Eisenstein series and automorphic representations : with applications in string theory / Philipp Fleig, Max Planck Institute for Dynamics and Self-Organization, Germany, Henrik P. A. Gustafsson, Stanford University, California, Axel Kleinschmidt, Max Planck Institute for Gravitational Physics, Germany, Daniel Persson, Chalmers University of Technology, Gothenberg.

Title Eisenstein series and automorphic representations : with applications in string theory / Philipp Fleig, Max Planck Institute for Dynamics and Self-Organization, Germany, Henrik P. A. Gustafsson, Stanford University, California, Axel Kleinschmidt, Max Planck Institute for Gravitational Physics, Germany, Daniel Persson, Chalmers University of Technology, Gothenberg.
Publication Date: 2018
Publication Place Cambridge, United Kingdom ; New York, NY - Cambridge University Press, 2018.
Subject Eisenstein series, Automorphic functions, String models
Type Book
Language Arabic
Digital No
Manuscript No
Pages Count 567
Physical Dimensions 24 cm
Library: The Institute for Advanced Study (IAS)
Record ID 3100001~!120927~!4984
Library Location Math Stacks
Date 2018
Notes Includes bibliographical references and index.. 120927. xviii, 567 pages ; 24 cm.
İçindekiler Motivation and background -- Automorphic Representations --Preliminaries on p-adic and adelic technology -- Basic notions from Lie algebras and Lie groups -- Automorphic forms -- Automorphic representations and Eisenstein series -- Whittaker functions and Fourier coefficients -- Fourier coefficients of Eisenstein series on SL(2, A) -- Langlands constant term formula -- Whittaker coefficients of Eisenstein series -- Analysing Eisenstein series and small representations -- Hecke theory and automorphic L-functions --Theta correspondences -- Applications in String Theory -- Elements of string theory -- Automorphic scattering amplitudes -- Further occurrences of automorphic forms in string theory -- Advanced topics -- Connections to the Langlands program -- Whittaker functions, crystals and multiple Dirichlet series -- Automorphic forms on non-split real forms -- Extension to Kac-Moody groups.
ISBN 9781107189928, 1107189926
Seri Cambridge studies in advanced mathematics 176, Cambridge studies in advanced mathematics 176.
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Eisenstein series and automorphic representations : with applications in string theory / Philipp Fleig, Max Planck Institute for Dynamics and Self-Organization, Germany, Henrik P. A. Gustafsson, Stanford University, California, Axel Kleinschmidt, Max Planck Institute for Gravitational Physics, Germany, Daniel Persson, Chalmers University of Technology, Gothenberg.

Publication Date 2018
Publication Place Cambridge, United Kingdom ; New York, NY - Cambridge University Press, 2018.
Subject Eisenstein series, Automorphic functions, String models
Type Book
Language Arabic
Digital No
Manuscript No
Pages Count 567
Physical Dimensions 24 cm
Library The Institute for Advanced Study (IAS)
Record ID 3100001~!120927~!4984
Library Location Math Stacks
Date 2018
Notes Includes bibliographical references and index.. 120927. xviii, 567 pages ; 24 cm.
İçindekiler Motivation and background -- Automorphic Representations --Preliminaries on p-adic and adelic technology -- Basic notions from Lie algebras and Lie groups -- Automorphic forms -- Automorphic representations and Eisenstein series -- Whittaker functions and Fourier coefficients -- Fourier coefficients of Eisenstein series on SL(2, A) -- Langlands constant term formula -- Whittaker coefficients of Eisenstein series -- Analysing Eisenstein series and small representations -- Hecke theory and automorphic L-functions --Theta correspondences -- Applications in String Theory -- Elements of string theory -- Automorphic scattering amplitudes -- Further occurrences of automorphic forms in string theory -- Advanced topics -- Connections to the Langlands program -- Whittaker functions, crystals and multiple Dirichlet series -- Automorphic forms on non-split real forms -- Extension to Kac-Moody groups.
ISBN 9781107189928, 1107189926
Seri Cambridge studies in advanced mathematics 176, Cambridge studies in advanced mathematics 176.
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