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Type: Article
On actions of Frobenius morphisms for moduli stacks of principal bundles over algebraic curves
Abstract:
We study the various arithmetic and geometric Frobenius morphisms on the moduli stack of principal bundles over a smooth projective algebraic curve and determine explicitly their actions on the l-adic cohomology of the moduli stack in terms of Chern classes.
We study the various arithmetic and geometric Frobenius morphisms on the moduli stack of principal bundles over a smooth projective algebraic curve and determine explicitly their actions on the l-adic cohomology of the moduli stack in terms of Chern classes.
Keywords: Algebraic stacks||Moduli of principal bundles||Frobenius morphisms||Trace formula
MSC: 14D23 (14F20 14G15)
Journal: Bulletin des Sciences Mathématiques
ISSN: 1952-4773
Year: 2024
Volume: 193
Pages: Paper No. 103450



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