Dynamics of the tumor-immune-virus interactions: Convergence conditions to tumor-only or tumor-free equilibrium points
In the present paper convergence dynamics of one tumor-immune-virus model is examined with help of the localization method of compact invariant sets and the LaSalle theorem.This model was elaborated by Eftimie et al.in 2016.It is shown that this model possesses the Lagrange stability property of positive half-trajectories and ultimate upper bounds