This book provides a thorough introduction to quantum theory of gauge fields. Emphasis is placed on four non-perturbative methods: path integrals, lattice gauge theories, the 1/N expansion, and reduced matrix models, which have important contemporary applications. The book uses a novel approach to gauge theories based on path-dependent phase factors known as the Wilson loops, and provides comprehensive coverage of large-N Yang-Mills theory.
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Contents Preface xi Part 1: Path Integrals 1 1 Operatorcalculus 3 1.1 Free propagator 3 1.2 Euclidean formulation 6 1.3 Path-ordering of operators 10 1.4 Feynman disentangling 13 1.5 Calculation of the Gaussian path integral 18 1.6 Transition amplitudes 20 ...
评分Contents Preface xi Part 1: Path Integrals 1 1 Operatorcalculus 3 1.1 Free propagator 3 1.2 Euclidean formulation 6 1.3 Path-ordering of operators 10 1.4 Feynman disentangling 13 1.5 Calculation of the Gaussian path integral 18 1.6 Transition amplitudes 20 ...
评分Contents Preface xi Part 1: Path Integrals 1 1 Operatorcalculus 3 1.1 Free propagator 3 1.2 Euclidean formulation 6 1.3 Path-ordering of operators 10 1.4 Feynman disentangling 13 1.5 Calculation of the Gaussian path integral 18 1.6 Transition amplitudes 20 ...
评分Contents Preface xi Part 1: Path Integrals 1 1 Operatorcalculus 3 1.1 Free propagator 3 1.2 Euclidean formulation 6 1.3 Path-ordering of operators 10 1.4 Feynman disentangling 13 1.5 Calculation of the Gaussian path integral 18 1.6 Transition amplitudes 20 ...
评分Contents Preface xi Part 1: Path Integrals 1 1 Operatorcalculus 3 1.1 Free propagator 3 1.2 Euclidean formulation 6 1.3 Path-ordering of operators 10 1.4 Feynman disentangling 13 1.5 Calculation of the Gaussian path integral 18 1.6 Transition amplitudes 20 ...
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