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Heike Harenbrock

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

Mathematik und Informatik

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 08.11.2022 von Heike Harenbrock
Geändert am 08.11.2022 von Heike Harenbrock
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