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Title
  • en Congruence of Siegel modular forms and special values of their standard zeta functions
Creator

KATSURADA, Hidenori

Subject
  • NDC 410
Description
Other
  • In this paper, we consider the relationship between the congruence of cuspidal Hecke eigenforms with respect to SPn(Z) and the special values of their standard zeta functions. In particular, we propose a conjecture concerning the congruence between Saito-Kurokawa lifts and non-Saito-Kurokawa lifts, and prove it under certain condition.
PublisherSpringer
Date Created 2016-02-15 , Issued 2008-05
Languageeng
NIItypejournal article
VersiontypeAM
Identifier URI http://hdl.handle.net/10258/439
Relation
  • isIdenticalTo DOI https://doi.org/10.1007/s00209-007-0213-5
  • isIdenticalTo NAID 120001424245
Journal
    • NCID AA0072420X
    • NCID AA11629222
    • ISSN 0025-5874
    • ISSN 1432-1823
    • Mathematische Zeitschrift
    259(1), 97-111
File
Oaidate2020-06-25T06:57:01Z