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20122026
most citedQuenched invariance principle for random walks with time-dependent ergodic degenerate weights

48 citations · 126 across the 22 of their papers we have counts for

collaborators

25 papers

math.PR2026

Phase transition for strongly correlated percolation models on supercritical Bernoulli clusters

Alberto Chiarini, Zhizhou Liu, Maximilian Nitzschner

We consider the level sets of the Gaussian free field and the vacant set of random interlacements, both defined on a typical realization of the infinite cluster of supercritical Be…

math.PR2025

Hard wall repulsion for the discrete Gaussian free field in random environment on ,

Alberto Chiarini, Emanuele Pasqui

We study the discrete Gaussian free field (harmonic crystal) on , , with uniformly elliptic and bounded random conductances sampled according to a sufficient…

math.PR2025

Solidification estimates for random walks on supercritical percolation clusters

Alberto Chiarini, Zhizhou Liu, Maximilian Nitzschner

We consider the simple random walk on the infinite cluster of a general class of percolation models on , , including Bernoulli percolation as well as models…

math.PR2024

A semiconcavity approach to stability of entropic plans and exponential convergence of Sinkhorn's algorithm

Alberto Chiarini, Giovanni Conforti, Giacomo Greco +1

We study stability of optimizers and convergence of Sinkhorn's algorithm for the entropic optimal transport problem. In the special case of the quadratic cost, our stability bounds…

math.PR2023

Lower bounds for bulk deviations for the simple random walk on ,

Alberto Chiarini, Maximilian Nitzschner

This article investigates the behavior of the continuous-time simple random walk on , . We derive an asymptotic lower bound on the principal exponential rat…

math.PR2023★ 1 cited

From quenched invariance principle to semigroup convergence with applications to exclusion processes

Alberto Chiarini, Simone Floreani, Federico Sau

Consider a random walk on in a translation-invariant and ergodic random environment and starting from the origin. In this short note, assuming that a quenched invari…