There have been many theoretical studies and numerical investigations of nonlocal diffusion(ND)problems in recent years.In this paper,we propose and analyze a n
This paper provides a finite-difference discretization for the one-and two-dimensional tempered fractional Laplacian and solves the tempered fractional Poisson
We study an indirect finite element approximation for two-sided space-fractional diffusion equations in one space dimension.By the representation formula of the