Mittagsseminar zur Arithmetik: Patrick Bieker (TU Darmstadt): Integral models of moduli spaces of shtukas with deep Bruhat-Tits level structures
Tuesday, 15.11.2022 10:15 im Raum SR 116/117
Integral models of Shimura varieties have been constructed by various people, culminating in the construction of integral models for Shimura varieties of abelian type with parahoric level by Kisin-Pappas. The purpose of this talk is to explain how to construct integral models for moduli spaces of shtukas - analogues of Shimura varieties over function fields - also for deeper Bruhat-Tits level structures. These integral models admit proper, surjective and generically étale level maps as well as a natural Newton stratification. Moreover, in the Drinfeld case they have a moduli interpretation in terms of Drinfeld level structures.
Angelegt am Tuesday, 08.11.2022 14:12 von Heike Harenbrock
Geändert am Tuesday, 08.11.2022 14:12 von Heike Harenbrock
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