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Theta lift

WebOct 1, 2004 · The theta correspondence has been an important tool in studying cycles in locally symmetric spaces of orthogonal type. In this paper we establish for the orthogonal … WebWe show that the Humbert surfaces rationally generate the Picard groups of Siegel modular threefolds. This involves three ingredients: (1) R. Weissauer’s determination of these Picard groups in terms of theta lifting f…

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WebTeen Lift was designed to address the educational, social and cultural needs of the inner city youth. Our focus is to assemble youths within the urban communities that are often labeled underachievers, ... Delta Sigma Theta Sorority, Inc. P.O. Box 470913 Brooklyn, NY 11247 WebJan 10, 2024 · Theta functions, liftings, and generalized Hilbert modular forms, dissertation, The University of Chicago, June 1982. On Maass wave forms and the imaginary quadratic Doi-Naganuma lifting, Mathematische Annalen 263 (1983), 483-508. On the imaginary quadratic Doi-Naganuma lifting of modular forms of arbitrary level, Nagoya Mathematical … hjulbalansering mc https://theresalesolution.com

THETA LIFTING OF HOLOMORPHIC DISCRETE SERIES: THECASEOF

WebTheta lifts for Lorentzian lattices and coefficients of mock theta functions (with Jan Hendrik Bruinier) Mathematische Zeitschrift 297, 1633-1657 (2024) Open Access. Meromorphic modular forms with rational cycle integrals (with Steffen Löbrich) International Mathematics Research Notices IMRN 2024(1), 312-342 (2024) Open Access WebJan 19, 2013 · I am wondering how the relation is between of the automorphic L-function and its lift's. ... On the theta lift and its L-function . Ask Question Asked 10 years ago. … WebMindset Coaching, Self-Development Retreats in Portugal, Hypnotherapy, Goal-Setting, Subconscious Reprogramming ThetaLift faliszéf

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Theta lift

[math/0212286] On Two Geometric Theta Lifts - arXiv.org

WebMar 26, 2024 · Namely, we find a global theta lift such that • at one real place, its localization is the theta lift of an arbitrary (limit of) discrete series representation; • at another real place, its localization is the theta lift of a discrete series representation with sufficiently regular infinitesimal character, which is determined explicitly by ... WebSep 17, 2014 · Our first main result is that if ρ is unitarizable, then except for one special case, the full local theta lift ρ′ = Θ(ρ) is equal to the local theta lift θ(ρ). Thus excluding …

Theta lift

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WebThe Borcherds lift Lecture 7 Charlotte Chan March 14, 2016 These are rough notes of a lecture in which we explain how to de ne the Borcherds lift from the regularized theta lift … Webthe theory of theta correspondence is to show that the lift Θ n(V σ)doesnotvanish. B. Roberts characterizes the global non-vanishing of the theta lift in terms of the local counterpart θ n(σ v). To be more precise, in [R4], Roberts proves that for m 2 ≤ n the theta lift does not vanish if and only if the local theta lift of each local ...

WebAs a typical example, we examine the theta lift of a holomorphic discrete series representation with a scalar extreme Kf0-type. Let ˇ0 hol be a holomorphic discrete series representation of Gf0= U(p;q) ˘.Al-though ˇ0 hol itself is fairly well understood, it is not so for its theta lift (ˇ0 hol). By the general arguments of Adams [1, x5 ... http://www.math.tifr.res.in/~dprasad/dp.pdf

WebJul 22, 2016 · On two arithmetic theta lifts. Stephan Ehlen, Siddarth Sankaran. Our aim is to clarify the relationship between Kudla's and Bruinier's Green functions attached to special cycles on Shimura varieties …

WebSection 3, after reviewing basics of both global and local theta lifting of groups of isometries, we give a proof of Theorem 1.0.1. In Section 4, we review basics of both global and local theta lifting of groups of similitudes. In Section 5, we will explic-itly compute the unrami ed local theta lift from GO(4) to GSp(1). Then nally,

Webtheta liftings. Roughly speaking, for each place v of F, the local theta lifting relates irreducible admissible representations of Gv and G0 v. Similarly the global theta lifting relates automorphic forms on the two groups. We consider the very special case in which dimE V = dimE W = 1. In this case, G »= G0 = U(1) = E1, where E1 is the kernel ... hjulgatan 4WebA Converse Theorem and the Saito-Kurokawa Lift 351 Proof. If `is a cusp form;this follows from [KS;pp. 197;207] where gis computed as a theta lift of `and is in fact a Maass cusp form of weight 1/2;so ¢1=2 gC(1=4C(r=2)2)gD0 where ¢1=2 Dy 2(@2 xC@ 2 y)¡(1=2)iy@x: If `DE(z;1=2Cir);the theorem follows from the next lemma;part of which is a fali szappanadagolóWebJun 16, 2024 · In this paper, we study a new lifting of automorphic representations using the theta representation $\Theta$ on the $4$-fold cover of the symplectic group, … hjulhamnsgatan 3bWebMay 23, 2016 · On a theta lift related to the Shintani lift. Claudia Alfes-Neumann, Markus Schwagenscheidt. We study a certain theta lift which maps weight to weight harmonic … fali száritóWebTheta correspondence. In mathematics, the theta correspondence or Howe correspondence is a mathematical relation between representations of two groups of a reductive dual pair. The local theta correspondence relates irreducible admissible representations over a local field, while the global theta correspondence relates irreducible automorphic ... hjulbalansering i motalaWebstudy the arithmetic properties of the theta-lifts in either direction. This issue was however considered by Shimura [32], who showed that (for suitable choices of theta function) the theta lift from SLg 2 to PB£ is algebraic and further, in the opposite direction, there is a canonical transcendental period modulo which the theta lift is ... hjulbalanseringWeb2. Generalities on theta cocycles and theta symbols 4 3. Analytic theta-cocycles 10 4. Meromorphic theta-symbols 25 5. Lifting obstructions 29 6. Generating series 38 Appendix A. The parallel with Mumford’s p-adic theta functions 41 References 43 1. Introduction Let pbe a rational prime and let H pdenote Drinfeld’s p-adic upper half plane ... hjulmakaregatan