Fractional order mathematical model of monkeypox transmission dynamics
In this paper, we present a deterministic mathematical model of monkeypox virus by using
both classical and fractional-order differential equations. The model includes all of the …
both classical and fractional-order differential equations. The model includes all of the …
Nonlinear optimal control strategies for a mathematical model of COVID-19 and influenza co-infection
Infectious diseases have remained one of humanity's biggest problems for decades. Multiple
disease infections, in particular, have been shown to increase the difficulty of diagnosing …
disease infections, in particular, have been shown to increase the difficulty of diagnosing …
[HTML][HTML] Time-delayed modelling of the COVID-19 dynamics with a convex incidence rate
COVID-19 pandemic represents an unprecedented global health crisis which has an
enormous impact on the world population and economy. Many scientists and researchers …
enormous impact on the world population and economy. Many scientists and researchers …
[HTML][HTML] A radial basis deep neural network process using the Bayesian regularization optimization for the monkeypox transmission model
The motive of this work is to provide the numerical performances of the monkeypox
transmission mathematical model by using a novel deep neural network process with eleven …
transmission mathematical model by using a novel deep neural network process with eleven …
Mathematical model of COVID-19 pandemic with double dose vaccination
This paper is concerned with the formulation and analysis of an epidemic model of COVID-
19 governed by an eight-dimensional system of ordinary differential equations, by taking into …
19 governed by an eight-dimensional system of ordinary differential equations, by taking into …
Modeling and optimal control of monkeypox with cost-effective strategies
In this work, we develop and analyze a deterministic mathematical model to investigate the
dynamics of monkeypox. We examine the local and global stability of the basic model …
dynamics of monkeypox. We examine the local and global stability of the basic model …
[HTML][HTML] A non-linear differential equation model of COVID-19 and seasonal influenza co-infection dynamics under vaccination strategy and immunity waning
This study presents a mathematical model of the transmission dynamics of COVID-19 and
influenza co-infection. The potential impacts of the influenza vaccine only on the co-infection …
influenza co-infection. The potential impacts of the influenza vaccine only on the co-infection …
A mathematical model analysis of meningitis with treatment and vaccination in fractional derivatives
In this paper, we develop a new mathematical model based on the Atangana Baleanu
Caputo (ABC) derivative to investigate meningitis dynamics. We explain why fractional …
Caputo (ABC) derivative to investigate meningitis dynamics. We explain why fractional …
Mathematical assessment of monkeypox disease with the impact of vaccination using a fractional epidemiological modeling approach
This present paper aims to examine various epidemiological aspects of the monkeypox viral
infection using a fractional-order mathematical model. Initially, the model is formulated using …
infection using a fractional-order mathematical model. Initially, the model is formulated using …
Mathematical model and analysis of monkeypox with control strategies
This paper takes into consideration the development and rigorous analysis of a
compartmental mathematical model of monkeypox dynamics in the presence of quarantine …
compartmental mathematical model of monkeypox dynamics in the presence of quarantine …