activity
20092013
most citedOn the minimal speed and asymptotics of the wave solutions for the lotka volterra system

3 citations · 5 across the 6 of their papers we have counts for

collaborators

6 papers

math.AP2013

Traveling Waves in a Three Species Competition-cooperation System

Xiaojie Hou, Yi Li

This paper studies the traveling wave solutions to a three species competition cooperation system. The existence of the traveling waves is investigated via monotone iteration metho…

math.DS2013

Analysis of a model arising from invasion by precursor and differentiated cells

Xiaojie Hou

We study the wave solutions for a degenerated reaction diffusion system arising from the invasion of cells. We show that there exists a family of waves for the wave speed larger th…

math.DS2012

The Mutual Inclusion in a Nonlocal Competitive Lotka Volterra System

Xiaojie hou, Biao Wang, Zhence Zhang

We investigate the traveling front solutions of a nonlocal Lotka Volterra system to illustrate the outcome of the competition between two species. The existence of the front soluti…

math.AP2010★ 3 cited

On the minimal speed and asymptotics of the wave solutions for the lotka volterra system

Xiaojie Hou

e study the minimal wave speed and the asymptotics of the traveling wave solutions of a competitive Lotka Volterra system. The existence of the traveling wave solutions is derived…

math.AP2009★ 1 cited

Traveling Wave Solutions for Lotka-Volterra System Re-Visited

Anthony W Leung, Xiaojie Hou, Wei Feng

Using a new method of monotone iteration of a pair of smooth lower- and upper-solutions, the traveling wave solutions of the classical Lotka-Volterra system are shown to exist for…

math.AP2009★ 1 cited

Traveling waves and their Stability for a Public Goods Game Model

Xiaojie Hou, Wei Feng

We study the traveling wave solutions to a reaction diffusion system modeling the public goods game with altruistic behaviors. The existence of the waves is derived through monoton…