2222
Universality: Random Matrices, Random Geometry and SPDEs (hybrid meeting)
Workshop
2222Period
29 May - 04 Jun 2022Abstract
The postulate that large random systems can be described by limiting
objects whose characteristic do not depend on the exact details of the
models one started from is central in probability theory, under the
name of universality. This workshop was aimed at uncovering the latest
developments of this concept in the various topics where it is
relevant, namely statistical physics, stochastic partial differential
equations, random geometries and random matrices. It was in particular
the occasion to feature some important recently introduced universal objects like the
stochastic quantization of the Yang-Mills measure in dimensions 2 and
3, the KPZ fixed point, Liouville quantum gravity metrics and other
objects connected to the Gaussian free field.