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Modern Analysis Of Automorphic Forms By Example Vol 1 2 1st Edition Paul B Garrett

SKU: BELL-9978670

$ 31.00 ~~$ 45.00~~ (-31%)

4.4

42 reviews

Modern Analysis Of Automorphic Forms By Example Vol 1 2 1st Edition Paul B Garrett instant download after payment.

Publisher: Cambridge University Press

File Extension: PDF

File size: 5.35 MB

Pages: 735

Author: Paul B. Garrett

ISBN: 9781107154001, 9781108473842, 9781108697934, 9781316650332, 1107154006, 1108473849, 1108697933, 1316650332

Language: English

Year: 2018

Edition: 1

Volume: 1 & 2

Product desciption

Modern Analysis Of Automorphic Forms By Example Vol 1 2 1st Edition Paul B Garrett by Paul B. Garrett 9781107154001, 9781108473842, 9781108697934, 9781316650332, 1107154006, 1108473849, 1108697933, 1316650332 instant download after payment.

"The two-volume book treats three instances, starting with some small unimodular examples, followed by adelic GL2, and finally GLn. Volume 1 features critical results, which are proven carefully and in detail, including discrete decomposition of cuspforms, meromorphic continuation of Eisenstein series, spectral decomposition of pseudo-Eisenstein series, and automorphic Plancherel theorem. Volume 2 features automorphic Green's functions, metrics and topologies on natural function spaces, unbounded operators, vector-valued integrals, vector-valued holomorphic functions, and asymptotics. With numerous proofs and extensive examples, this classroom-tested introductory text is meant for a second-year or advanced graduate course in automorphic forms, and also as a resource for researchers working in automorphic forms, analytic number theory, and related fields"--Publisher's description.
Abstract: This is Volume 1 of a two-volume book that provides a self-contained introduction to the analytical aspects of automorphic forms by proving several critical results carefully and in detail. With extensive examples, it will be useful for graduate students and researchers in automorphic forms, number theory, and other related fields.