Étale and Motivic Homotopy Theory

We discuss a construction of a motivic Eilenberg-MacLane spectrum over Dedekind domains and show that this gives rise to well behaved categories of motives over general schemes. In the second part we focus on mixed Tate motives, triangulated and abelian.

Dienstag, den 25. März 2014 um 16.30-17.30 Uhr, in INF288, HS2 Dienstag, den 25. März 2014 at 16.30-17.30, in INF288, HS2

Der Vortrag folgt der Einladung von The lecture takes place at invitation by Alexander Schmidt, Jakob Stix