activity
20062026
most citedPoisson-Dirichlet statistics for the extremes of a log-correlated Gaussian field

46 citations · 100 across the 14 of their papers we have counts for

collaborators

15 papers

math.PR2026

The branching random walk in a uniform magnetic field : magnetization concentration and overlap distributions

Olivier Zindy

Adding a uniform external magnetic field to a mean-field spin-glass model usually requires a new analysis specific to the model. The disordered system we consider corresponds to th…

math.PR2024

Branching Brownian motion versus Random Energy Model in the supercritical phase: overlap distribution and temperature susceptibility

Benjamin Bonnefont, Michel Pain, Olivier Zindy

In comparison with Derrida's REM, we investigate the influence of the so-called decoration processes arising in the limiting extremal processes of numerous log-correlated Gaussian…

math.PR2018

Two-temperatures overlap distribution for the 2D discrete Gaussian free field

Michel Pain, Olivier Zindy

In this paper, we prove absence of temperature chaos for the two-dimensional discrete Gaussian free field using the convergence of the full extremal process, which has been obtaine…

math.PR2017★ 3 cited

Universality and Sharpness in Absorbing-State Phase Transitions

Leonardo T. Rolla, Vladas Sidoravicius, Olivier Zindy

We consider the Activated Random Walk model in any dimension with any sleep rate and jump distribution and ergodic initial state. We show that the stabilization properties depend o…

math.PR2013★ 2 cited

Poisson-Dirichlet Statistics for the extremes of the two-dimensional discrete Gaussian Free Field

Louis-Pierre Arguin, Olivier Zindy

In a previous paper, the authors introduced an approach to prove that the statistics of the extremes of a log-correlated Gaussian field converge to a Poisson-Dirichlet variable at…

math.PR2012★ 46 cited

Poisson-Dirichlet statistics for the extremes of a log-correlated Gaussian field

Louis-Pierre Arguin, Olivier Zindy

We study the statistics of the extremes of a discrete Gaussian field with logarithmic correlations at the level of the Gibbs measure. The model is defined on the periodic interval…