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Title
  • en KOECHER-MAASS SERIES OF THE IKEDA LIFT FOR U(m,m)
Creator

KATSURADA, Hidenori

Rights
    • ©2015 Kyoto University
Subject
  • NDC 413
Description
Other
  • Let K = √ Q(−D) be an imaginary quadratic field with discriminant−D, and χ the Dirichlet character corresponding to the extension K / Q. Let m = 2n or 2n + 1 with n a positive integer. Let f be a primitive form of weight 2k + 1 and character χ for Γ0(D), or a primitive form of weight 2k for SL2(Z) according as m = 2n, or m = 2n + 1. For such an f let Im(f) be the lift of f to the space of Hermitian modular forms constructed by Ikeda. We then give an explicit formula of the Koecher-Maass series L(s, Im(f)) of Im(f). This is a generalization of Mizuno [Mi06].
PublisherDuke University Press on behalf of Kyoto University
Date Created 2016-02-15 , Issued 2015
Languageeng
NIItypejournal article
VersiontypeAM
Identifier URI http://hdl.handle.net/10258/3829
Relation
  • isIdenticalTo DOI https://doi.org/10.1215/21562261-2871776
  • isIdenticalTo NAID 120005669627
Journal
    • NCID AA12478508
    • ISSN 2156-2261
    • Kyoto journal of mathematics
    55(2), 321-364
File
Oaidate2020-06-25T06:57:01Z