Stability analysis of COVID-19 Model under certain constraints

Abstract

In the present work, we present a mathematical model for the transmission dynamics of COVID-19 under certain constraints. The model formulated is designed into compartments which lead to a system of differential equations for the transmission dynamics of COVID-19 with control measures. The stabilities of the model are investigated at several instances. The results showed that the disease free equilibrium is locally asymptotically stable under assumed conditions on the parameters given in the model. It was then concluded from the results that putting on masks, proper and frequent sanitation and educational sensitization are effective methods of controlling COVID-19.