| Authors | Amir Hossein Amiri Mehra,zohreh abbasi,Iman Zamani |
|---|---|
| Conference Title | 29th Iranian Conference on Electrical Engineering (ICEE 2021) |
| Holding Date of Conference | 2021 |
| Event Place | 1 - تهران |
| Presented by | امیرکبیر |
| Presentation | SPEECH |
| Conference Level | International Conferences |
Abstract
In this paper, a new switched SEIAR-Vac-Iso (Susceptible, Exposed, Infected, Asymptomatic, Recovered, Vaccinated, Isolated) epidemic model is introduced and investigated with application to COVID-19 for the first time. Two theorems concerning the positivity and boundedness of the solutions are proved. Then, the basic reproduction number (R0) and the equilibrium points of the new model are calculated. The stability of the switched system is also investigated by developing a Lyapunov function and using the switching invariance principle, then the stability conditions of the systems are obtained. Numerical simulations are presented to verify the accuracy of theoretical results.
tags: Epidemic Model, Switched Systems, COVID-19, Stability Analysis.