Almost periodic traveling waves in a lattice Lotka–Volterra system

This paper mainly focuses on the stability, uniqueness, the phenomena of propagation failure and spatial chaos to traveling waves with almost periodicity in a Lotka-Volterra system in one-dimensional Lattice, which not only generalizes the conclusions about (periodic) traveling waves in the Lotka-Volterra system for one-dimensional continuous (or Lattice) space, but extend the consequences about traveling waves with almost periodicity from the Lattice scalar models to systems.