A certain class of Poincare series on Sp n, II

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概要

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• We compute the Petersson scalar product of certain Poincare series introduced in our previous paper against a Siegel cusp form and show that it can be written as a certain averaged cycle integral. This generalizes earlier work by Katok, Zagier and the first named author in the case of genus 1.

• 東北大学の論文

著者

• Sengupta Jyoti

  Shool Of Mathematics T. I. F.r.

• Kohnen Winfried

  Universitat Heidelberg, MathematischesInstitut

• Kohnen Winfried

  Universitat Heidelberg Mathematisches Institut

• Kohnen Winfried

  Universitat Heidelberg Mathematischesinstitut

• KOHNEN Winfried

  Universität Heidelberg Mathematisches Institut

関連論文

• A certain class of Poincare series on Sp n, II
• Fourier coefficients of modular forms(Analytic Number Theory)
• Twisted Maass-Koecher series and spinor zeta functions
• On product expansions of certain modular functions (解析的整数論とその周辺 研究集会報告集)
• Siegel modular forms : estimates for eigenvalues and Fourier coefficients(Analytic Number Theory)
• Asymptotic relations between eigenvalues and Fourier coefficients(Researches on automorphic forms and zeta functions)
• On the Hecke eigenvalues of Siegel cusp forms of genus 2(Automorphic representations, L-functions, and periods)
• Estimating Fourier coefficients of Siegel modular forms (Analytic Number Theory and Surrounding Areas)
• AN EXPLICIT FORMULA FOR LOCAL SINGULAR SERIES POLYNOMIALS

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