2024 Hodge tate

Hodge tate

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August undefined, 2024

NettetHugh Henry Tate (May 19, 1880 – August 7, 1956) was a Major League Baseball outfielder. He attended the University of Pennsylvania. Sources. Career statistics and … NettetAbstract. In this article, we generalize the Hodge–Tate decomposition of p p -adic étale cohomology to non-smooth rigid spaces. Our strategy is to study pro-étale cohomology …

Hodge-Tate theory. - Imperial College London

Nettetthe Hodge-Tate period map for Hodge type Shimura varieties (which was then reﬁned in [CS15]). More precisely, let S KpK p be a Hodge-type Shimura variety at some levelK … Nettetfold. The proof of the Hodge decomposition for Xrelies on working locally on Xin the analytic topology (rather than the Zariski topology), i.e., on thinking about Xas a manifold rather than an algebraic variety. One could hope for a p-adic “analytic” proof of the Hodge-Tate decomposition. 1.3. The Hodge-Tate spectral sequence. box in one offense

p-adic Hodge theory in nLab

NettetMumford{Tate conjecture for the abelian variety Xover Ftogether with the Hodge conjecture for X C (in codimension r) implies Tate I (Conjecture 1.1) for X(in codimension r). In particular all Tate classes on Xare also generated by products of divisor classes. Remark 2.1. We refer to the references in [RM08], [Lom16] for related previous works ... NettetBrent Hodge (director); Ashleigh Ball, Donald Rhoades, Andrea Libman, Nicole Oliver, Mike Bernstein: Documental independiente ... Debbie Isitt (director), Martin Clunes, Marc Wootton, Catherine Tate, Celia Imrie, Jason Watkins: Comedia: 20 Los juegos del hambre: sinsajo - Parte 1: http://virtualmath1.stanford.edu/~conrad/mordellsem/Notes/L10.pdf gussetted sheet protectors

Constancy of generalized Hodge–Tate weights of a local system

Nettet8. apr. 2024 · Let G be a reductive group scheme over the p-adic integers, and let $$\\mu $$ μ be a minuscule cocharacter for G. In the Hodge-type case, we construct a functor from nilpotent $$(G,\\mu )$$ ( G , μ ) -displays over p-nilpotent rings R to formal p-divisible groups over R equipped with crystalline Tate tensors. When R/pR has a p-basis étale … NettetHodge-Tate decomposition, imperfect residue field, abelian varieties, Tate module. Suggest a Subject Subjects. You must be logged in to add subjects. Abelian varieties and schemes 14K05 Algebraic theory Arithmetic problems. Diophantine geometry 14G15 Finite ground fields Cycles and subschemes gussetted bottom weld bagNettet20. jun. 2024 · Abstract. We prove that the Hodge-Tate spectral sequence of a proper smooth rigid analytic variety can be reconstructed from its infinitesimal $\mathbb {B}_ {\text {dR}}^+$-cohomology through the ... box in polistirolo

"Nettet21. jan. 2024 · Hodge-Tate decomposition. An early result in p p-adic Hodge theory is the Hodge-Tate decomposition, which is a p p-adic analogue of the Hodge decomposition … " - Hodge tate

Hodge tate

[1511.02418] On the generic part of the cohomology of compact unitary ...

NettetWe prove that a Hodge–Tate prismatic crystal on is uniquely determined by a topologically “nilpotent” matrix. Using this matrix, we construct a -representation of from a Hodge–Tate crystal in an explicit way. We then… Nettet25. jan. 2024 · Using this Sen theory over the Kummer tower, we prove a conjecture of Min-Wang which predicts that Hodge-Tate prismatic crystals are determined by the Sen operator; this implies that the category of (rational) Hodge-Tate prismatic crystals is equivalent to the category of nearly Hodge-Tate representations.

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Nettetp-DIVISIBLE GROUPS: PART II BRANDON LEVIN This talk discusses the main results of Tate’s paper "p-Divisible Groups" [6]. From the point of view of p-adic Hodge theory, this is a foundational paper and within this setting, much of the NettetDeligne's Hodge Theory I-III. Deligne. 数学爱好者. 22 人赞同了该文章. The purpose of these notes is to introduce Deligne's theory of mixed Hodge structures ( [Hodge I], [Hodge II], [Hodge III]). In this work, Deligne extends classical Hodge theory first to open, smooth, varieties [Hodge II], then to complete, singular varieties ...

Nettetfor 1 dag siden · Tre britiske kvinder har anklaget Twitter-personligheden Andrew Tate for at have misbrugt og truet dem på livet Andrew Tate anklages for at have misbrugt tre … Nettet6. nov. 2024 · We also discuss basic properties of Hodge–Tate sheaves on a rigid analytic variety. Keywords. rigid analytic geometry p-adic Hodge theory. MSC classification. Primary: 14G22: Rigid analytic geometry Type Research Article. Information Compositio Mathematica, Volume 154, Issue 12, December 2024, pp. 2606 - 2642.

NettetHomer Tate. Homer Tate (1884–1975) [1] was an American nicknamed the "King of Gaffes" for devising strange "artifacts" that were often used in roadside attractions and … Nettet4. jan. 2024 · My question is about p-adic Hodge-Tate theory and p-adic Galois representation. What is the definition of $\text{weight or Hodge-Tate weight}$ in the above theory?. For example, I have the following two definitions of weights in …

NettetHodge-Tate decomposition, imperfect residue field, abelian varieties, Tate module. Suggest a Subject Subjects. You must be logged in to add subjects. Abelian varieties …

NettetThis week: Proof of Hodge-Tate Decomposition In this subsection, we derive the first main result for this chapter by exploiting our accumulated knowledge of finite flat group schemes andp-divisible groups. Let us first present some easy but useful lemmas. 1 Proof of Hodge-Tate Decomposition Lemma 1.1. Let G= lim −→ G v be a p-divisible ... box in pdfNettet19 timer siden · Chapel Hill. Nicknamed the "Southern Part of Heaven," Chapel Hill is the smallest of the three major destinations in North Carolina’s Research Triangle. However, this college town of a little ... gusset plate on ibeamNettet1.9. Hodge-Tate representations22 Chapter 2. The Hodge-Tate decomposition Theorem for Abelian Varieties24 2.1. Lubin-Tate formal groups and di erential modules24 2.2. … box inputNettetGeorge Henry Hamilton Tate (April 30, 1894 – December 24, 1953) was a British-born American zoologist and botanist, who worked as a mammalogist for the American … box in plexiglass trasparenteNettetHodge-Tate representations are stable under duality, tensor product, direct sum, and passage to submodules and quotients. Serre says this on p471 of Ouevres III (his … box in other languagesNettet2 timer siden · Hamlet is a misogynist like Andrew Tate, an Oxford professor will argue in a new Radio 4 series. The Bard’s work is to be reexamined in the planned BBC … box in pannelli sandwichNettet14. mar. 2024 · We study the interpolation of Hodge–Tate and de Rham periods over rigid analytic families of Galois representations. Given a Galois representation on a coherent locally free sheaf over a reduced rigid space and a bounded range of weights, we obtain a stratification of this space by locally closed subvarieties where the … gussettville cemetery george west texas