Functional Integration

Table of Contents

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   Book Overview
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   Chapter 1 A Rigorous Mathematical Foundation of Functional Integration
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   Chapter 2 Physics on and near Caustics
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   Chapter 3 Quantum Equivalence Principle
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   Chapter 4 Variational Perturbation Theory for Path Integrals
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   Chapter 5 Functional Integration and Wave Propagation
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   Chapter 6 Monte Carlo Methods in Statistical Mechanics: Foundations and New Algorithms
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   Chapter 7 Path Integral Simulation of Long-Time Dynamics in Quantum Dissipative Systems
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   Chapter 8 Développements Récents sur les Groupes de Tresses Applications à la Topologie et à l’Algèbre
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    Chapter 9 An Introduction to Knot Theory and Functional Integrals
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    Chapter 10 Locally Self-Avoiding Walks
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    Chapter 11 Gauge Theory without Ghosts
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    Chapter 12 Localization and Diagonalization: A Review of Functional Integral Techniques for Low-Dimensional Gauge Theories and Topological Field Theories
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    Chapter 13 A Constructive Analog of Zimmermann’s Formula
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    Chapter 14 Heat Kernel as the Basis for the Functional Integration in Quantum Field Theory
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    Chapter 15 Wiener Integration for Quantum Systems: A Unified Approach to the Feynman-Kac Formula
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    Chapter 16 Anomalies in Brst Anti Brst Approach as a Functional Integration Problem
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    Chapter 17 Semiclassical Approximation Using Wiener Measure
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    Chapter 18 Open Problem: The Measure for the Functional Integral
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    Chapter 19 Exactness of the Semi-Classical Approximation for Diffusion on Non-Compact Coset Spaces?
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    Chapter 20 The Phase Space Generalization of the Van Vleck-Pauli-Morette Approach to Feynman Path Integral
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    Chapter 21 Influence of the Path Integral Measure in Quantum Gravity
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    Chapter 22 A New Method of Computation of Functional Integrals
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    Chapter 23 Variational Methods, Path Integrals and Quantum Gravity
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    Chapter 24 Path Integrals and Pseudoclassical Description for Spinning Particles
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    Chapter 25 Functional Integration and Disordered Systems
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    Chapter 26 Path-Integral Analysis of Wave Propagation in Multiple-Scattering Random Media
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    Chapter 27 Relations Between Markov Processes via Local Time and Coordinate Transformations
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    Chapter 28 On the Mechanism Underlying the Divergence of Perturbation Theory
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    Chapter 29 Five-Loop Renormalization Group Functions of ø4-Theory With O ( N )-Symmetric and Cubic Interactions
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    Chapter 30 Filtered Propagator Functional of Quantum Dissipative Path Integration
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    Chapter 31 Application of the Functional Method to the Study of the Stochastic Processes in Plasmas
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    Chapter 32 Functional Formalism for the Infrared Problem
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    Chapter 33 Probability Distributions with Infinite Moments
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    Chapter 34 New Universality Classes in 1D O ( N )-Invariant Spin-Models with an n -Parametric Action
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    Chapter 35 Double Delta Expansions — an Open Problem