In this note, we study numerical contour integral method for fractional diffusion equations with variable coefficients.

In this paper we investigate the variable coefficient two-sided fractional diffusion, advection, reaction equations on a bounded interval. It is known that the ...

In this note, we study numerical contour integral method for fractional diffusion equations with variable coefficients. We find that the method can be applied ...

In this note, we study numerical contour integral method for fractional diffusion equations with variable coefficients. We find that the method can be applied ...

The numerical contour integral method with hyperbolic contour is exploited to solve space-fractional diffusion equations. By making use of the Toeplitz-like ...

This example is a two dimensional fractional diffusion equation with variable coefficients. Moreover, the coefficients are not proportional to each other.

Abstract. We present three schemes for the numerical approximation of frac- tional diffusion, which build on different definitions of such a non-local ...

A numerical contour integral method with hyperbolic contour was proposed to solve space-fractional diffusion equations in [22]. Jia and Wang [10] developed ...

Fast Numerical Contour Integral Method for Fractional Diffusion Equations. The numerical contour integral method with hyperbolic contour is exploited to ...

Nov 4, 2018 · The aim of this paper is to study the numerical contour integral methods (NCIMs) for solving free-boundary partial differential equations (PDEs) ...