Seminar

On the structure of etale motivic cohomology

Algebro-Geometric and Homotopical Methods

21 March 15:00 - 16:00

Thomas Geisser - Rikkyo University

We discuss properties of etale motivic cohomolgy of smooth and projective varieties over global fields. We then explain the relationship between conjectures over global fields (e.g. the Tate conjecture, or the finiteness of the Tate-Shafarervich group) and the Tate conjecture over finite fields.
Organizers
Eric M. Friedlander
The University of Southern California
Lars Hesselholt
University of Copenhagen
Paul Arne Østvaer
University of Oslo

Program
Contact

Paul Arne Østvaer

paularne@math.uio.no

Other
information

For practical matters at the Institute, send an e-mail to secretary@mittag-leffler.se