Add to ORKGWe consider the (kinetic) continuun limit for a clas of stochastic interacting particle systems. We prove propagation of chaos and convergence to macroscopic equations of the "Reaction-Diffusion" type.interacting particle systems continuum limit propagation of chaos reaction-diffusion equations
The trend to equilibrium in large time is studied for a large particle system associated to a Vlasov...
A new non-conservative stochastic reaction-diffusion system in which two families of random walks in...
Abstract. We study the asymptotic behaviour of some mesoscopic sto-chastic models for systems of rea...
We consider the (kinetic) continuum limit for a class of stochastic interacting particle systems. We...
We consider systems of agents interacting through topological interactions. These have been shown to...
International audienceThis paper is mainly concerned with a mean-field limit and long time behavior ...
We consider a class of stochastic processes modeling binary interactions in an N-particle system. Ex...
International audienceWe consider a class of stochastic processes modeling binary interactions in an...
The study of large interacting particle systems has broad applications in many scientific fields suc...
We study large scale limits for interacting particle systems. In each model, we consider mean field ...
A Kawasaki dynamics in continuum is a dynamics of an infinite system of interacting particles in Rd ...
A system of interacting particles described by stochastic differential equations is considered. As o...
Dynamical systems of N particles in R-D interacting by a singular pair potential of mean field type ...
This paper is concerned with the asymptotic behaviour of a system of particles with moderate interac...
AbstractA Kawasaki dynamics in continuum is a dynamics of an infinite system of interacting particle...
The trend to equilibrium in large time is studied for a large particle system associated to a Vlasov...
A new non-conservative stochastic reaction-diffusion system in which two families of random walks in...
Abstract. We study the asymptotic behaviour of some mesoscopic sto-chastic models for systems of rea...
We consider the (kinetic) continuum limit for a class of stochastic interacting particle systems. We...
We consider systems of agents interacting through topological interactions. These have been shown to...
International audienceThis paper is mainly concerned with a mean-field limit and long time behavior ...
We consider a class of stochastic processes modeling binary interactions in an N-particle system. Ex...
International audienceWe consider a class of stochastic processes modeling binary interactions in an...
The study of large interacting particle systems has broad applications in many scientific fields suc...
We study large scale limits for interacting particle systems. In each model, we consider mean field ...
A Kawasaki dynamics in continuum is a dynamics of an infinite system of interacting particles in Rd ...
A system of interacting particles described by stochastic differential equations is considered. As o...
Dynamical systems of N particles in R-D interacting by a singular pair potential of mean field type ...
This paper is concerned with the asymptotic behaviour of a system of particles with moderate interac...
AbstractA Kawasaki dynamics in continuum is a dynamics of an infinite system of interacting particle...
The trend to equilibrium in large time is studied for a large particle system associated to a Vlasov...
A new non-conservative stochastic reaction-diffusion system in which two families of random walks in...
Abstract. We study the asymptotic behaviour of some mesoscopic sto-chastic models for systems of rea...