AbstractThe existence of traveling wave solutions for a reaction–diffusion, which serves as models for microbial growth in a flow reactor and for mathematical epidemiology, was previously confirmed. However, the problem on the uniqueness of traveling wave solutions remains open. In this paper we give a complete proof of the uniqueness of traveling wave solutions
Abstract. We study a biodegradation model for the time evolution of concentrations of con-taminant, ...
In this work several models of fungal disease propagation are considered. They consist of reaction-d...
This article studies propagating traveling waves in a class of reaction-diffusion systems which incl...
AbstractThe existence of traveling wave solutions for a reaction–diffusion, which serves as models f...
Mathematical models of bacterial populations are often written as systems of partial differential eq...
International audienceWe construct analytical solutions for a system composed of a reaction-diffusio...
International audienceWe construct analytical solutions for a system composed of a reaction-diffusio...
Mathematical models of bacterial populations are often written as systems of partial differential eq...
Mathematical models of bacterial populations are often written as systems of partial differential eq...
Explicit travelling wave solutions with specified wave speeds are worked out for a model biochemical...
We will discuss travelling wave solutions to reaction-diffusion equations of the form: ut=uxx+ up (1...
Abstract The existence of a family of traveling waves is established for a parabolic system modeling...
The theory of reaction–diffusion waves begins in the 1930s with the works in population dynamics, co...
International audienceIn this work several models of fungal disease propagation are considered. They...
AbstractIn this paper the existence and non-existence of traveling wave solutions are established fo...
Abstract. We study a biodegradation model for the time evolution of concentrations of con-taminant, ...
In this work several models of fungal disease propagation are considered. They consist of reaction-d...
This article studies propagating traveling waves in a class of reaction-diffusion systems which incl...
AbstractThe existence of traveling wave solutions for a reaction–diffusion, which serves as models f...
Mathematical models of bacterial populations are often written as systems of partial differential eq...
International audienceWe construct analytical solutions for a system composed of a reaction-diffusio...
International audienceWe construct analytical solutions for a system composed of a reaction-diffusio...
Mathematical models of bacterial populations are often written as systems of partial differential eq...
Mathematical models of bacterial populations are often written as systems of partial differential eq...
Explicit travelling wave solutions with specified wave speeds are worked out for a model biochemical...
We will discuss travelling wave solutions to reaction-diffusion equations of the form: ut=uxx+ up (1...
Abstract The existence of a family of traveling waves is established for a parabolic system modeling...
The theory of reaction–diffusion waves begins in the 1930s with the works in population dynamics, co...
International audienceIn this work several models of fungal disease propagation are considered. They...
AbstractIn this paper the existence and non-existence of traveling wave solutions are established fo...
Abstract. We study a biodegradation model for the time evolution of concentrations of con-taminant, ...
In this work several models of fungal disease propagation are considered. They consist of reaction-d...
This article studies propagating traveling waves in a class of reaction-diffusion systems which incl...
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