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S t for shimura varieties and p-adic shtukas

Web(mit G. Pappas), p-adic shtukas and the theory of global and local Shimura varieties, 2024 (mit S. Kudla, Th. Zink), On the p-adic uniformization of Shimura curves, 2024 (mit U. Gortz, X. He), Extremal cases of Rapoport-Zink spaces, 2024 (mit B. Smithling, W. Zhang), On Shimura varieties for unitary groups, 2024 WebNov 14, 2024 · Special cycles on orthogonal Shimura varieties November 2024 Authors: Ruishen Zhao Abstract In this paper, we investigate a general method to establish tame …

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Webmodels for Shimura varieties at parahoric level constructed in [PR21] satisfy p-adic uniformization, and that the Rapoport–Zink spaces considered loc.cit. agree with the moduli spaces of p-adic shtukas of [SW20] associated to the same data. 1.2. Notations. To not overload the introduction, we use common terms WebShimura Varieties, p-Adic Shtukas, and Local Systems. NSF Org: DMS Division Of Mathematical Sciences: Recipient: MICHIGAN STATE UNIVERSITY: Initial Amendment Date: March 9, 2024: ... NSF Program(s): ALGEBRA,NUMBER THEORY,AND COM: Primary Program Source: 040100 NSF RESEARCH & RELATED ACTIVIT: Program Reference Code(s): … dr. rogovin boynton beach https://chefjoburke.com

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WebThese are my notes for a series of fifteen lectures at the Clay Summer School, Fields Institute, Toronto, June 2 -- June 27, 2003. The original version was published as: … WebIn fact, Scholze uses this insight to de ne local Shimura varieties which are the analogues over p-adic elds of Shimura varieties. This puts into reality a hope spelled out in [RV14] and is a p-adic avatar of Scholze’s idea on global Shimura varieties. Let (G;b; ) be a local Shimura datum. We recall [RV14] that this means that Gis a reduc- WebLet us recall the formalism of local Shimura varieties and moduli spaces of p-adic shtukas. Local p-adic shtuka datum over Q p is a triple (G;[b];[ ]) where Gis a reductive group over Q p, [ ] is a conjugacy class of geometric cocharacters : G m!Gand [b] is an element of Kottwitz set B(G;[ ]). Whenever dr. rogosin oncology

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Category:Canonical integral models for Shimura varieties defined by tori

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S t for shimura varieties and p-adic shtukas

MOTIVATIONS FOR LOCAL SHIMURA VARIETIES …

http://math.caltech.edu/~localseminar/notes/serin11apr.pdf Web2. Locally symmetric spaces and Shimura varieties 6 2.1. Locally symmetric spaces 6 2.2. Completed cohomology 11 2.3. Shimura varieties 13 3. Background from p-adic Hodge theory 24 3.1. The relative Hodge-Tate ltration 24 4. The canonical subgroup and the anticanonical tower 29 4.1. The ordinary locus inside Siegel modular varieties 29 4.2.

S t for shimura varieties and p-adic shtukas

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WebOct 20, 2024 · S=T for Shimura Varieties and Moduli Spaces of p-adic Shtukas Zhiyou Wu (Submitted on 20 Oct 2024 ( v1 ), last revised 19 Sep 2024 (this version, v2)) We prove the … WebS = T FOR SHIMURA VARIETIES AND p-ADIC SHTUKAS Wu Zhiyou Published 2024 Mathematics We prove the S = T conjecture proposed by Liang Xiao and Xinwen Zhu in …

WebS=T for Shimura Varieties and Moduli Spaces of p-adic Shtukas Wu, Zhiyou We prove the $S=T$ conjecture proposed by Xiao-Zhu in \cite {2024arXiv170705700X}, making use of … WebUpload an image to customize your repository’s social media preview. Images should be at least 640×320px (1280×640px for best display). Close Save

Webp-ADIC SHTUKAS AND THE THEORY OF GLOBAL AND LOCAL SHIMURA VARIETIES GEORGIOS PAPPAS AND MICHAEL RAPOPORT Abstract. We establish basic results on p … WebConference on Global Langlands, Shimura varieties, and shtukas Dates: August 07 - 11, 2024 Venue:Lipschitz-Saal (Endenicher Allee 60, Bonn) Organizers:Frank Calegari …

WebOct 19, 2024 · (PDF) S=T for Shimura Varieties and p-adic Shtukas S=T for Shimura Varieties and p-adic Shtukas Authors: Zhiyou Wu Abstract We prove the S=T conjecture …

WebNov 14, 2024 · In this paper, we investigate a general method to establish tame and norm relations for special cycles in Shimura varieties, using unitary cycles in odd orthogonal Shimura varieties as a... collision on netflixWebcompatibilities for local Shimura varieties have been veri ed and generalized to moduli spaces of p-adic shtukas. The study of the geometry and cohomology of local Shimura … dr rohail hassanWebOct 20, 2024 · S=T for Shimura Varieties and Moduli Spaces of p-adic Shtukas Zhiyou Wu (Submitted on 20 Oct 2024 ( v1 ), last revised 19 Sep 2024 (this version, v2)) We prove the conjecture proposed by Xiao-Zhu in \cite {2024arXiv170705700X}, making use of Scholze's theory of diamonds and v-stacks and Fargues-Scholze's geometric Satake equivalence. collision operator skinWebJan 4, 2024 · In order to achieve this, we establish the specialization principle for well-behaved $p$-adic kimberlites, show that these include the v-sheaf local models, determine their special fibers using... collision or crash crosswordWebThis is a revised version of the lecture notes for the course on p-adic geometry given by P. Scholze in Fall 2014 at UC Berkeley.At a few points, we have expanded slightly on the material, in particular so as to provide a full construction of local Shimura varieties and general moduli spaces of shtukas, along with some applications to Rapoport-Zink spaces, … collision on the a1 on july 15 2021WebMore precisely, for a local p-adic Shimura datum (G,b,µ) and a quasi-parahoric group scheme G for G, Scholze has defined a functor on perfectoid spaces which parametrizes p-adic shtukas. He conjectured that this functor is representable by a normal formal scheme which is locally formally of finite type and flat over O ˘ E collision orbit jack williamsonWebNov 28, 2024 · Monday, November 28, 2024 2:30 PM. Patrick Daniels (Michigan) Pappas and Rapoport have recently conjectured the existence of canonical integral models for … dr rogsbert phillips reed