In this paper, we deal with an alternative analytical analysis of fractional‐order partial
differential equations with proportional delay, achieved by applying Yang decomposition …

In this paper we intend to establish fast numerical approaches to solve a class of initial-
boundary problem of time-space fractional convection–diffusion equations. We present a …

The purpose of this contribution is to present or implement generalized finite difference
method (GFDM) for the first time in order to solve the reaction convection Diffusion equation …

In this paper, a weak Galerkin finite element method for solving the time fractional reaction-
convection diffusion problem is proposed. We use the well known L 1 discretization in time …

We study two schemes for a time-fractional Fokker--Planck equation with space-and time-
dependent forcing in one space dimension. The first scheme is continuous in time and …

This paper presents a shifted fractional‐order Jacobi orthogonal function (SFJF) based on
the definition of the classical Jacobi polynomial. A new fractional integral operational matrix …

This paper is concerned with boundary control for a class of coupled time fractional order
reaction–advection–diffusion (FRAD) systems with non-constant coefficients (space …

In this work, we provide a compact finite-difference scheme (CFDS) of 2D time-fractional
convection–diffusion equation (TF-CDE) for solving fluid dynamics problem, especially …

This work deals with the construction of robust numerical schemes for solving a time‐
fractional convection‐diffusion (TFCD) equation with variable coefficients subject to weakly …

In this article, efficient methods are derived for seeking numerical solution to the time
fractional convection-diffusion-reaction equation whose solution very likely exhibits a weak …