Moments of zeta and L-functions on the critical Line II (3 of 3)
Speaker: K. Soundararajan
Date: Fri, Jun 3, 2011
Location: University of Calgary, Calgary, Canada
Conference: Analytic Aspects of L-functions and Applications to Number Theory
Subject: Mathematics, Number Theory
Class: Scientific
CRG: L-functions and Number Theory
Date: Fri, Jun 3, 2011
Location: University of Calgary, Calgary, Canada
Conference: Analytic Aspects of L-functions and Applications to Number Theory
Subject: Mathematics, Number Theory
Class: Scientific
CRG: L-functions and Number Theory
Abstract:
I will discuss techniques to get upper and lower bounds for moments of zeta and L-functions. The lower bounds are unconditional and the upper bounds in general rely on the Riemann Hypothesis. In several cases of low moments, one can obtain asymptotics, and I may discuss a couple of such recent cases.
This lecture is part of a series of 3
