A link between the zeta function and stochastic calculus


The study of the zeros of the Riemann zeta function constitutes one of the most challenging problems in mathematics. A large literature in devoted to the study of the behavior of the zeta zeros. We will  discuss  how  tools from stochastic analysis, and in particular from Malliavin calculus (multiple integrals, Wiener chaos, Stein method etc) can be used in the study of some aspects of the behavior of  the zeta function.

Date: Jun 15, 2017 at 15:30 h
Venue: Beauchef 851, Torre Norte Piso 7, Sala de Seminarios John Von Neumann
Speaker: Ciprian Tudor
Affiliation: Université de Lille 1 y Universidad de Valparaíso
Coordinator: Prof. Joaquín Fontbona

Posted on Jun 13, 2017 in Núcleo Modelos Estocásticos de Sistemas Complejos y Desordenados, Seminars