A numerical approach for a class of time-fractional reaction–diffusion equation through
exponential B-spline method is presented in this paper. The proposed scheme is a …

This work aims to develop and analyze a numerical method for solving a time-fractional
telegraph equation of Caputo type. The method is constructed using a finite difference …

In this work, we study an implicit numerical scheme for a class of multi-term time-fractional
diffusion equation, where the fractional derivatives are described in the Caputo sense. The …

In this paper, an extended cubic B-spline scheme is developed to solve the time fractional
sub-diffusion equation. The time fractional derivative is represented using Caputo's formula …

A numerical method based on the finite difference method and an extended cubic B-spline
(ECB) is generated to handle the Fractional differential equation (FCE). Extended cubic B …

This paper focuses on the numerical solution of the variable coefficient multiterm time
fractional advection–diffusion equation via exponential B‐splines. We discretize the …

In this paper a time-fractional Black–Scholes model (TFBSM) is considered to study the price
change of the underlying fractal transmission system. We develop and analyze a numerical …

The objective of this paper is to present an efficient numerical technique for solving time
fractional modified anomalous subdiffusion equation. Anomalous diffusion equation has its …

This paper presents a new numerical algorithm dealing with multi‐term time‐fractional
Burgers‐type equation involving the Caputo derivative. The proposed method consists of …

This paper aims to study a class of time-fractional Burgers equations with the Dirichlet
boundary conditions in the Caputo sense. The Burgers equation occurs in the study of fluid …