A novel dynamic model describing the spread of virus
AbstractWe study here, the dynamics and stability behaviour of mathematical
model of virus spread in population and its interaction with human
immune systems cells. The endemic equilibrium points are nd and local
stability analysis to all equilibria points of the related model are
obtained. Further the global stability analysis either, at disease free
equilibria, andco at endemic equilibria is discussed by constructing
Lyapunov function which show the validity of the concern model exist.