This article presents a numerical solution for the flow of a Newtonian fluid over an
impermeable stretching sheet with a power law surface velocity, slip velocity and variable …

In this paper, we work on the fundamental collocation strategy using the moved Vieta–Lucas
polynomials type (SVLPT). A numeral method is used for unwinding the nonlinear Rubella …

We propose and analyze a time-stepping discontinuous Petrov--Galerkin method combined
with the continuous conforming finite element method in space for the numerical solution of …

In this work, we use two different techniques to discuss approximate analytical solutions for
the time‐fractional Fokker–Planck equation (TFFPE), namely the new iterative method (NIM) …

The time-fractional diffusion equation is used for signal smoothing. Compared to the
classical diffusion equation, the time-fractional diffusion equation has another adjustable …

In this paper, an efficient numerical method for solving space fractional order diffusion
equation is presented. The numerical approach is based on shifted Chebyshev polynomials …

Bacterial communication is a complex process, which can be formalized by a deterministic
approach and then explored by means of methods of mathematical modeling and computer …

Based on spatial conforming and nonconforming mixed finite element methods combined
with classical L 1 time stepping method, two fully-discrete approximate schemes with …

Within the solubility–diffusion model of passive membrane permeation of small molecules,
translocation of the permeant across the biological membrane is traditionally assumed to …

Nowadays, fractional calculus is used to model various different phenomena in nature. The
aim of this paper is to investigate the numerical solution of stochastic fractional differential …