Scaling laws for large deviations in Voronoi tessellations

11 juin 2015, 12:15
45m
Invited talk

Orateur

Henk Hilhorst (LPT, Université Paris-Sud)

Description

In 1984 Drouffe and Itzykson asked about the probability that a randomly picked two-dimensional Poisson-Voronoi cell have exactly n edges. I will discuss the answer to this question, obtained in 2005, and the developments that have taken place since, including recent results.

Auteur principal

Henk Hilhorst (LPT, Université Paris-Sud)

Documents de présentation