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Math Colloquium
Vladislav Kargin
University of Cambridge
Title: Statistical properties of zeta zeros and random matrix eigenvalues

Abstract: I will talk about statistical aspects of the zeros of Riemann's zeta function, in particular, about fluctuations of the zeros around their predicted locations. These fluctuations form a random field that approaches a Gaussian field with an interesting correlation structure. I'll explain the relation to the eigenvalues of random unitary matrices and discuss recent progress in this research area.

Refreshments at 4:00 Wean 6220.

Date: Monday, January 14, 2013
Time: 4:30 pm
Location: Wean 7218
Submitted by:  Bohman