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19 Matches were found.Books (1)
- $L$ functions for the orthogonal group [244]
- David Ginzburg; Ilya Piatetski-Shapiro; Stephen Rallis
- Mem. Amer. Math. Soc.
- Volume: 128
- Year: 1997
- Pages: viii+218 pp.
- MR number: 1357823
- Categorized under:
- Root->Books [67]
- Root->Global representation theory [1]->Global L-functions [117]
- Root->Global representation theory [1]->Global models, periods and coefficients [126]
- Root->Local representation theory [2]->Non-archimedean representation theory [29]->L-parameters and local factors [157]
- Root->Local representation theory [2]->Non-archimedean representation theory [29]->Whittaker, Fourier-Jacobi and Bessel models [159]
Articles (18)
- $L$-functions for ${rm SO}sb ntimes {rm GL}sb k$ [268]
- David Ginzburg
- J. Reine Angew. Math.
- Volume: 405
- Year: 1990
- Pages: 156-180
- MR number: 1041001
- Categorized under:
- Spin $L$-functions on symplectic groups [40]
- Daniel Bump; David Ginzburg
- Internat. Math. Res. Notices
- Volume: 1992
- Year: 1992
- Pages: 153-160
- MR number: 1177328
- Categorized under:
- Whittaker-orthogonal models, functorality, and the Rankin-Selberg method [34]
- Daniel Bump; Solomon Friedberg; David Ginzburg
- Invent. Math.
- Volume: 109
- Year: 1992
- Pages: 55-96
- MR number: 1168366
- Categorized under:
- Root->Global representation theory [1]->Global L-functions [117]
- Root->Global representation theory [1]->Global models, periods and coefficients [126]
- Root->Local representation theory [2]->Archimedean representation theory [28]->Whittaker, Fourier-Jacobi and Bessel models [145]
- Root->Local representation theory [2]->Archimedean representation theory [28]->L-parameters, local factors and zeta integrals [146]
- Root->Local representation theory [2]->Non-archimedean representation theory [29]->L-parameters and local factors [157]
- Root->Local representation theory [2]->Non-archimedean representation theory [29]->Whittaker, Fourier-Jacobi and Bessel models [159]
- A Rankin-Selberg integral for the adjoint $L$-function of ${rm Sp}sb 4$ [270]
- David Ginzburg
- Israel J. Math.
- Volume: 95
- Year: 1996
- Pages: 301-339
- MR number: 1418298
- Categorized under:
- Root->Global representation theory [1]->Global L-functions [117]
- Root->Local representation theory [2]->Non-archimedean representation theory [29]->L-parameters and local factors [157]
- Root->Local representation theory [2]->Non-archimedean representation theory [29]->Whittaker, Fourier-Jacobi and Bessel models [159]
- A new construction of the inverse Shimura correspondence [194]
- David Ginzburg; Stephen Rallis; David Soudry
- Internat. Math. Res. Notices
- Volume: 1997, no. 7
- Year: 1997
- Pages: 349-357
- MR number: 1440573
- Categorized under:
- Periods, poles of $L$-functions and symplectic-orthogonal theta lifts PDF [195]
- David Ginzburg; Stephen Rallis; David Soudry
- J. Reine Angew. Math.
- Volume: 487
- Year: 1997
- Pages: 85-114
- MR number: 1454260
- Categorized under:
- Root->Global representation theory [1]->Global L-functions [117]
- Root->Global representation theory [1]->Global theta correspondences [119]
- Root->Global representation theory [1]->Global models, periods and coefficients [126]
- Root->Local representation theory [2]->Non-archimedean representation theory [29]->Theta correspondence [142]
- Root->Local representation theory [2]->Non-archimedean representation theory [29]->L-parameters and local factors [157]
- $L$-functions for symplectic groups [199]
- David Ginzburg; Stephen Rallis; David Soudry
- Bull. Soc. Math. France
- Volume: 126
- Year: 1998
- Pages: 181-244
- MR number: 1675971
- Categorized under:
- Root->Global representation theory [1]->Global L-functions [117]
- Root->Local representation theory [2]->Archimedean representation theory [28]->L-parameters, local factors and zeta integrals [146]
- Root->Local representation theory [2]->Non-archimedean representation theory [29]->L-parameters and local factors [157]
- Lifting cusp forms on ${rm GL}sb {2n}$ to $tilde{rm Sp}sb {2n}$: the unramified correspondence [201]
- David Ginzburg; Stephen Rallis; David Soudry
- Duke Math. J.
- Volume: 100
- Year: 1999
- Pages: 243-266
- MR number: 1722953
- Categorized under:
- On a correspondence between cuspidal representations of ${rm GL}sb {2n}$ and $widetilde{rm Sp}sb {2n}$ [200]
- David Ginzburg; Stephen Rallis; David Soudry
- J. Amer. Math. Soc.
- Volume: 12
- Year: 1999
- Pages: 849-907
- MR number: 1671452
- Categorized under:
- Root->Global representation theory [1]->Global L-functions [117]
- Root->Global representation theory [1]->Functoriality [118]
- Root->Global representation theory [1]->Backwards lifting [130]
- Root->Local representation theory [2]->Non-archimedean representation theory [29]->L-parameters and local factors [157]
- Root->Local representation theory [2]->Non-archimedean representation theory [29]->Whittaker, Fourier-Jacobi and Bessel models [159]
- Root->Local representation theory [2]->Non-archimedean representation theory [29]->Discrete series representations [166]
- Root->Local representation theory [2]->Non-archimedean representation theory [29]->Supercuspidal representations [187]
- On explicit lifts of cusp forms from ${rm GL}sb m$ to classical groups [202]
- David Ginzburg; Stephen Rallis; David Soudry
- Ann. of Math.
- Volume: 150
- Year: 1999
- Pages: 807-866
- MR number: 1740991
- Categorized under:
- Rankin-Selberg integrals in two complex variables [289]
- Daniel Bump; Solomon Friedberg; David Ginzburg
- Math. Ann.
- Volume: 313
- Year: 1999
- Pages: 731-761
- MR number: 1687010
- Categorized under:
- Generic automorphic forms on ${rm SO}(2n+1)$: functorial lift to ${rm GL}(2n)$, endoscopy, and base change [204]
- David Ginzburg; Stephen Rallis; David Soudry
- Internat. Math. Res. Notices
- Volume: 2001, no. 14
- Year: 2001
- Pages: 729-764
- MR number: 1846354
- Categorized under:
- On the cubic Shimura lift for ${rm PGL}sb 3$ [290]
- Daniel Bump; Solomon Friedberg; David Ginzburg
- Israel J. Math.
- Volume: 126
- Year: 2001
- Pages: 289-307
- MR number: 1882041
- Categorized under:
- Endoscopic representations of ${widetilde{rm Sp}}sb {2n}$ [205]
- David Ginzburg; Stephen Rallis; David Soudry
- J. Inst. Math. Jussieu
- Volume: 1
- Year: 2002
- Pages: 77-123
- MR number: 1954940
- Categorized under:
- A construction of CAP representations in classical groups [737]
- David Ginzburg
- Internat. Math. Res. Notices
- Volume: 20
- Year: 2003
- Pages: 1123-1140
- MR number: 1963483
- Categorized under:
- On Fourier coefficients of automorphic forms of symplectic groups [206]
- David Ginzburg; Stephen Rallis; David Soudry
- Manuscripta Math.
- Volume: 111
- Year: 2003
- Pages: 1-16
- MR number: 1981592
- Categorized under:
- Small representations for odd orthogonal groups [292]
- Daniel Bump; Solomon Friedberg; David Ginzburg
- Internat. Math. Res. Notices
- Volume: 2003
- Year: 2003
- Pages: 1363-1393
- MR number: 1968295
- Categorized under:
- Root->Global representation theory [1]->Global theta correspondences [119]
- Root->Global representation theory [1]->Global models, periods and coefficients [126]
- Root->Local representation theory [2]->Non-archimedean representation theory [29]->Intertwining operators, R-groups [167]
- Root->Local representation theory [2]->Non-archimedean representation theory [29]->Miscellaneous topics [171]
- Construction of CAP representations for symplectic groups using the descent method [1406]
- David Ginzburg; Stephen Rallis; David Soudry
- Ohio State Univ. Math. Res. Inst. Publ.
- Volume: 11
- Year: 2005
- Pages: 193-224
- MR number: 2192824
- Categorized under: