2014-2015 à Ivan Corwin http://math.mit.edu/~icorwin/
Il sera à Paris deux fois 3 mois et fera des conférences s "grands publics" dont
une le 28 mai à l'ENS dont voici l'Abstract:
The Gaussian central limit theorem says that for a wide class of stochastic systems, the bell curve (Gaussian distribution) describes the statistics for random fluctuations of important observables. In this talk I will look beyond this class of systems to a collection of probabilistic models which include random growth models, polymers, particle systems, matrices and stochastic PDEs, as well as certain asymptotic problems in combinatorics and representation theory. I will explain in what ways these different examples all fall into a single new universality class with a much richer mathematical structure than that of the Gaussian.
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