Integral models of moduli spaces of shtukas with deep Bruhat-Tits level structures
Bieker P (2022)
arXiv:2208.04655.
Preprint | Englisch
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Autor*in
Einrichtung
Abstract / Bemerkung
We construct integral models for moduli spaces of shtukas with deep
Bruhat-Tits level structures. We embed the moduli space of global shtukas for a
deep Bruhat-Tits group scheme into the limit of the moduli spaces of shtukas
for all associated parahoric group schemes. Its schematic image defines an
integral model of the moduli space of shtukas with deep Bruhat-Tits level with
favourable properties: They admit proper, surjective and generically \'etale
level maps as well as a natural Newton stratification. In the Drinfeld case,
this general construction of integral models recovers the moduli space of
Drinfeld shtukas with Drinfeld level structures.
Erscheinungsjahr
2022
Zeitschriftentitel
arXiv:2208.04655
Page URI
https://pub.uni-bielefeld.de/record/2980333
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Bieker P. Integral models of moduli spaces of shtukas with deep Bruhat-Tits level structures. arXiv:2208.04655. 2022.
Bieker, P. (2022). Integral models of moduli spaces of shtukas with deep Bruhat-Tits level structures. arXiv:2208.04655
Bieker, Patrick. 2022. “Integral models of moduli spaces of shtukas with deep Bruhat-Tits level structures”. arXiv:2208.04655.
Bieker, P. (2022). Integral models of moduli spaces of shtukas with deep Bruhat-Tits level structures. arXiv:2208.04655.
Bieker, P., 2022. Integral models of moduli spaces of shtukas with deep Bruhat-Tits level structures. arXiv:2208.04655.
P. Bieker, “Integral models of moduli spaces of shtukas with deep Bruhat-Tits level structures”, arXiv:2208.04655, 2022.
Bieker, P.: Integral models of moduli spaces of shtukas with deep Bruhat-Tits level structures. arXiv:2208.04655. (2022).
Bieker, Patrick. “Integral models of moduli spaces of shtukas with deep Bruhat-Tits level structures”. arXiv:2208.04655 (2022).