Add to ORKGA monotone iteration scheme for traveling waves based on ordered upper and lower solutions is derived for a class of nonlocal dispersal system with delay. Such system can be used to study the competition among nonlocally diffusive species and degenerately diffusive species. An example of such system is studied in detail. We show the existence of the traveling wave solutions for this system by this iteration scheme. In addition, we study the minimal wave speed, uniqueness, strict monotonicity and asymptotic behavior of the traveling wave solutions
This paper deals with two-species convolution diffusion-competition models of the Lotka--Volterra ty...
This paper deals with two-species convolution diffusion-competition models of the Lotka--Volterra ty...
This paper deals with two-species convolution diffusion-competition models of the Lotka--Volterra ty...
AbstractThis paper deals with the existence of traveling wave solutions in delayed nonlocal diffusio...
AbstractThis paper is concerned with the spreading speeds and traveling wave solutions of a nonlocal...
Abstract. The monotone iteration method is employed to establish the exis-tence of traveling wave fr...
International audienceWe consider a class of biological models represented by a system composed of r...
This paper deals with the existence of traveling wave front solutions of reaction-diffusion systems ...
International audienceWe consider a class of biological models represented by a system composed of r...
We consider a class of biological models represented by a system composed of reactiondiffusion PDE c...
International audienceWe consider a class of biological models represented by a system composed of r...
International audienceWe consider a class of biological models represented by a system composed of r...
1991 Mathematics Subject Classification. 34C37.In this paper, we consider monotone travelling waves ...
This paper deals with two-species convolution diffusion-competition models of the Lotka--Volterra ty...
This paper deals with two-species convolution diffusion-competition models of the Lotka--Volterra ty...
This paper deals with two-species convolution diffusion-competition models of the Lotka--Volterra ty...
This paper deals with two-species convolution diffusion-competition models of the Lotka--Volterra ty...
This paper deals with two-species convolution diffusion-competition models of the Lotka--Volterra ty...
AbstractThis paper deals with the existence of traveling wave solutions in delayed nonlocal diffusio...
AbstractThis paper is concerned with the spreading speeds and traveling wave solutions of a nonlocal...
Abstract. The monotone iteration method is employed to establish the exis-tence of traveling wave fr...
International audienceWe consider a class of biological models represented by a system composed of r...
This paper deals with the existence of traveling wave front solutions of reaction-diffusion systems ...
International audienceWe consider a class of biological models represented by a system composed of r...
We consider a class of biological models represented by a system composed of reactiondiffusion PDE c...
International audienceWe consider a class of biological models represented by a system composed of r...
International audienceWe consider a class of biological models represented by a system composed of r...
1991 Mathematics Subject Classification. 34C37.In this paper, we consider monotone travelling waves ...
This paper deals with two-species convolution diffusion-competition models of the Lotka--Volterra ty...
This paper deals with two-species convolution diffusion-competition models of the Lotka--Volterra ty...
This paper deals with two-species convolution diffusion-competition models of the Lotka--Volterra ty...
This paper deals with two-species convolution diffusion-competition models of the Lotka--Volterra ty...
This paper deals with two-species convolution diffusion-competition models of the Lotka--Volterra ty...