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20162026
most citedSteady state large deviations for one-dimensional, symmetric exclusion processes in weak contact with reservoirs

4 citations · 4 across the 4 of their papers we have counts for

collaborators

5 papers

math.PR2026

Full expansion for the level-two large deviation rate functionals of non-reversible one-dimensional diffusions with periodic boundary conditions

Claudio Landim, Christian Maura

Consider the diffusion process \begin{equation*} dX_ε(t) = \mss b(X_ε(t)) \, dt + \sqrt{2\, ε\, \mss a(X_ε(t))} \, dW_{t}, \end{equation*} on the one-dimensional torus $\bb T = [0,…

math.PR2024

Exclusion processes with non-reversible boundary: hydrodynamics and large deviations

Claudio Landim, João Pedro Mangi, Beatriz Salvador

We consider a one-dimensional exclusion dynamics in mild contact with boundary reservoirs. In the diffusive scale, the particles' density evolves as the solution of the heat equati…

math.PR2024

Dynamical large deviations for boundary driven gradient symmetric exclusion processes in mild contact with reservoirs

A. Bouley, C. Landim

We consider a one-dimensional gradient symmetric exclusion process in mild contact with boundary reservoirs. The hydrodynamic limit of the empirical measure is given by a non-linea…

math.PR2021★ 4 cited

Steady state large deviations for one-dimensional, symmetric exclusion processes in weak contact with reservoirs

A. Bouley, C. Erignoux, C. Landim

Consider the symmetric exclusion process evolving on an interval and weakly interacting at the end-points with reservoirs. Denote by its dynamical large deviati…

math.PR2016

Static large deviations for a reaction-diffusion model

Jonathan Farfan, Claudio Landim, Kenkichi Tsunoda

We consider the superposition of a symmetric simple exclusion dynamics, speeded-up in time, with a spin-flip dynamics in a one-dimensional interval with periodic boundary condition…