activity
19992023
most citedMacroscopic fluctuation theory

670 citations · 1.9k across the 63 of their papers we have counts for

collaborators

64 papers

math.PR2023

Dynamic and static large deviations of a one dimensional SSEP in weak contact with reservoirs

Claudio Landim, Sonia Velasco

We derive a formula for the quasi-potential of one-dimensional symmetric exclusion process in weak contact with reservoirs. The interaction with the boundary is so weak that, in th…

math.PR2023

Full -expansion of reversible Markov chains level two large deviations rate functionals

Claudio Landim, Ricardo Misturini, Federico Sau

Let , , be a sequence of finite sets and consider a -valued, irreducible, reversible, continuous-time Markov chain . Denot…

math.PR2022★ 4 cited

Large deviations for diffusions: Donsker-Varadhan meet Freidlin-Wentzell

Lorenzo Bertini, Davide Gabrielli, Claudio Landim

We consider a diffusion process on and prove a large deviation principle for the empirical process in the joint limit in which the time window diverges and the noise…

math.PR2022★ 1 cited

Metastability from the large deviations point of view: A -expansion of the level two large deviations rate functional of non-reversible finite-state Markov chains

C. Landim

Consider a sequence of continuous-time Markov chains evolving on a fixed finite state space . Let be the level two large deviations rate functional fo…

math.PR2022★ 2 cited

Metastable -expansion of finite state Markov chains level two large deviations rate functions

L. Bertini, D. Gabrielli, C. Landim

We examine two analytical characterisation of the metastable behavior of a Markov chain. The first one expressed in terms of its transition probabilities, and the second one in ter…

math.PR2022

Dynamical large deviations for the boundary driven symmetric exclusion process with Robin boundary conditions

T. Franco, P. Gonçalves, C. Landim +1

In this article, we consider a one-dimensional symmetric exclusion process in weak contact with reservoirs at the boundary. In the diffusive time-scaling the empirical measure evol…