[HTML][HTML] A fractal–fractional order model for exploring the dynamics of Monkeypox disease
This study explores the biological behaviour of the Monkeypox disease using a fractal–
fractional operator. We discuss the existence and uniqueness of the solution of the model …
fractional operator. We discuss the existence and uniqueness of the solution of the model …
[HTML][HTML] Mathematical modeling and analysis of a novel monkeypox virus spread integrating imperfect vaccination and nonlinear incidence rates
In this paper, we introduce a novel model that simulates the spread of the monkeypox virus.
The new model takes into account the effect of the interaction between the human and …
The new model takes into account the effect of the interaction between the human and …
[HTML][HTML] An Atangana–Baleanu derivative-based fractal-fractional order model for the monkey pox virus: A case study of USA
In this study, we apply both classical and fractional-order differential equations to construct a
deterministic mathematical model of the monkeypox virus. The model accounts for every …
deterministic mathematical model of the monkeypox virus. The model accounts for every …
Lyapunov stability and economic analysis of monkeypox dynamics with vertical transmission and vaccination
Monkeypox is a zoonosis currently emerging and reemerging in some parts of the world.
Though the disease is primarily transmitted to humans from infected animals, other modes of …
Though the disease is primarily transmitted to humans from infected animals, other modes of …
Designing a novel fractional order mathematical model for COVID-19 incorporating lockdown measures
This research focuses on the design of a novel fractional model for simulating the ongoing
spread of the coronavirus (COVID-19). The model is composed of multiple categories …
spread of the coronavirus (COVID-19). The model is composed of multiple categories …
Fractional modeling and numerical simulation for unfolding marburg–monkeypox virus co-infection transmission
In this paper, we investigate a deterministic mathematical model of Marburg–Monkeypox
virus co-infection transmission under the Caputo fractional-order derivative. We discussed …
virus co-infection transmission under the Caputo fractional-order derivative. We discussed …
[HTML][HTML] A new mathematical model for transmitting and controlling rat-bite fever using the theory of optimal control
RI Gweryina, GN Imandeh, EE Idoko - Healthcare Analytics, 2023 - Elsevier
Abstract Rat-Bite Fever is a zoonotic transmitted bacterial disease caused by either
Streptobacillus moniliformis or Spirillum minus. The disease is fatal and has high profile of …
Streptobacillus moniliformis or Spirillum minus. The disease is fatal and has high profile of …
Mathematical modeling of a novel fractional-order monkeypox model using the Atangana–Baleanu derivative
In this research endeavor, we undertake a comprehensive analysis of a compartmental
model for the monkeypox disease, leveraging the Atangana–Baleanu fractional derivative …
model for the monkeypox disease, leveraging the Atangana–Baleanu fractional derivative …
[HTML][HTML] Mathematical analysis and simulation of Ebola virus disease spread incorporating mitigation measures
In order to understand the dynamics of the Ebola virus disease (EVD), this research
developed a mathematical model that includes quarantine and public education campaigns …
developed a mathematical model that includes quarantine and public education campaigns …
Optimal control model of human-to-human transmission of monkeypox virus
Background: The number of cases of monkeypox cases is rising globally, but it's unclear
how many instances there will be in the near future. The disease has been one of the major …
how many instances there will be in the near future. The disease has been one of the major …