A Nonlinear Dynamics of Coronavirus (CoV) Model and Stability Analysis
5 Pages Posted: 12 Nov 2018
Date Written: July 1, 2018
In this paper we introduced new mathematical model of coronavirus (CoV ) as a system of non linear differential equations, we found the Jacobian matrix , the equilibrium points. Studied the local stability analysis of free disease and the endemic equilibrium points by the help of basic reproduction number, and established global stability of positive interior endemic point using suitable Lyapunov function.
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