The physical strength, mechanical resistance, chemical stability, thermal conductivity, and
other properties of hybrid nanoparticles are more satisfactory than those of individual …

In recent years, the modified Extended Direct Algebraic Method (mEDAM) has demonstrated
to be an effective method for finding novel soliton solutions to nonlinear Fractional Partial …

In this research, we present a new computational technique for solving some physics
problems involving fractional-order differential equations including the famous Bagley …

The developed article considers SIR problems for the recent COVID-19 pandemic, in which
each component is divided into two subgroups: young and adults. These subgroups are …

In this paper, we numerically investigate the fractional quadratic and cubic logistic models
involving the Caputo–Fabrizio operator. We construct the successive iterations using the …

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 …

Presenting and simulating the numerical treatment of the nine-dimensional fractional chaotic
Lorenz system is the goal of this work. The spectral collocation method (SCM), which makes …

In this paper, the local fractional natural decomposition method (LFNDM) is used for solving
a local fractional Poisson equation. The local fractional Poisson equation plays a significant …

This paper presents a numerical strategy for solving the nonlinear time fractional Burgers's
equation (TFBE) to obtain approximate solutions of TFBE. During this procedure, the …

In this paper, a multiscale algorithm has been initially proposed for a numerical solution to
the heat conduction equation. Firstly, the differential form of the heat conduction equation is …