This paper proposes the alternating direction implicit (ADI) numerical approaches for
computing the solution of multi-dimensional distributed-order fractional integrodifferential …

This paper adopts an accurate and robust algorithm for the nonlocal heat equation having a
weakly singular kernel in three dimensions. The proposed method approximates the …

This paper presents an efficient stabilized meshless technique with a hybrid kernel to
simulate the fractional Rayleigh–Stokes problem for an edge in a viscoelastic fluid. The …

We have investigated wave solutions of the Predator–Prey (PP) model with fractional
derivative order by novel three modified mathematical methods with the help of the …

Most physical phenomena are formulated in the form of non-linear fractional partial
differential equations to better understand the complexity of these phenomena. This article …

This paper applies a recently proposed numerical algorithm to discuss the deflection of
viscoelastic micro-beams in the time domain with direct access. A nonlinear-fractional order …

The main purpose of this work is to present a new numerical method based on Hahn hybrid
functions (HHFs) for solving of Black–Scholes option pricing distributed order time‐fractional …

This paper introduces a mixed meshless method for the numerical solution of time-fractional
fourth-order reaction–diffusion model in multi-dimensional case. By additional variable σ= Δ …

The main idea of this paper is to establish the novel Hahn wavelets for solving fractional-
order integro-differential equations (FIDEs). First, we introduce Hahn wavelets and some of …

Based on the thin plate theory and D'Alembert's principle to establish the equilibrium
equation for viscoelastic axially moving plates, this paper establishes the ternary governing …