Dear all,
happy 2020!
I would like to announce the following seminar by G. Poly (U. Rennes 1). Best,
Dario Trevisan
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time and place: Monday 13th January 2020, 14:00, sala Riunoni (dip. Matematica, università degli studi di Pisa, Pisa).
speaker: Guillaume Poly (U. Rennes 1)
title: Around Salem-Zygmund Central Limit Theorem and application to roots of random trigonometric polynomials
abstract: We shall revisit the Salem-Zygmund Central limit Theorem and get several generalizations: a speed of convergence via Stein's method, a functional counterpart and extension to total variation topology. As an application we prove the almost-sure convergence of the empirical measure of the number of real roots of a random trigonometric polynomial under-mild conditions on the coefficients. This is a joint work with Jurgen Angst.