Articles (7)

• A counterexample to the "generalized Ramanujan conjecture" for (quasi-) split groups [7]
• Roger Howe; Ilya Piatetski-Shapiro
• Proc. Sympos. Pure Math.
• Volume: 33 (part 1)
• Year: 1977
• Pages: 315-322
• MR number: 0546605
• Categorized under:
  • Root->Global representation theory [1]->Global theta correspondences [119]
  • Root->Global representation theory [1]->Discrete spectrum [123]
• Some examples of automorphic forms on ${rm Sp}_4$ [10]
• Roger Howe; Ilya Piatetski-Shapiro
• Duke Math. J.
• Volume: 50
• Year: 1983
• Pages: 55-106
• MR number: 0700131
• Categorized under:
  • Root->Global representation theory [1]->Global theta correspondences [119]
  • Root->Local representation theory [2]->Non-archimedean representation theory [29]->Theta correspondence [142]
  • Root->Local representation theory [2]->Non-archimedean representation theory [29]->Saito-Kurokawa representations [162]
• Small unitary representations of classical groups [779]
• Roger Howe
• Math. Sci. Res. Inst. Publ.
• Volume: 6
• Year: 1987
• Pages: 121-150
• MR number: 0880374
• Categorized under:
  • Root->Local representation theory [2]->Archimedean representation theory [28]->Theta correspondence [144]
• Small unitary representations of classical groups [780]
• Roger Howe
• Sympos. Math.
• Volume: XXIX
• Year: 1987
• Pages: 197-204
• MR number: 0951186
• Categorized under:
  • Root->Local representation theory [2]->Archimedean representation theory [28]->Theta correspondence [144]
• Estimating Hecke eigenvalues of Siegel modular forms [306]
• William Duke; Roger Howe; Jian-Shu Li
• Duke Math. J.
• Volume: 67
• Year: 1992
• Pages: 219-240
• MR number: 1174607
• Categorized under:
  • Root->Siegel modular forms [54]->Hecke eigenvalues and Satake parameters [182]->Estimates on eigenvalues, Ramanujan conjecture [110]
• Eigendistributions for orthogonal groups and representations of symplectic groups [1187]
• Roger Howe; Chen-Bo Zhu
• J. Reine Angew. Math.
• Volume: 545
• Year: 2002
• Pages: 121-166
• MR number: 1896100
• Categorized under:
  • Root->Local representation theory [2]->Archimedean representation theory [28]->Theta correspondence [144]
  • Root->Local representation theory [2]->Archimedean representation theory [28]->Distributions, characters and packets [149]
• Stable branching rules for classical symmetric pairs [1181]
• Roger Howe; Eng-Chye Tan; Jeb Willenbring
• Trans. Amer. Math. Soc.
• Volume: 357
• Year: 2005
• Pages: 1601-1626
• MR number: 2115378
• Categorized under:
  • Root->Local representation theory [2]->Archimedean representation theory [28]->Theta correspondence [144]