Automorphic forms and representations

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1. Verfasser: Bump, Daniel 1952- (VerfasserIn)
Format: Buch
Sprache:English
Veröffentlicht: Cambridge, United Kingdom Cambridge University Press 2004
Ausgabe:First paperback edition 1998, transferred to digital printing
Schriftenreihe:Cambridge studies in advanced mathematics 55
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Datensatz im Suchindex

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adam_text Contents Preface ix Advice to the Reader xi Prerequisites xiv Notations XV 1 Modular Forms 1 1.1 Dirichlet L-Functions 3 1.2 The Modular Group 17 1.3 Modular Forms for SL(2, Z) 26 1.4 Hecke Operators 41 1.5 Twisting 54 1.6 The Rankin-Selberg Method 65 1.7 Hecke Characters and Hilbert Modular Forms 76 1.8 Artin L-Functions and Langlands Functoriality 90 1.9 Maass Forms 103 1.10 Base Change 119 2 Automorphic Forms and Representations of GL(2, R) 127 2.1 Maass Forms and the Spectral Problem 128 2.2 Basic Lie Theory 145 2.3 Discreteness of the Spectrum 165 2.4 Basic Representation Theory 186 2.5 Irreducible (g, /Q-Modules for GL(2, R) 203 2.6 Unitaricity and Intertwining Integrals 222 2.7 Representations and the Spectral Problem 241 2.8 Whittaker Models 243 2.9 A Theorem of Harish-Chandra 246 vi Contents 3 Automorphic Representations 252 3.1 Tate s Thesis 254 3.2 Classical Automorphic Forms and Representations 278 3.3 Automorphic Representations of GL(ri) 291 3.4 The Tensor Product Theorem 307 3.5 Whittaker Models and Automorphic Forms 321 3.6 Adelization of Classical Automorphic Forms 341 3.7 Eisenstein Series and Intertwining Integrals 346 3.8 The Rankin-Selberg Method 368 3.9 The Global Langlands Conjectures 375 3.10 The Triple Convolution 385 4 Representations of GL(2) Over ар-ятс Field 397 4.1 GL(2) Over a Finite Field 398 4.2 Smooth and Admissible Representations 424 4.3 Distributions and Sheaves 436 4.4 Whittaker Models and the Jacquet Functor 452 4.5 The Principal Series Representations 469 4.6 Spherical Representations 490 4.7 Local Functional Equations 511 4.8 Supercuspidals and the Weil Representation 523 4.9 The Local Langlands Correspondence 549 Bibliography 558 Index 568
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physical XIV, 574 Seiten
publishDate 2004
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series Cambridge studies in advanced mathematics
series2 Cambridge studies in advanced mathematics
spellingShingle Bump, Daniel 1952-
Automorphic forms and representations
Cambridge studies in advanced mathematics
Automorphe Darstellung (DE-588)4192856-8 gnd
Automorphe Form (DE-588)4003972-9 gnd
subject_GND (DE-588)4192856-8
(DE-588)4003972-9
title Automorphic forms and representations
title_auth Automorphic forms and representations
title_exact_search Automorphic forms and representations
title_full Automorphic forms and representations Daniel Bump (Stanford University)
title_fullStr Automorphic forms and representations Daniel Bump (Stanford University)
title_full_unstemmed Automorphic forms and representations Daniel Bump (Stanford University)
title_short Automorphic forms and representations
title_sort automorphic forms and representations
topic Automorphe Darstellung (DE-588)4192856-8 gnd
Automorphe Form (DE-588)4003972-9 gnd
topic_facet Automorphe Darstellung
Automorphe Form
url http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=019996223&sequence=000002&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA
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