摘要：In this paper, we consider a class of coupled cooperative reaction–diffusion systems, in which onepopulation (or subpopulation) diffuses while the other is sedentary. We use the shooting method to prove the existence of the bistable travelling wave, and then obtain its global attractivity with phase shift and uniqueness (up to translation) via the dynamical system approach. The results are applied to some specific examples of reaction–diffusion population models.
