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[HTML][HTML] A mathematical COVID-19 model considering asymptomatic and symptomatic classes with waning immunity
The spread of COVID-19 to more than 200 countries has shocked the public. Therefore,
understanding the dynamics of transmission is very important. In this paper, the COVID-19 …
understanding the dynamics of transmission is very important. In this paper, the COVID-19 …
[HTML][HTML] Mathematical modeling of HIV/AIDS with optimal control: a case study in Ethiopia
In this paper, we developed HIV/AIDS mathematical model which comprises important
compartments such as individuals with aware and unaware susceptible, undiagnosed HIV …
compartments such as individuals with aware and unaware susceptible, undiagnosed HIV …
[HTML][HTML] A Pontryagin's maximum principle and optimal control model with cost-effectiveness analysis of the COVID-19 epidemic
The COVID-19 pandemic has ravaged almost every part of the world, causing severe loss of
life and economic damage to the world economy. This study proposes a mathematical …
life and economic damage to the world economy. This study proposes a mathematical …
Qualitative and quantitative analysis of fractional dynamics of infectious diseases with control measures
Infectious diseases can have a significant economic impact, both in terms of healthcare
costs and lost productivity. This can be particularly significant in develo** countries, where …
costs and lost productivity. This can be particularly significant in develo** countries, where …
[HTML][HTML] The dynamics of fractional order Hepatitis B virus model with asymptomatic carriers
Asymptomatic carriers play an important role in modelling infectious diseases. Asymptomatic
infected people have no symptoms but can infect other people and spread the disease …
infected people have no symptoms but can infect other people and spread the disease …
Modeling and numerical analysis of fractional order hepatitis B virus model with harmonic mean type incidence rate
R Zarin - Computer Methods in Biomechanics and Biomedical …, 2023 - Taylor & Francis
A mathematical epidemiological model for the transmission of Hepatitis B virus in the frame
of fractional derivative with harmonic mean type incidence rate is proposed in this article …
of fractional derivative with harmonic mean type incidence rate is proposed in this article …
Mathematical Model of Hepatitis B Disease with Optimal Control and Cost‐Effectiveness Analysis
MA Belay, OJ Abonyo, DM Theuri - … and Mathematical Methods …, 2023 - Wiley Online Library
In this paper, a mathematical model of hepatitis B disease with a two‐dose vaccine series
has been formulated and analyzed. We demonstrated that the model's disease‐free …
has been formulated and analyzed. We demonstrated that the model's disease‐free …
[HTML][HTML] Bifurcation analysis of a discrete-time compartmental model for hypertensive or diabetic patients exposed to COVID-19
In this article, a mathematical model for hypertensive or diabetic patients open to COVID-19
is considered along with a set of first-order nonlinear differential equations. Moreover, the …
is considered along with a set of first-order nonlinear differential equations. Moreover, the …
[HTML][HTML] An optimal control model for dengue dynamics with asymptomatic, isolation, and vigilant compartments
Prioritizing control implementation for dengue prevention and control for efficiency and cost
benefits is crucial to the government, decision-makers, and policymakers, particularly in …
benefits is crucial to the government, decision-makers, and policymakers, particularly in …
Optimal control assessment of Rift Valley fever model with vaccination and environmental sanitation in the presence of treatment delay
Rift Valley fever (RVF) is an emerging viral infectious disease capable of infecting livestock
and human populations. Owing to possible delay in RVF diagnosis, as well as its potential …
and human populations. Owing to possible delay in RVF diagnosis, as well as its potential …