Dynamic behaviors of a predator-prey model with weak additive Allee effect on prey (Q2208743)

This paper presents a collection of results on a prey-predator model of Leslie-Gower type with additive weak Allee effect on the prey. In a bounded domain with Neumann boundary conditions, the authors consider: the stability of spatially constant steady states, conditions for simple, double or Hopf bifurcation around those steady states, as well as existence of non spatially constant steady states in a small diffusion regime.