A conformable fractional finite difference method for modified mathematical modeling of SAR-CoV-2 (COVID-19) disease.

ABSTRACT: In this research, the ongoing COVID-19 disease by considering the vaccination strategies into mathematical models is discussed. A modified and comprehensive mathematical model that captures the complex relationships between various population compartments, including susceptible (Sα), exposed (Eα), infected (Uα), quarantined (Qα), vaccinated (Vα), and recovered (Rα) individuals. Using conformable derivatives, a system of equations that precisely captures the complex interconnections inside the COVID-19 transmission. The basic reproduction number (R0), which is an essential indicator of disease transmission, is the subject of investigation calculating using the next-generation matrix approach. We also compute the R0 sensitivity indices, which offer important information about the relative in

SUBMITTER: Zanib SA 

PROVIDER: S-EPMC11515971 | biostudies-literature | 2024

REPOSITORIES: biostudies-literature