Competition stems from the fact that resources are limited. When multiple competitive
species are involved with spatial diffusion, the dynamics becomes even complex and …

This paper considers the problem: if coexistence occurs in the long run when a third species
w invades an ecosystem consisting of two species u and v on $\mathbb {R} $, where u, v …

The existence of nonmonotone traveling wave solutions of the three-species Lotka–Volterra
competition diffusion system under strong competition is established. A traveling wave …

This paper investigates the existence of wavefront solutions of the bistable Lotka-Volterra
three-species competition-diffusion system. Due to the lack of the maximum principle, we …

The minimal wave speed determinacy of traveling wave solution to a competitive three-
species system is investigated. Particularly, we are concerned about the speed at which a …

In this paper, the invasive speed selection of the monostable travelling wave for a three-
component lattice Lotka–Volterra competition system is studied via the upper and lower …

In reaction-diffusion models describing the interaction between the invading grey squirrel
and the established red squirrel in Britain, Okubo et al.([19]) found that in certain parameter …

In this article, we investigate the stability of monotone traveling wave solutions for a diffusive
three species competition system. By considering the initial perturbations of the traveling …

Some physical environmental conditions changing in time create a great difficulty in studying
time‐periodic traveling wave solutions. In this paper, we investigate speed selection of time …

In this paper, we study the traveling wave problem for a three species lattice competition
system with monostable nonlinearity. We are interested in the linear or nonlinear …