摘要
In this paper, a predator\|prey model with diffusion is studied. The system, which is composed of two Lotka\|Volterra patches, has two species: one can diffuse between two patches, while the other is confined to one patch and can not diffuse. It is proved that the system can be made persistent. Further more, sufficient conditions are established for the global stability of the system.
In this paper, a predator\|prey model with diffusion is studied. The system, which is composed of two Lotka\|Volterra patches, has two species: one can diffuse between two patches, while the other is confined to one patch and can not diffuse. It is proved that the system can be made persistent. Further more, sufficient conditions are established for the global stability of the system.
