[HTML][HTML] Modeling and global stability analysis of COVID-19 dynamics with optimal control and cost-effectiveness analysis

HW Berhe, AA Gebremeskel, ZT Melese… - … Differential Equations in …, 2024 - Elsevier
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 …

[HTML][HTML] A two-strain COVID-19 co-infection model with strain 1 vaccination

TAM Shatnawi, SY Tchoumi, H Rwezaura, K Dib… - … Differential Equations in …, 2024 - Elsevier
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 …

Mathematical analysis of fractional Chlamydia pandemic model

Z Alqahtani, A Almuneef, MH DarAssi, Y AbuHour… - Scientific Reports, 2024 - nature.com
In this study, we developed a Caputo-Fractional Chlamydia pandemic model to describe the
disease's spread. We demonstrated the model's positivity and boundedness, ensuring …

[HTML][HTML] Assessing the Role of Vaccination in the Control of Hand, Foot, and Mouth Disease Transmission

Z Alqahtani, MH DarAssi, Y AbuHour, A Almuneef - Mathematics, 2025 - mdpi.com
The impact of vaccination on the dynamics of hand, foot, and mouth disease (HFMD)
transmission is explored in this paper, considering a fractional-order derivative system of …

Analyses of the SIR Epidemic Model Including Treatment and Immigration

ÖA Gümüş, GM Selvam, N Kılınç… - Journal of Mathematical … - dergipark.org.tr
This paper aims to examine the dynamics of a variation of a nonlinear SIR epidemic model.
We analyze the complex dynamic nature of the discrete-time SIR epidemic model by …

[PDF][PDF] Partial Differential Equations in Applied Mathematics

HW Berhe, AA Gebremeskel, ZT Melese - researchgate.net
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 …