approximate solutions for a kind
of ordinary differential equations called multipoint boundary value problems by using simple …

To address the general multi-point boundary value problems, we present a novel semi-
analytical algorithm. This scheme is applicable to both linear and nonlinear fractional-order …