We consider a two-patch model for a single species with dispersal and time delay. For some explicit range of dispersal rates, we show that there exists a critical value τc for the time delay τ such that the unique positive equilibrium of the system is locally asymptotically stable for τ∈[0,τc) and unstable for τ>τc.
關聯:
Bulletin of Mathematical Biology, No. 76, 335-376.