Abstract Using the multiplicative Riemann–Liouville fractional integrals, for⁎⁎ differentiable
functions, we present a fractional integral identity together with multi-parameters. Relying on …

In this research paper, we investigate the numerical solutions of the nonlinear complex
Layla and Majnun fractional mathematical model, which describes the emotional behavior of …

In this research, we present a fractional-order mathematical model that simulates the
ongoing phenomenon of marriage and divorce, which significantly impacts human lives. The …

Abstract The Fractional Nonlinear Schrödinger Model (FNLSM) with Kerr law nonlinearity, a
popular model for simulating a variety of physical events, is the subject of this study. Our …

In this paper, we investigate the asymptotic constancy for solutions of abstract non-linear
fractional differential (difference) equations with delay and generalized Hilfer (a, b, α) …

This paper analyzes a novel use of the shifted Fibonacci polynomials (SFPs) to treat the
timefractional Burgers equation (TFBE). We first develop the fundamental formulas of these …

The main aim of the current paper is to construct a numerical algorithm for the numerical
solutions of second-order linear and nonlinear differential equations subject to Robin …

On Linearization Coefficients of Shifted Jacobi Polynomials Page 1 Contemporary Mathematics
http://ojs.wiserpub.com/index.php/CM/ Research Article On Linearization Coefficients of Shifted …

This research implements an evolutionary optimized finite differences scheme (FDS) for
nonlinear electrohydrodynamics ion drag flow dynamics in a cylindrical conduit (EHD …

This paper presents a novel spectral algorithm for the numerical solution of multi-
dimensional fractional-order telegraph equations, a critical model used to capture the …