Incomplete category of fibrant objects for higher derived shifted symplectic groupoids

06.12.2024, 11:00  –  Campus Golm, Building 9, Room 1.10 and via Zoom
Arbeitsgruppenseminar Analysis

Chenchang Zhu (Göttingen)

In this talk, based on many previous works, we will introduce a helpful new tool for differential geometers using:

• higher: to deal with quotient singularities
• derived: to heal transversality problems
• shifted: for more flexible symplectic situations.

At the same time as being as complete as possible, we also make the framework as explicit as possible using groupoid models.  We build an incomplete category of fibrant objects (iCFO) for higher derived Lie groupoids. In the end, we will explain in some concrete examples how this theory is used.
    This is based on a joint work in progress with Miquel Cueca Ten, Florian Dorsch and Reyer Sjamaar.

Wenn Sie digital an den Vorträgen teilnehmen möchten, wenden Sie sich bitte an Christian Molle molle @ uni-potsdam.de, um die Zugangsdaten zu erhalten.