© Hindawi Publishing Corp. THE FIELD OF MODULI OF QUATERNIONIC MULTIPLICATION ON ABELIAN VARIETIES
, 2003 We consider principally polarized abelian varieties with quaternionic multiplication over number fields and we study the field of moduli of their endomorphisms in relation to the set of rational points on suitable Shimura varieties.
Victor Rotger
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p-adic Borel extension for local Shimura varieties
Forum of Mathematics, SigmaWe show that the moduli spaces of Scholze’s p-adic shtukas with framing satisfy a p-adic rigid analytic version of Borel’s extension theorem. In particular, this holds for local Shimura varieties, for all local Shimura data $(G, [b],\{\mu ...
Abhishek Oswal, Georgios Pappas
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On two theorems for flat, affine group schemes over a discrete valuation ring
Open Mathematics, 2005 Vasiu Adrian
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Rationality for isobaric automorphic representations: the CM-case. [PDF]
Mon Hefte Math, 2018 Grobner H.
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Expression patterns of alternative transcripts of the zebrafish olfactomedin 1 genes. [PDF]
Gene Expr Patterns, 2007 Nakaya N, Tomarev S.
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Diving behaviour and haemoglobin function: the primary structure of the alpha- and beta-chains of the sea turtle (Caretta caretta) and its functional implications. [PDF]
Biochem J, 1996 Petruzzelli R +5 more
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Handheld Thermal Devices Can Facilitate Population Monitoring of the Critically Endangered Delacour's Langur <i>Trachypithecus delacouri</i> in Difficult Terrains. [PDF]
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Arithmetic fundamental lemma for the spherical Hecke algebra. [PDF]
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