Theoretical Studies on the Effects of Dispersal Corridors on the Permanence of Discrete Predator-Prey Models in Patchy Environment
Figure 5
The dynamics of model (44). (a) is the dynamics of (44). It is observed that model (44) is permanent. The subsystem of patch 2 has a stable positive equilibrium, while oscillating population densities for both the prey and the predator are observed in the subsystem of patch 1. (b) is the dynamics of the subsystem of patch 1 illustrated in the phase diagram . A periodic solution of period 3 is observed.
