[PDF][PDF] Investigating the revisited generalized stochastic potential-KdV equation: fractional time-derivative against proportional time-delay
M Alquran - Rom. J. Phys., 2023 - researchgate.net
In this study, we revisit the stochastic potential-KdV equation by considering the time-
derivative of Caputo-type and the time-coordinate to be affected by proportional delay. We …
derivative of Caputo-type and the time-coordinate to be affected by proportional delay. We …
Study of impulsive problems under Mittag-Leffler power law
This article is fundamentally concerned with deriving the solution formula, existence, and
uniqueness of solutions of two types of Cauchy problems for impulsive fractional differential …
uniqueness of solutions of two types of Cauchy problems for impulsive fractional differential …
Solving time-space-fractional Cauchy problem with constant coefficients by finite-difference method
In this chapter, we present the time-space-fractional Cauchy equation with constant
coefficients, the space and time-fractional derivative are described in the Riemann-Liouville …
coefficients, the space and time-fractional derivative are described in the Riemann-Liouville …
[HTML][HTML] Mathematical analysis and numerical investigation of advection-reaction-diffusion computer virus model
In this article, a dynamical model with advection-diffusion, elucidating the transmission
process of disease infection type computer virus, is studied. Such kind of systems help to …
process of disease infection type computer virus, is studied. Such kind of systems help to …
[HTML][HTML] Analysis and new simulations of fractional Noyes-Field model using Mittag-Leffler kernel
In this manuscript, the fractional-in-time NoyesField model for Belousov-Zhabotinsky
reaction transport is considered with a novel numerical technique, which was used to …
reaction transport is considered with a novel numerical technique, which was used to …
[HTML][HTML] Analytic solutions for a modified fractional three wave interaction equations with conformable derivative by unified method
The present work implements the unified method to a class of fractional partial differential
systems corresponding to modified fractional three wave interaction equations (FTWIEs) …
systems corresponding to modified fractional three wave interaction equations (FTWIEs) …
A new formulation of finite difference and finite volume methods for solving a space fractional convection–diffusion model with fewer error estimates
Convection and diffusion are two harmonious physical processes that transfer particles and
physical quantities. This paper deals with a new aspect of solving the convection–diffusion …
physical quantities. This paper deals with a new aspect of solving the convection–diffusion …
Simulations of fractional time-derivative against proportional time-delay for solving and investigating the generalized perturbed-KdV equation
In this study, the Caputo-type fractional time-derivative is simulated by inserting a
proportional time-delay into the field function of the perturbed-KdV equation. Two effective …
proportional time-delay into the field function of the perturbed-KdV equation. Two effective …
A Modified Techniques of Fractional‐Order Cauchy‐Reaction Diffusion Equation via Shehu Transform
In this article, the iterative transformation method and homotopy perturbation transformation
method are applied to calculate the solution of time‐fractional Cauchy‐reaction diffusion …
method are applied to calculate the solution of time‐fractional Cauchy‐reaction diffusion …
[PDF][PDF] Adaptation of residual power series approach for solving time-fractional nonlinear Kline-Gordon equations with conformable derivative
In this paper, the time-fractional nonlinear Kline-Gordon equations are considered and
solved using the adaptive of residual power series method. The fractional derivative is …
solved using the adaptive of residual power series method. The fractional derivative is …