Dear colleagues, I am glad to announce the following seminar, which will take place on *Friday, 30 October 2026, at 11:00* at the University of *Milano-Bicocca*, Department of Physics, *Building U2*, *Room 5017* (5th floor). Speaker: *Ronan Herry* (Université de Rennes) https://www.ronanherry.org/ *Title:* Limit distributions for polynomials with independent Gaussian entries. *Abstract:* In this talk, I will try to explain a recent result of Dominique Malicet, Guillaume Poly and myself where we proved that, for all integers d, the set polynomials of degree ≤ d evaluated in an i.i.d. Gaussian sequence is closed for the convergence in law. For people familiar with multiple stochastic integrals, it says that any limit in law of a sequence of a fixed degree d multiple integral can be represented as a sum of multiple integrals of degree ≤ d. In the first part of the talk I will motivate this result and give some consequences of our results. In the second part, I will illustrate the general strategy with the case d=2 and 3. Everyone is welcome to attend! Best regards, Maurizia Rossi -- Maurizia Rossi Dipartimento di Matematica e Applicazioni Università degli Studi di Milano-Bicocca https://mauriziarossi.wordpress.com