Hilbert solution of fuzzy fractional boundary value problems
In this paper, we study two-point boundary value problems which play a vital role in
constituting mathematical models for solving real-world problems in which uncertainty …
constituting mathematical models for solving real-world problems in which uncertainty …
[PDF][PDF] Intelligent Networks for Chaotic Fractional-Order Nonlinear Financial Model.
The purpose of this paper is to present a numerical approach based on the artificial neural
networks (ANNs) for solving a novel fractional chaotic financial model that represents the …
networks (ANNs) for solving a novel fractional chaotic financial model that represents the …
Efficient numerical simulations based on an explicit group approach for the time fractional advection–diffusion reaction equation
The time-fractional advection–diffusion reaction equation (TFADRE) is a fundamental
mathematical model because of its key role in describing various processes such as oil …
mathematical model because of its key role in describing various processes such as oil …
[PDF][PDF] Numerical Procedure for Fractional HBV Infection with Impact of Antibody Immune
The current investigations are presented to solve the fractional order HBV differential
infection system (FO-HBV-DIS) with the response of antibody immune using the optimization …
infection system (FO-HBV-DIS) with the response of antibody immune using the optimization …
A time-splitting local meshfree approach for time-fractional anisotropic diffusion equation: application in image denoising
Image denoising approaches based on partial differential modeling have attracted a lot of
attention in image processing due to their high performance. The nonlinear anisotropic …
attention in image processing due to their high performance. The nonlinear anisotropic …
Extremal solutions for multi-term nonlinear fractional differential equations with nonlinear boundary conditions
This paper is devoted to prove the existence of extremal solutions for multi-term nonlinear
fractional differential equations with nonlinear boundary conditions. The fractional derivative …
fractional differential equations with nonlinear boundary conditions. The fractional derivative …
Half-Sweep Approximation for Nonlinear Diffusion Equation In Two-Dimensional Porous Medium
This paper investigates the efficacy of the half-sweep approximation to solve the nonlinear
diffusion equation in the two-dimensional porous medium. The half-sweep approximation is …
diffusion equation in the two-dimensional porous medium. The half-sweep approximation is …