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Wochenprogramm

24.10.2018 um 17:15 Uhr in 69/125:

Dr. Matthias Wendt (Universität Osnabrück)

Oriented Schubert Calculus: Using Quadratic Forms to Count Subspaces

Oberseminar Angewandte Analysis

Kollegseminar „Kombinatorische Strukturen in der Geometrie“

30.10.2018 um 16:15 Uhr in 69/125:

Markus Wageringel (Universität Osnabrück)

TBA

23.10.2018 um 14:15 Uhr in 69/E15:

Maria Yakerson (Universität Duisburg-Essen)

How to encode transfers in motivic homotopy theory

Voevodsky’s approach to constructing the (derived) category of motives starts with introducing so called presheaves with transfers. Later Calmès and Fasel added extra data of quadratic forms to this construction, by considering presheaves with Milnor-Witt transfers. We will show that these transfers are examples of a more general construction of E-transfers, defined for any motivic ring spectrum E. We will also discuss relation of E-transfers with framed transfers, and some consequences for understanding the category of E-modules.
This is joint work with Elden Elmanto, Marc Hoyois, Adeel Khan and Vladimir Sosnilo