This issuePrevious ArticleTraveling wave solutions for a reaction
diffusion equation with double degenerate nonlinearitiesNext ArticleHeterodimensional tangencies on cycles leading to strange attractors
In this paper, we discuss a discrete version of the Turing continuous model of morphogenesis. We describe some dynamical properties of the asymptotic behaviors for trajectories escaping to infinity and those which remain bounded, and find various types of invariant sets of trajectories in this system. Finally, some numerical results of asymptotic behaviors of trajectories are presented.