On the nonstandard finite difference method for reaction–diffusion models
The nonstandard finite difference (NSFD) method is an elegant approach in that it
overcomes the numerical instability and bias exhibited by standard finite difference methods …
overcomes the numerical instability and bias exhibited by standard finite difference methods …
An analytical approach to study the blood flow over a nonlinear tapering stenosed artery in flow of Carreau fluid model
The current study provides an analytical approach to analyze the blood flow through a
stenosed artery by using the Carreau fluid model. The flow governing equations are derived …
stenosed artery by using the Carreau fluid model. The flow governing equations are derived …
Viral kinetics, stability and sensitivity analysis of the within-host COVID-19 model
This paper delves into the investigation of the COVID-19 dynamics within a host using the
Target-Latent-Infected-Virus (TLIV) model, presenting a fresh approach compared to …
Target-Latent-Infected-Virus (TLIV) model, presenting a fresh approach compared to …
Analysis of chaos-coherence peculiarities within the chaotic phenomena of fluid at finite temperature
G Bary - Chaos, Solitons & Fractals, 2022 - Elsevier
In this distinctive research, I explored the influence of temperature and momentum-
dependent coherence and chaos radiations on particles emanated fluid with quantum …
dependent coherence and chaos radiations on particles emanated fluid with quantum …
[PDF][PDF] Differential equation models for infectious diseases: Mathematical modeling, qualitative analysis, numerical methods and applications
MT Hoang, M Ehrhardt - 2024 - imacm.uni-wuppertal.de
Mathematical epidemiology has a long history of origin and development. In particular,
mathematical modeling and analysis of infectious diseases has become a fundamental and …
mathematical modeling and analysis of infectious diseases has become a fundamental and …
Numerical approximation of fractional SEIR epidemic model of measles and smoking model by using Fibonacci wavelets operational matrix approach
In the present article, we have considered two essential models (The epidemic model of
measles and the smoking model). Across the globe, the primary cause of health problems is …
measles and the smoking model). Across the globe, the primary cause of health problems is …
A new approach to determine occupational accident dynamics by using ordinary differential equations based on SIR model
The motivation of this study is to develop and establish an occupational accident dynamical
model (OA model) based on Susceptible-Infected-Recovered framework. In order to …
model (OA model) based on Susceptible-Infected-Recovered framework. In order to …
A new fractional-order stability analysis of sir model for the transmission of buruli disease: A biomedical application
In this paper, a new computing technique is investigated for the cause of Mycobacterium
ulcerans (MU) with the help of differential equations through the SIR model. This study is …
ulcerans (MU) with the help of differential equations through the SIR model. This study is …
Application of radial basis function neural network coupling particle swarm optimization algorithm to classification of Saudi Arabia stock returns
Artificial intelligence (AI) based business process optimization has a significant impact on a
country's economic development. We argue that the use of artificial neural networks in …
country's economic development. We argue that the use of artificial neural networks in …
Quantum statistical perspective to examine the source chaos fraction through boson femtoscopy
Bose–Einstein correlations of identical particles reveal the shape and size of the particle
emitting source of the given boson. These correlations are pivotal for a better understanding …
emitting source of the given boson. These correlations are pivotal for a better understanding …