Quasi-stationary distribution for Hamiltonian dynamics with singular potentials | Probability
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We extend the Gibbs conditioning principle to an abstract setting combining infinitely many
linear equality constraints and non-linear inequality constraints, which need not be convex …

This note, mostly expository, is devoted to Poincaré and log-Sobolev inequalities for a class
of Boltzmann–Gibbs measures with singular interaction. Such measures allow to model one …

Our main discovery is a surprising interplay between quadrature domains on the one hand,
and the zeros of the Gaussian Entire Function (GEF) on the other. Specifically, consider the …

Coulomb gases are special probability distributions, related to potential theory, that appear
at many places in pure and applied mathematics and physics. In these short expository …

This thesis is concerned with various aspects of large deviations theory in relation with
statistical physics. Both theoretical and numerical considerations are dealt with. The first part …

We study the problem originally communicated by E. Meckes on the asymptotics for the
eigenvalues of the kernel of the unitary eigenvalue process of a random n× n matrix. The …

Cette thèse s' intéresse à différents problèmes de grandes déviations en rapport avec la
physique statistique, qu'elle aborde sous l'angle théorique aussi bien que numérique. La …

Le CERMICS (Centre d'Enseignement et de Recherche en MathématIques et Calcul
Scientifique) compte, au 31 décembre 2017, 18 chercheurs permanents (17 ENPC et 1 CR …