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- 2011499221 contributor B12364418.
- 2011499221 contributor B12364419.
- 2011499221 created "c2011.".
- 2011499221 date "2011".
- 2011499221 date "c2011.".
- 2011499221 dateCopyrighted "c2011.".
- 2011499221 description "1. Introduction -- 2. On certain residual representations -- 3. Coefficients of Gelfand-Graev type, of Fourier-Jacobi type, and descent -- 4. Some double coset decompositions -- 5. Jacquet modules of parabolic inductions: Gelfand-Graev characters -- 6. Jacquet modules of parabolic inductions: Fourier-Jacobi characters -- 7. The tower property --8. Non-vanishing of the descent I -- 9. Non-vanishing of the descent II -- 10. Global genericity of the descent and global integrals -- 11. Langlands (weak) functorial lift and descent.".
- 2011499221 description "Includes bibliographical references (p. 335-338) and index.".
- 2011499221 extent "ix, 339 p. :".
- 2011499221 identifier "9789814304986".
- 2011499221 identifier "9814304980".
- 2011499221 issued "2011".
- 2011499221 issued "c2011.".
- 2011499221 language "eng".
- 2011499221 publisher "New Jersey : World Scientific Pub.,".
- 2011499221 subject "515.9 22".
- 2011499221 subject "Automorphic forms.".
- 2011499221 subject "L-functions.".
- 2011499221 subject "QA246 .G56 2011".
- 2011499221 subject "Representations of groups.".
- 2011499221 tableOfContents "1. Introduction -- 2. On certain residual representations -- 3. Coefficients of Gelfand-Graev type, of Fourier-Jacobi type, and descent -- 4. Some double coset decompositions -- 5. Jacquet modules of parabolic inductions: Gelfand-Graev characters -- 6. Jacquet modules of parabolic inductions: Fourier-Jacobi characters -- 7. The tower property --8. Non-vanishing of the descent I -- 9. Non-vanishing of the descent II -- 10. Global genericity of the descent and global integrals -- 11. Langlands (weak) functorial lift and descent.".
- 2011499221 title "The descent map from automorphic representations of GL(n) to classical groups / David Ginzburg, Stephen Rallis, David Soudry.".
- 2011499221 type "text".