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Quantum Field Theory

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Cover of 'Quantum Field Theory'

Table of Contents

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    Book Overview
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    Chapter 1 Kurt Symanzik
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    Chapter 2 Monte Carlo Simulations for Quantum Field Theories Involving Fermions
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    Chapter 3 SU(2) Lattice Gauge Theory: Standard Action Versus Symanzik’s Tree-Improved Action
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    Chapter 4 On-shell Improved Lattice Gauge Theories
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    Chapter 5 On the Modular Structure of Local Algebras of Observables
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    Chapter 6 The Intersection of Brownian Paths as a Case Study of a Renormalization Group Method for Quantum Field Theory
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    Chapter 7 Intersection Properties of Simple Random Walks: A Renormalization Group Approach
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    Chapter 8 Self-Avoiding Walk in 5 or More Dimensions
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    Chapter 9 Indecomposable Representations with Invariant Inner Product
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    Chapter 10 Classical Models of Confinement II
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    Chapter 11 The Energy-Momentum Spectrum in Local Field Theories with Broken Lorentz-Symmetry
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    Chapter 12 Large Deviations for Stationary Gaussian Processes
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    Chapter 13 Reduction in the Number of Coupling Parameters
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    Chapter 14 Conformal Gauges and Renormalized Equations of Motion in Massless Quantum Electrodynamics
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    Chapter 15 Longitudinal Jet Cross Sections in Order α s 2
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    Chapter 16 Convergent Perturbation Expansions for Euclidean Quantum Field Theory
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    Chapter 17 Renormalization of the Higgs Model: Minimizers, Propagators and the Stability of Mean Field Theory
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Title
Quantum Field Theory
Published by
Springer Berlin Heidelberg, December 2012
DOI 10.1007/978-3-642-70307-2
ISBNs
978-3-54-015260-6, 978-3-64-270307-2
Editors

Jaffe, Arthur, Lehmann, Harry, Mack, Gerhard

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