Mathematical model for control of tuberculosis epidemiology
Tuberculosis is an infectious disease caused by bacteria that most commonly affects the
lungs. Due to its high mortality, it remains a global health issue, and it is one of the leading …
lungs. Due to its high mortality, it remains a global health issue, and it is one of the leading …
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 …
A Detailed Study of a Fractal‐Fractional Transmission Dynamical Model of Viral Infectious Disease with Vaccination
This article is devoted to investigate a mathematical model consisting on susceptible,
exposed, infected, quarantined, vaccinated, and recovered compartments of COVID‐19. The …
exposed, infected, quarantined, vaccinated, and recovered compartments of COVID‐19. The …
[HTML][HTML] Optimal control for variable order fractional HIV/AIDS and malaria mathematical models with multi-time delay
NH Sweilam, SM Al-Mekhlafi, ZN Mohammed… - Alexandria Engineering …, 2020 - Elsevier
In this article, optimal control for variable order fractional multi-delay mathematical model for
the co-infection of HIV/AIDS and malaria is presented. This model consists of twelve …
the co-infection of HIV/AIDS and malaria is presented. This model consists of twelve …
A robust study on fractional order HIV/AIDS model by using numerical methods
T Roshan, S Ghosh, RP Chauhan… - Engineering …, 2023 - emerald.com
Purpose The fractional order HIV model has an important role in biological science. To study
the HIV model in a better way, the model is presented with the help of Atangana-Baleanu …
the HIV model in a better way, the model is presented with the help of Atangana-Baleanu …
Euler's numerical method on fractional DSEK model under ABC derivative
In this paper, DSEK model with fractional derivatives of the Atangana‐Baleanu Caputo
(ABC) is proposed. This paper gives a brief overview of the ABC fractional derivative and its …
(ABC) is proposed. This paper gives a brief overview of the ABC fractional derivative and its …
Constructing the fractional series solutions for time-fractional K-dV equation using Laplace residual power series technique
In this article, we construct the series solution of the time-fractional Korteveg de Vries (K-dV)
equation through a computational approach named as Laplace residual power series …
equation through a computational approach named as Laplace residual power series …
Mathematical model for the novel coronavirus (2019‐nCOV) with clinical data using fractional operator
Abstract Coronavirus infection (COVID‐19) is a considerably dangerous disease with a high
demise rate around the world. There is no known vaccination or medicine until our time …
demise rate around the world. There is no known vaccination or medicine until our time …
Fractional derivative model for analysis of HIV and malaria transmission dynamics
KR Cheneke - Discrete Dynamics in Nature and Society, 2023 - Wiley Online Library
In this study, a Caputo fractional derivative is employed to develop a model of malaria and
HIV transmission dynamics with optimal control. Also, the model's basic properties are …
HIV transmission dynamics with optimal control. Also, the model's basic properties are …
Optimizing tuberculosis control: a comprehensive simulation of integrated interventions using a mathematical model
Tuberculosis (TB) remains a formidable global health challenge, demanding effective
control strategies to alleviate its burden. In this study, we introduce a comprehensive …
control strategies to alleviate its burden. In this study, we introduce a comprehensive …