Numerical simulation for a high-dimensional chaotic Lorenz system based on Gegenbauer wavelet polynomials
We provide an effective simulation to investigate the solution behavior of nine-dimensional
chaos for the fractional (Caputo-sense) Lorenz system using a new approximate technique …
chaos for the fractional (Caputo-sense) Lorenz system using a new approximate technique …
Numerical simulation for COVID-19 model using a multidomain spectral relaxation technique
The major objective of this work is to evaluate and study the model of coronavirus illness by
providing an efficient numerical solution for this important model. The model under …
providing an efficient numerical solution for this important model. The model under …
Studying and simulating the fractional COVID-19 model using an efficient spectral collocation approach
We give a theoretical and numerical analysis of a coronavirus (COVID-19) infection model in
this research. A mathematical model of this system is provided, based on a collection of …
this research. A mathematical model of this system is provided, based on a collection of …
Numerical solutions to the fractional-order wave equation
New numerical solution to the linear fractional-order wave equation is presented. The
Liouville–Caputo sense fractional-derivative operator and Crank–Nicholson finite difference …
Liouville–Caputo sense fractional-derivative operator and Crank–Nicholson finite difference …
Sensitivity analysis and global stability of epidemic between Thais and tourists for Covid-19
R Sungchasit, IM Tang, P Pongsumpun - Scientific Reports, 2024 - nature.com
This study employs a mathematical model to analyze and forecast the severe outbreak of
SARS-CoV-2 (Severe Acute Respiratory Syndrome Coronavirus 2), focusing on the socio …
SARS-CoV-2 (Severe Acute Respiratory Syndrome Coronavirus 2), focusing on the socio …
Bifurcation and theoretical analysis of a fractional-order Hepatitis B epidemic model incorporating different chronic stages of infection
Understanding Hepatitis B with chronic infection therapy and data analysis requires
develo** a mathematical model of the dynamical system. This study aims to examine the …
develo** a mathematical model of the dynamical system. This study aims to examine the …
[PDF][PDF] Numerical simulation for the fractional-order smoking model using a spectral collocation method based on the Gegenbauer wavelet polynomials
Smoking is a social trend that is prevalent around the world, particularly in places of learning
and at some significant events. The World Health Organization (WHO) defines smoking as …
and at some significant events. The World Health Organization (WHO) defines smoking as …
[HTML][HTML] Theoretical treatment and implementation of the SCM included Appell-Changhee polynomials for the fractional delayed carbon absorption-emission model
Some researchers have started to perform in-depth studies on carbon dioxide emissions
phenomena because global warming has caused immense damage. In this work, as a …
phenomena because global warming has caused immense damage. In this work, as a …
An efficient class of discrete finite difference/element scheme for solving the fractional reaction subdiffusion equation
MM Khader - Mathematical Methods in the Applied Sciences, 2023 - Wiley Online Library
An estimate for the fractional reaction subdiffusion equation is presented by a discrete Crank–
Nicolson finite element method (FEM), which we can obtain by using the finite difference …
Nicolson finite element method (FEM), which we can obtain by using the finite difference …
Numerical analysis of the MHD Williamson nanofluid flow over a nonlinear stretching sheet through a Darcy porous medium: Modeling and simulation
In the current study, we delve into examining the movement of a nanofluid within a
Williamson boundary layer, focusing on the analysis of heat and mass transfer (HMT) …
Williamson boundary layer, focusing on the analysis of heat and mass transfer (HMT) …