In this article, a fractional-order mathematical physics model, advection–dispersion equation
(FADE), will be solved numerically through a new approximative technique. Shifted Vieta …

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 article, we introduce a numerical technique for solving a class of multi-term variable-
order fractional differential equation. The method depends on establishing a shifted Jacobi …

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 article, a numerical method for solving a fractional-order Advection-Dispersion
equation (FADE) is proposed. The fractional-order derivative of the main problem is …

This paper presents a new way to solve numerically multiterm variable-order fractional
differential equations (MTVOFDEs) with initial conditions by using a class of modified shifted …

Finite‐Time Stability of Linear Caputo‐Katugampola Fractional‐Order Time Delay Systems -
Ben Makhlouf - 2020 - Asian Journal of Control - Wiley Online Library Skip to Article Content …

This study deals with a computational scheme based on the Chebyshev cardinal wavelets
for a new class of nonlinear variable-order (VO) fractional quadratic integral equations …

We give an efficient numerical approach to solve variable-order fractional differential
equations (VO-FDEs) by applying fractional-order generalized Chelyshkov wavelets …

This paper presents the generalized nonlinear delay differential equations of fractional
variable-order. In this article, a novel shifted Jacobi operational matrix technique is …