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Mathematical modeling and optimal control for COVID‐19 with population behavior
M Al‐arydah - Mathematical Methods in the Applied Sciences, 2023 - Wiley Online Library
To describe the spread of COVID‐19, we develop a simple susceptible‐vaccinated‐
infectious‐recovery (SVIR) model. The transmission rate in this model incorporates the …
infectious‐recovery (SVIR) model. The transmission rate in this model incorporates the …
[HTML][HTML] Modeling and global stability analysis of COVID-19 dynamics with optimal control and cost-effectiveness analysis
In addressing the global challenges posed by COVID-19, this study introduces a
mathematical model aimed at investigating the transmission dynamics of COVID-19 and …
mathematical model aimed at investigating the transmission dynamics of COVID-19 and …
[HTML][HTML] A two-strain covid-19 co-infection model with strain 1 vaccination
COVID-19 has caused substantial morbidity and mortality worldwide. Previous models of
strain 1 vaccination with re-infection when vaccinated, as well as infection with strain 2 did …
strain 1 vaccination with re-infection when vaccinated, as well as infection with strain 2 did …
Assessing vaccine efficacy for infectious diseases with variable immunity using a mathematical model
M Al-arydah - Scientific Reports, 2024 - nature.com
This study introduces an SIRS compartmental mathematical model encompassing
vaccination and variable immunity periods for infectious diseases. I derive a basic …
vaccination and variable immunity periods for infectious diseases. I derive a basic …
The effect of mobility reductions on infection growth is quadratic in many cases
Stay-at-home orders were introduced in many countries during the COVID-19 pandemic,
limiting the time people spent outside their home and the attendance of gatherings. In this …
limiting the time people spent outside their home and the attendance of gatherings. In this …
A mathematical study of the omicron variant in a discrete-time Covid-19 model
The Covid-19 virus group is one of the most groups of viruses that influenced the life of
mankind in the past twenty years. A review of previous models was presented. In this work …
mankind in the past twenty years. A review of previous models was presented. In this work …
Optimal control strategies for infectious diseases with consideration of behavioral dynamics
O Forrest, M Al‐arydah - Mathematical Methods in the Applied …, 2025 - Wiley Online Library
We present a simple SVIR (susceptible, vaccinated, infected, recovered) model to analyze
the spread of COVID‐19, incorporating the influence of the population's caution on the …
the spread of COVID‐19, incorporating the influence of the population's caution on the …
[HTML][HTML] Modeling-based design of adaptive control strategy for the effective preparation of 'Disease X'
H Wang, W Zhou, X Wang… - BMC Medical …, 2025 - bmcmedinformdecismak …
This study aims at exploring a general and adaptive control strategy to confront the rapid
evolution of an emerging infectious disease ('Disease X'), drawing lessons from the …
evolution of an emerging infectious disease ('Disease X'), drawing lessons from the …
[HTML][HTML] Malaria and leptospirosis co-infection: A mathematical model analysis with optimal control and cost-effectiveness analysis
HA Engida, D Fisseha - Scientific African, 2025 - Elsevier
Malaria and leptospirosis are emerging vector-borne diseases that pose significant global
health problems in tropical and subtropical regions. This study aimed to develop and …
health problems in tropical and subtropical regions. This study aimed to develop and …
Spreading dynamic and optimal control of acute and chronic brucellosis with nonlinear incidence
Y Zhang, Y Xue, J Guo, G Hu - Nonlinear Dynamics, 2024 - Springer
Brucellosis is a zoonotic disease that poses a huge economic burden to China's livestock
industry. ASEI 1 I 2 RV dynamics model of brucellosis with nonlinear incidence is proposed …
industry. ASEI 1 I 2 RV dynamics model of brucellosis with nonlinear incidence is proposed …