This article investigates a family of approximate solutions for the fractional model (in the
Liouville-Caputo sense) of the Ebola virus via an accurate numerical procedure (Chebyshev …

In this paper, shifted Legendre polynomials will be used for constructing the numerical
solution for a class of multiterm variable‐order fractional differential equations. In the …

In this study, we present an innovative approach involving a spectral collocation algorithm to
effectively obtain numerical solutions of the nonlinear time-fractional generalized Kawahara …

In this paper, a new numerical technique for solving the fractional order diffusion equation is
introduced. This technique basically depends on the Non-Standard finite difference method …

In this paper, we obtained the approximate numerical solution of space-time fractional-order
reaction-diffusion equation using an efficient technique homotopy perturbation technique …

In this paper, we formulate a numerical method to find out the approximate solution for
fractional integro-differential equations of variable order (FIDE-VO). The methodology that …

In this paper, two numerical techniques are introduced to study numerically the general
fractional advertising model. This system describes the flux of the consumers from unaware …

This paper is devoted to present an accurate numerical procedure to solve fractional
(Caputo sense) Korteweg-de Vries, Korteweg-de Vries-Burgers and Burgers equations by …

In this study, we propose to introduce and apply an accurate numerical procedure to solve
the mathematical model of fractional order, which describes the electrical circuits composed …

In this paper, an efficient numerical method is introduced for solving the fractional (Caputo
sense) Fisher equation. We use the spectral collocation method which is based upon …