Book contents
- Front Matter
- Contents
- Preamble
- Notation
- I Hypotheses, automorphic forms, constant terms
- II Decomposition according to cuspidal data
- II.1 Definitions
- II.2 Calculation of the scalar product of two pseudo-Eisenstein series
- III Hilbertian operators and automorphic forms
- IV Continuation of Eisenstein series
- V Construction of the discrete spectrum via residues
- Appendix I Lifting of unipotent subgroups into a central extension
- Appendix II Automorphic forms and Eisenstein series over a function field
- Appendix III On the discrete spectrum of G2
- Appendix IV Non-connected groups
- Bibliography
- Index
II.2 - Calculation of the scalar product of two pseudo-Eisenstein series
from II - Decomposition according to cuspidal data
Published online by Cambridge University Press: 22 September 2009
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Book contents
- Front Matter
- Contents
- Preamble
- Notation
- I Hypotheses, automorphic forms, constant terms
- II Decomposition according to cuspidal data
- II.1 Definitions
- II.2 Calculation of the scalar product of two pseudo-Eisenstein series
- III Hilbertian operators and automorphic forms
- IV Continuation of Eisenstein series
- V Construction of the discrete spectrum via residues
- Appendix I Lifting of unipotent subgroups into a central extension
- Appendix II Automorphic forms and Eisenstein series over a function field
- Appendix III On the discrete spectrum of G2
- Appendix IV Non-connected groups
- Bibliography
- Index
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- Spectral Decomposition and Eisenstein SeriesA Paraphrase of the Scriptures, pp. 100 - 108Publisher: Cambridge University PressPrint publication year: 1995