On two geometric theta lifts

Author: wedx

August undefined, 2024

http://export.arxiv.org/abs/math/0212286 WebAeroelasticity is the branch of physics and engineering studying the interactions between the inertial, elastic, and aerodynamic forces occurring while an elastic body is exposed to a fluid flow. The study of aeroelasticity may be broadly classified into two fields: static aeroelasticity dealing with the static or steady state response of an elastic body to a …

Jens Funke - Durham University

Web1 de out. de 2014 · By defining a theta lift using a kernel recently studied by Hövel, we obtain canonical weight 1/2 harmonic Maass forms whose Fourier coefficients encode the vanishing of these values for the ... Web21 de jul. de 2016 · On two arithmetic theta lifts. July 2016; Compositio Mathematica 154(10) DOI:10.1112 ... These functions play a key role in the arithmetic geometry of the special cycles in the context of Kudla's ... cst mining group

On Two Geometric Theta Lifts : Jan Hendrik Bruinier - Archive

Web2 de ago. de 2024 · Abstract. In this paper we construct indefinite theta series for lattices of arbitrary signature ( p, q) as ‘incomplete’ theta integrals, that is, by integrating the theta … WebThe theta correspondence has been an important tool in studying cycles in locally symmetric spaces of orthogonal type. In this paper, we establish for O ... On Two … WebOn two arithmetic theta lifts Stephan Ehlen and Siddarth Sankaran Abstract Our aim is to clarify the relationship between Kudla’s and Bruinier’s Green functions attached to … cstm ottawa

On some incomplete theta integrals Compositio Mathematica

WebOn two arithmetic theta lifts Part of: Arithmetic algebraic geometry Discontinuous groups and automorphic forms Published online by Cambridge University Press: 07 September 2024 Stephan Ehlen and Siddarth Sankaran Article Metrics Save PDF Cite Rights & Permissions Abstract cstm share priceWeb30 de set. de 2004 · On two geometric theta lifts. Authors. J. Bruinier; J. Funke; Publication date October 1, 2004. Publisher 'Duke University Press' Doi DOI: 10.1215/S0012-7094-04-12513-8. Abstract The theta correspondence has been an important tool in studying cycles in locally symmetric spaces of orthogonal type. cstm sound body corporate management

"WebThe ﬁrst installment appeared in the December 2012 issue, and contained an introductory piece by Krishnaswami Alladi plus pieces by George An- drews, Bruce Berndt, and Jonathan Borwein on Ramanujan’s work. Krishnaswami Alladi is professor of mathematics at the University of Florida. His email address isalladik@ufl. edu. " - On two geometric theta lifts

On two geometric theta lifts

WebON TWO GEOMETRIC THETA LIFTS 3 certain special cycles Z(f) in Dthat in this case are divisors. Moreover, B(z;f) := ddc( z;f) actually extends to a closed smooth (1;1)-form on … WebOn the geometric side, this lift can be interpreted as a differential character in the sense of Cheeger and Simons. The theta correspondence has been an important tool in studying …

Did you know?

Web16 de out. de 2024 · The spectral decomposition with respect to Δ of the Hilbert space of square-integrable functions can be described via Maass forms. 3 Harmonic Maass Forms In their work On Two Geometric Theta Lifts [ 4] Bruinier and Funke came up with the following space of automorphic forms in a sense combining the notion of modular forms … Web1 de out. de 2004 · Abstract. The theta correspondence has been an important tool in studying cycles in locally symmetric spaces of orthogonal type. In this paper we establish …

Web20 de dez. de 2002 · Abstract: The theta correspondence has been an important tool in studying cycles in locally symmetric spaces of orthogonal type. In this paper, we … WebOn two geometric theta lifts (joint with J. Bruinier), Duke Mathematical Journal 125 (2004), 45-90. Cycles in hyperbolic manifolds of non-compact type and Fourier coefficients of Siegel modular forms (joint with J. Millson), Manuscripta Mathematica 107 (2002), 409-449.

http://export.arxiv.org/abs/math/0212286v1 WebON TWO ARITHMETIC THETA LIFTS STEPHAN EHLEN AND SIDDARTH SANKARAN Abstract. Our aim is to clarify the relationship between Kudla’s and Bruinier’s Green func …

Web22 de jul. de 2016 · On two arithmetic theta lifts. Our aim is to clarify the relationship between Kudla’s and Bruinier’s Green functions attached to special cycles on Shimura …

WebOn two geometric theta lifts. Duke Mathematical Journal 125 (1): 45-90. Funke, J. (2002). Heegner divisors and non-holomorphic modular forms. Compositio Mathematica 133 (3): 289-321. Funke, J. & Millson, J. (2002). Cycles in hyperbolic manifolds of non-compact type and Fourier coefficients of Siegel modular forms. early history of the worldWeb20 de dez. de 2002 · On the geometric side, this lift can be interpreted as a differential character, in the sense of Cheeger and Simons, for the cycles under consideration. The … cst moveoWeb11 de abr. de 2024 · This work presents a novel approach capable of predicting an appropriate spacing function that can be used to generate a near-optimal mesh suitable for simulation. The main objective is to make use of the large number of simulations that are nowadays available, and to alleviate the time-consuming mesh generation stage by … early history of thurgood marshallWebON TWO GEOMETRIC THETA LIFTS 3 takes values in Zq(X). Then for η∈ Z(p−1)q c (X), the compactly supported closed (p−1)q-forms on X, the Kudla-Millson lift is deﬁned by … early history of the navajo tribeWebThe theta correspondence has been an important tool in studying cycles in locally symmetric spaces of orthogonal type. In this paper, we establish for O ... On Two Geometric Theta Lifts Item Preview remove-circle Share or Embed This Item. Share to Twitter. Share to Facebook. Share to Reddit. early history of tuscarawas county ohioWeb18 de dez. de 2013 · On two arithmetic theta lifts Article Full-text available Jul 2016 Stephan Ehlen Siddarth Sankaran Our aim is to clarify the relationship between Kudla's and Bruinier's Green functions... early history of technical drawingWebOn two geometric theta lifts (joint with J. Bruinier), Duke Math. J. 125, 45-90 (2004) Cycles in hyperbolic manifolds of non-compact type and Fourier coe cients of Siegel modular forms (joint with J. Millson), Manuscripta Math. 107, 409-449 (2002) Heegner divisors and non-holomorphic modular forms, Compositio Math. 133, 289-321 (2002) cst mphysics studio tutorial