Enhanced fifth-kind Chebyshev polynomial Petrov–Galerkin algorithm for time-fractional Fokker–Planck equation
E Magdy, AG Atta, GM Moatimid… - … Journal of Modern …, 2024 - ideas.repec.org
This paper employs a numerical method for the numerical treatment of the time fractional
Fokker–Planck equation. This method is based on applying the spectral Petrov–Galerkin …
Fokker–Planck equation. This method is based on applying the spectral Petrov–Galerkin …
A novel hybrid method with convergence analysis for approximation of HTLV-I dynamics model
This paper presents a novel numerical approach for approximating the solution of the model
describing the infection of CD 4+ T-cells by the human T-cell lymphotropic virus I (HTLV-I) …
describing the infection of CD 4+ T-cells by the human T-cell lymphotropic virus I (HTLV-I) …
[HTML][HTML] Galerkin-finite difference method for fractional parabolic partial differential equations
The fractional form of the classical diffusion equation embodies the super-diffusive and sub-
diffusive characteristics of any flow, depending on the fractional order. This study aims to …
diffusive characteristics of any flow, depending on the fractional order. This study aims to …
An accurate numerical technique for solving fractional advection–diffusion equation with generalized Caputo derivative
In this article, we propose a numerical technique for obtaining an approximate solution of the
fractional advection–diffusion equation involving a generalized Caputo derivative. This …
fractional advection–diffusion equation involving a generalized Caputo derivative. This …
Application-oriented numerical computation and optimization–a celebration of 60 years of the IJCM
On a usual rainy day in early May 1964, the first issue of the International Journal of
Computer Mathematics (IJCM) was published in London, Great Britain. Apparently …
Computer Mathematics (IJCM) was published in London, Great Britain. Apparently …