Numerical methods for SDEs with additive noise and distributional drift: strong and weak error rates
De Elena Issoglio
The Gibbs measure of the renormalized two dimensional stochastic Gross-Pitaevskii equation
De Anne de Bouard
Apparaît dans la collection : Chaire Jean-Morlet : Equation intégrable aux données initiales aléatoires / Jean-Morlet Chair : Integrable Equation with Random Initial Data
Asymptotic representation theory deals with representations of groups of growing size. For classical Lie groups there are two distinguished regimes of growth. One of them is related to representations of infinite-dimensional groups, and the other appears in combinatorial and probabilistic questions. In the talk I will discuss differences and similarities between these two settings.