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Complex Analysis, Microlocal Calculus and Relativistic Quantum Theory

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Cover of 'Complex Analysis, Microlocal Calculus and Relativistic Quantum Theory'

Table of Contents

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    Book Overview
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    Chapter 27 Essential support theory and u=0 theorems
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    Chapter 28 The theory of holonomic systems with regular singularities and its relevance to physical problems
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    Chapter 29 Second-microlocalization and asymptotic expansions
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    Chapter 30 Deuxieme microlocalisation
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    Chapter 31 Sur le problème de Hilbert-Riemann
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    Chapter 32 Conditions de positivité dans une variété symplectique complexe . Applications à l'étude des microfonctions
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    Chapter 33 Fuchsian systems of linear differential equations associated to Nilsson class functions and an application to Feynman integrals
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    Chapter 34 Singularites des solutions des equations aux derivees partielles non linearies
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    Chapter 35 Comportement semi classique du spectre d'un hamiltonien quantique
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    Chapter 36 Rational and Padé approximations to solutions of linear differential equations and the monodromy theory
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    Chapter 37 METHODE DE LA PHASE STATIONNAIRE ET SOMMATION DE BOREL
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    Chapter 38 Les series κ — sommables et leurs applications
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    Chapter 39 Reflection of analytic singularities
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    Chapter 40 Les operateurs metadifferentiels
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    Chapter 41 Asymptotic behaviour of Feynman integrals
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    Chapter 42 Integral relations in complex space and the global analytic and monodromic structure of Green's functions in quantum field theory: Some general ideas and recent results
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    Chapter 43 Microcausality, macrocasuality and the physical region (micro)analytic S-matrix
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    Chapter 44 Analytic 2-particle structure and crossing constraints
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    Chapter 45 On the scattering matrix with indefinite metric
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    Chapter 46 On the representation of the local current algebra
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    Chapter 47 S matrix theory of the massive thirring model
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    Chapter 48 Field theories in 1+1-dimensions with soliton behaviour: Form factors and Green's functions
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    Chapter 49 One and multidimensional completely integrable systems arising from the isospectral deformation
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    Chapter 50 Quantization of exactly integrable field theoretic models
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    Chapter 51 Aspects of Holonomic quantum fields
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    Chapter 52 Recent results for the planar Ising model
Attention for Chapter 50: Quantization of exactly integrable field theoretic models
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Chapter title
Quantization of exactly integrable field theoretic models
Chapter number 50
Book title
Complex Analysis, Microlocal Calculus and Relativistic Quantum Theory
Published in
ADS, January 1980
DOI 10.1007/3-540-09996-4_50
Book ISBNs
978-3-54-009996-3, 978-3-54-039306-1
Authors

J. Honerkamp, Honerkamp, J.

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