Abstract:
This article discusses the analysis of mathematical models of predator-prey behavior
with infectious conditions in both populations. This model uses the systems of
differential equations of the model predator-prey with two compartments that are
susceptible and infected in each population. The model consists of seven observed
equilibrium points. Stability analysis is performed using Routh-Hurwitz criteria.
Furthermore, simulation is given with specific parameters to describe the behavior
and stability of the equilibrium points.
