International audienceWe prove a law of large numbers for the empirical density of one-dimensional, boundary driven, symmetric exclusion processes with different types of non-reversible dynamics at the boundary. The proofs rely on duality techniques
International audienceWe examine the entropy of non-equilibrium stationary states of boundary driven...
AbstractWe consider simple exclusion processes on Z for which the underlying random walk has a finit...
A particle system with a single locally-conserved field (density) in a bounded interval with differe...
International audienceWe prove a law of large numbers for the empirical density of one-dimensional, ...
International audienceWe prove nonequilibrium fluctuations for the boundary driven symmetric simple ...
International audienceIn this article, we consider a one-dimensional symmetric exclusion process in ...
AbstractWe consider the large deviations for the stationary measures associated to a boundary driven...
AbstractWe prove the hydrostatics of boundary driven gradient exclusion processes, Fick’s law and we...
The large deviation properties of equilibrium (reversible) lattice gases are mathematically reasonab...
The large deviation properties of equilibrium (reversible) lattice gases are mathematically reasonab...
The paper presents a law of large numbers for the asymptotic macroscopic nonequilibrium dynamics of ...
We prove hydrostatics of boundary driven gradient exclusion processes, Fick's law and we present a s...
We study the one-dimensional asymmetric simple exclusion process on the lattice (1, ..., N) with cre...
We consider the weakly asymmetric exclusion process on a bounded interval with particle reservoirs a...
We consider the symmetric simple exclusion process in the interval Lambda(N) := [-N, N] boolean AND ...
International audienceWe examine the entropy of non-equilibrium stationary states of boundary driven...
AbstractWe consider simple exclusion processes on Z for which the underlying random walk has a finit...
A particle system with a single locally-conserved field (density) in a bounded interval with differe...
International audienceWe prove a law of large numbers for the empirical density of one-dimensional, ...
International audienceWe prove nonequilibrium fluctuations for the boundary driven symmetric simple ...
International audienceIn this article, we consider a one-dimensional symmetric exclusion process in ...
AbstractWe consider the large deviations for the stationary measures associated to a boundary driven...
AbstractWe prove the hydrostatics of boundary driven gradient exclusion processes, Fick’s law and we...
The large deviation properties of equilibrium (reversible) lattice gases are mathematically reasonab...
The large deviation properties of equilibrium (reversible) lattice gases are mathematically reasonab...
The paper presents a law of large numbers for the asymptotic macroscopic nonequilibrium dynamics of ...
We prove hydrostatics of boundary driven gradient exclusion processes, Fick's law and we present a s...
We study the one-dimensional asymmetric simple exclusion process on the lattice (1, ..., N) with cre...
We consider the weakly asymmetric exclusion process on a bounded interval with particle reservoirs a...
We consider the symmetric simple exclusion process in the interval Lambda(N) := [-N, N] boolean AND ...
International audienceWe examine the entropy of non-equilibrium stationary states of boundary driven...
AbstractWe consider simple exclusion processes on Z for which the underlying random walk has a finit...
A particle system with a single locally-conserved field (density) in a bounded interval with differe...
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