The predator-prey compartment model in the ring area

The work examines the predator-prey system in a linear range. The model takes into account the non-linear growth in the number of victims. The area is represented by a system of zones between which individuals are exchanged. Fixed points and their stability conditions are defined for the local model. Numerical solutions with an inhomogeneous distribution of individuals across the chambers are constructed for the chamber model. Heterogeneity of distribution occurs when the predator is highly mobile.