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Speaker:

Ningchuan Zhang
Affiliation:

University of Pennsylvania/MPIM
Date:

Mon, 05/02/2024 - 14:20 - 14:35
Location:

MPIM Lecture Hall
Parent event:

MPIM Topology Seminar The Quillen-Lichtenbaum Conjecture, proved by Voevodsky-Rost, originally states that special values of the Dedekind zeta function of a number field are computed by sizes of its algebraic K-groups. In this talk, I will sketch how to generalize this conjecture to Artin L-functions of Galois representations by considering equivariant algebraic K-groups with coefficients in those representations. This is joint work in progress with Elden Elmanto.

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