The paper is devoted to a reaction-diffusion equation in an infinite two-dimensional strip with nonlinear boundary conditions. The existence of travelling waves is proved in the bistable case by the Leray-Schauder method. It is based on a topological degree for elliptic problems in unbounded domains and on a priori estimates of solutions
Accepted for publication in Appl. Math. Res. ExpressInternational audienceWe prove existence and uni...
Second initial boundary problem in narrow domains of width ǫ ≪ 1 for linear second order differentia...
In this short review article, two atherosclerosis models are presented, one as a scalar equation and...
The paper is devoted to a reaction-diffusion equation in an infinite two-dimensional strip...
International audienceThe paper is devoted to a reaction-diffusion equation in an infinite two-dimen...
International audienceA reaction-di usion equation with nonlinear boundary condition is considered i...
Reaction-diffusion equation with a bistable nonlocal nonlinearity is considered in the case where th...
In this work we study a nonlocal reaction-diffusion equation arising in population dynamic...
International audienceIn this work we study a nonlocal reaction-diffusion equation arising in popula...
Existence of travelling waves is studied for a bistable reaction–diffusion system of equations with ...
Travelling waves in periodically perforated domains are shown to exist for large classes of reaction...
In this thesis we study bistable reaction-diffusion equations on lattice domains. The power of react...
International audienceExistence of solutions of reaction-diffusion systems of equations in unbounded...
AbstractWe study the existence of travelling wave solutions and the property of finite propagation f...
We study the existence and qualitative properties of traveling wave solutions for the unbalanced bis...
Accepted for publication in Appl. Math. Res. ExpressInternational audienceWe prove existence and uni...
Second initial boundary problem in narrow domains of width ǫ ≪ 1 for linear second order differentia...
In this short review article, two atherosclerosis models are presented, one as a scalar equation and...
The paper is devoted to a reaction-diffusion equation in an infinite two-dimensional strip...
International audienceThe paper is devoted to a reaction-diffusion equation in an infinite two-dimen...
International audienceA reaction-di usion equation with nonlinear boundary condition is considered i...
Reaction-diffusion equation with a bistable nonlocal nonlinearity is considered in the case where th...
In this work we study a nonlocal reaction-diffusion equation arising in population dynamic...
International audienceIn this work we study a nonlocal reaction-diffusion equation arising in popula...
Existence of travelling waves is studied for a bistable reaction–diffusion system of equations with ...
Travelling waves in periodically perforated domains are shown to exist for large classes of reaction...
In this thesis we study bistable reaction-diffusion equations on lattice domains. The power of react...
International audienceExistence of solutions of reaction-diffusion systems of equations in unbounded...
AbstractWe study the existence of travelling wave solutions and the property of finite propagation f...
We study the existence and qualitative properties of traveling wave solutions for the unbalanced bis...
Accepted for publication in Appl. Math. Res. ExpressInternational audienceWe prove existence and uni...
Second initial boundary problem in narrow domains of width ǫ ≪ 1 for linear second order differentia...
In this short review article, two atherosclerosis models are presented, one as a scalar equation and...
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