Zeta Values as Moments: A Random Matrix Theory

Organisé par

IHES

The values of the Riemann zeta-function $\zeta\left(\alpha+\beta n\right)$ with $\alpha>1$, $\beta>0$ and $n$ a positive integer can be viewed as moments of a probability distribution. In my talk I will construct the corresponding random matrix model and determine its asymptotic spectral curve, which exhibits an unusual feature, the complete asymptotics of its partition function and uniform approx

Vérifie les horaires sur la page officielle avant de te déplacer.