Add to ORKGWe provide numerical computations for the spatial segregation limit of some 2D competition-diffusion system
A competition-diffusion system, where populations of healthy and ill cells compete and move on a neu...
In this paper we study the effects of constraints on the dynamics of an adaptive segregation model i...
Abstract We present conditions that guarantee spatial uniformity of the solutions of reaction-diffus...
We provide a set of numerical simulations for the spatial segregation limit of two diffusive Lotka-...
Abstract. This paper is concerned with the numerical approximation of a class of stationary states f...
We investigate the long term spatial segregation for a competition-diffusion syste
Spatial segregation occurs in population dynamics when k species interact in a highly competitive wa...
For a class of population models ofcompetitive type, we study the asymptotic behavior of the positiv...
AbstractThis paper is concerned with the spatial behavior of the non-autonomous competition–diffusio...
AbstractFor a class of population models of competitive type, we study the asymptotic behavior of th...
Abstract: In this paper we consider the spatial segregation limit for a reaction-diffusion $(\mathrm...
In this paper we study a class of stationary states for reaction-diffusion systems of three or more ...
Abstract. We deal with strongly competing multispecies systems of Lotka-Vol– terra type with homogen...
The systems of reaction-diffusion equations coupled with moving boundaries defined by Stefan conditi...
International audienceIt is known that the competitive exclusion principle holds for a large kind of...
A competition-diffusion system, where populations of healthy and ill cells compete and move on a neu...
In this paper we study the effects of constraints on the dynamics of an adaptive segregation model i...
Abstract We present conditions that guarantee spatial uniformity of the solutions of reaction-diffus...
We provide a set of numerical simulations for the spatial segregation limit of two diffusive Lotka-...
Abstract. This paper is concerned with the numerical approximation of a class of stationary states f...
We investigate the long term spatial segregation for a competition-diffusion syste
Spatial segregation occurs in population dynamics when k species interact in a highly competitive wa...
For a class of population models ofcompetitive type, we study the asymptotic behavior of the positiv...
AbstractThis paper is concerned with the spatial behavior of the non-autonomous competition–diffusio...
AbstractFor a class of population models of competitive type, we study the asymptotic behavior of th...
Abstract: In this paper we consider the spatial segregation limit for a reaction-diffusion $(\mathrm...
In this paper we study a class of stationary states for reaction-diffusion systems of three or more ...
Abstract. We deal with strongly competing multispecies systems of Lotka-Vol– terra type with homogen...
The systems of reaction-diffusion equations coupled with moving boundaries defined by Stefan conditi...
International audienceIt is known that the competitive exclusion principle holds for a large kind of...
A competition-diffusion system, where populations of healthy and ill cells compete and move on a neu...
In this paper we study the effects of constraints on the dynamics of an adaptive segregation model i...
Abstract We present conditions that guarantee spatial uniformity of the solutions of reaction-diffus...