|
Claudia Lückert

Wilhelm Killing Kolloquium: Prof. Dr. Guido Kings (Universität Regensburg): Periods and L-functions

Thursday, 02.05.2024 14:15 im Raum M4

Mathematik und Informatik

Already Euler computed the values ζ(2),ζ(4),ζ(6), of the Riemann zeta function ζ(s)=n=11ns to be ζ(2k)=(2πi)2k2(2k!)B2k where B2kQ are the Bernoulli numbers. This formula can be seen as the easiest case of a vast conjecture by Deligne from 1977, which relates special values of L-functions of arithmetic varieties and their periods. In this talk we want to give a non-technical introduction to the Deligne conjecture, aimed at general mathematical audience. In the end we discuss very recent developments, which lead to a complete proof in the case of Hecke L-functions.



Anlagen
Kings Abstract-Muenster-02052024.pdf

Angelegt am 08.03.2024 von Claudia Lückert
Geändert am 18.04.2024 von Claudia Lückert
[Edit | Vorlage]

Kolloquium Wilhelm Killing
Vorträge des SFB 1442