A self-contained introduction to automorphic forms, and Eisenstein series and pseudo-series, proving some of Langlands' work at the intersection of number theory and group theory.
A self-contained introduction to automorphic forms, and Eisenstein series and pseudo-series, proving some of Langlands' work at the intersection of number theory and group theory.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Preamble Notation 1. Hypotheses, automorphic forms, constant terms 2. Decomposition according to cuspidal data 3. Hilbertian operators and automorphic forms 4. Continuation of Eisenstein series 5. Construction of the discrete spectrum via residues 6. Spectral decomposition via the discrete Levi spectrum Appendix I. Lifting of unipotent subgroups Appendix II. Automorphic forms and Eisenstein series on function fields Appendix III. On the discrete spectrum of G2 Appendix IV. Non-connected groups Bibliography Index.
Preamble Notation 1. Hypotheses, automorphic forms, constant terms 2. Decomposition according to cuspidal data 3. Hilbertian operators and automorphic forms 4. Continuation of Eisenstein series 5. Construction of the discrete spectrum via residues 6. Spectral decomposition via the discrete Levi spectrum Appendix I. Lifting of unipotent subgroups Appendix II. Automorphic forms and Eisenstein series on function fields Appendix III. On the discrete spectrum of G2 Appendix IV. Non-connected groups Bibliography Index.
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