Compactification of level maps of moduli spaces of Drinfeld shtukas
Bieker P (2023)
Journal of Algebra 634: 404-455.
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Einrichtung
Abstract / Bemerkung
We define Drinfeld level structures for Drinfeld shtukas of
any rank and show that their moduli spaces are regular
and admit finite flat level maps. In particular, the moduli
space of Drinfeld shtukas with Drinfeld Γ0(pn)-level structures
provides a good integral model and a relative compactification
of the moduli space of shtukas with naive Γ0 (pn)-level defined
using shtukas for dilated group schemes.
Erscheinungsjahr
2023
Zeitschriftentitel
Journal of Algebra
Band
634
Seite(n)
404-455
ISSN
00218693
Page URI
https://pub.uni-bielefeld.de/record/2981788
Zitieren
Bieker P. Compactification of level maps of moduli spaces of Drinfeld shtukas. Journal of Algebra. 2023;634:404-455.
Bieker, P. (2023). Compactification of level maps of moduli spaces of Drinfeld shtukas. Journal of Algebra, 634, 404-455. https://doi.org/10.1016/j.jalgebra.2023.07.033
Bieker, Patrick. 2023. “Compactification of level maps of moduli spaces of Drinfeld shtukas”. Journal of Algebra 634: 404-455.
Bieker, P. (2023). Compactification of level maps of moduli spaces of Drinfeld shtukas. Journal of Algebra 634, 404-455.
Bieker, P., 2023. Compactification of level maps of moduli spaces of Drinfeld shtukas. Journal of Algebra, 634, p 404-455.
P. Bieker, “Compactification of level maps of moduli spaces of Drinfeld shtukas”, Journal of Algebra, vol. 634, 2023, pp. 404-455.
Bieker, P.: Compactification of level maps of moduli spaces of Drinfeld shtukas. Journal of Algebra. 634, 404-455 (2023).
Bieker, Patrick. “Compactification of level maps of moduli spaces of Drinfeld shtukas”. Journal of Algebra 634 (2023): 404-455.
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