AbstractThis paper is concerned with the propagation speed of positive travelling waves for a Lotka–Volterra competition model with diffusion. We show that under a certain boundary condition, the propagation speed of the travelling wave is equal to 0. To do this, we employ the method of moving planes proposed by Gidaset al
AbstractThis paper is devoted to the development of the theory of spreading speeds and traveling wav...
AbstractFor a reaction–diffusion system that serves as a 2-species Lotka–Volterra diffusive competit...
We use a geometric approach to prove the existence of smooth travelling wave solutions of a nonlinea...
AbstractThis paper is concerned with the propagation speed of positive travelling waves for a Lotka–...
In this paper the wave propagation dynamics of a Lotka-Volterra type of model with cubic competition...
In this paper the wave propagation dynamics of a Lotka-Volterra type of model with cubic competition...
In this paper the wave propagation dynamics of a Lotka-Volterra type of model with cubic competition...
Abstract In this paper we study mono-stable traveling wave solutions for a Lotka-Volterra reaction-d...
International audienceOur interest here is to find the invader in a two species, diffusive and compe...
[[abstract]]We study traveling front solutions for a two-component system on a one-dimensional latti...
AbstractWe study traveling front solutions for a two-component system on a one-dimensional lattice. ...
[[abstract]]In this talk, we shall survey some recent results on the wave propagation in the two spe...
Abstract:- In this work we numerically investigate the behaviour of travelling wave solutions of PDE...
[[abstract]]In this thesis, we study a two-component competition system in one dimensional lattice i...
[[abstract]]We study the existence of traveling wave front solutions for a three species competition...
AbstractThis paper is devoted to the development of the theory of spreading speeds and traveling wav...
AbstractFor a reaction–diffusion system that serves as a 2-species Lotka–Volterra diffusive competit...
We use a geometric approach to prove the existence of smooth travelling wave solutions of a nonlinea...
AbstractThis paper is concerned with the propagation speed of positive travelling waves for a Lotka–...
In this paper the wave propagation dynamics of a Lotka-Volterra type of model with cubic competition...
In this paper the wave propagation dynamics of a Lotka-Volterra type of model with cubic competition...
In this paper the wave propagation dynamics of a Lotka-Volterra type of model with cubic competition...
Abstract In this paper we study mono-stable traveling wave solutions for a Lotka-Volterra reaction-d...
International audienceOur interest here is to find the invader in a two species, diffusive and compe...
[[abstract]]We study traveling front solutions for a two-component system on a one-dimensional latti...
AbstractWe study traveling front solutions for a two-component system on a one-dimensional lattice. ...
[[abstract]]In this talk, we shall survey some recent results on the wave propagation in the two spe...
Abstract:- In this work we numerically investigate the behaviour of travelling wave solutions of PDE...
[[abstract]]In this thesis, we study a two-component competition system in one dimensional lattice i...
[[abstract]]We study the existence of traveling wave front solutions for a three species competition...
AbstractThis paper is devoted to the development of the theory of spreading speeds and traveling wav...
AbstractFor a reaction–diffusion system that serves as a 2-species Lotka–Volterra diffusive competit...
We use a geometric approach to prove the existence of smooth travelling wave solutions of a nonlinea...
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