摘要
In this paper, we consider an almost periodic competitive system, with diffusion and time delay, where one species can diffuse between two patches, but theother is confined to one of the patches and cannot diffuse. We prove that thesystem can have a unique positive globally attractive almost periodic solution.
In this paper, we consider an almost periodic competitive system, with diffusion and time delay, where one species can diffuse between two patches, but theother is confined to one of the patches and cannot diffuse. We prove that thesystem can have a unique positive globally attractive almost periodic solution.
