I shall present recent progress in the program aimed at generalising the classical Selberg and Ruelle zeta functions to arbitrary arithmetic groups. The higher rank case naturally leads to a several variable zeta function. These zeta functions can be defined in real and p-adic settings and their analytic properties can be used to show class number asymptotics. The p-adic case can be interpreted as unramified part of a Langlands L-function.
Donnerstag, den 15. November 2018 um 17.15 Uhr, in INF 205, HS Mathematikon Donnerstag, den 15. November 2018 at 17.15, in INF 205, HS Mathematikon
Der Vortrag folgt der Einladung von The lecture takes place at invitation by Prof. A. Schmidt