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量子场论 第1卷 英文版 Steven Weinberg 著 2004年版
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量子场论 第1卷 英文版
作者： Steven Weinberg 著
出版时间： 2004年版
内容简介
In The Quantum Theory of Fields Nobel Laureate Steven Weinberg com-bines his exceptional physical insight with his gift for clear exposition to provide a self-contained， comprehensive， and up-to-date introduction to quantum field theory.Volume I introduces the foundations of quantum field theory. The development is fresh and logical throughout， with each step carefully motivated by what has gone before， and emphasizing the reasons why such a theory should describe nature. After a brief historical outline， the book begins anew with the principles about which we are most certain， relativity and quantum mechanics， and the properties of particles that follow from these principles. Quantum field theory then emerges from this as a natural consequence. 此书为英文版！
目录
PREFACE
NOTATION
1 HISTORICAL INTRODUCTION
1.1 Relativistic Wave Mechanics
1.2 The Birth of Quantum Fiedld Theory
1.3 The Problem of Infinities
Bibliography
References
2 RELATIVISTIC QUANTUM MECHANICS
2.1 Quantum Mechanics
2.2 Symmetries
2.3 Quantum Lorentz Transformations
2.4 The Poincare Algebra
2.5 One-Particle States
2.6 Space Inversion and Time-Reversal
2.7 Projective Representations
AppendixA The Symmetry Representation Theorem
AppendixB Group Operators and Homotopy Classes
AppendixC Inversions and Degenerate Multiplets
Problems
References
3 SCATTERING THEORY
3.1 In and Out States
3.2 The S-matrix
3.3 Symmetries of the S-Matrix
3.4 Rates and Cross-Sections
3.5 Perturbation Theory
3.6 Implications of Unitarity
3.7 Partial_Wave Expansions
3.8 Resonances
Problems
References
4 THE CLUSTER DECOMPOSITON PRINCIPLE
4.1 Bosons and Fermions
4.2 Creation and Annihilation Operators
4.3 Cluster Decomposition and Connected Amplitudes
4.4 Structure of the Interaction
5 QUANTUM FIELDS AND ANTIPARTICLES
5.1 Free Fields
5.2 Causal Scalar Fields
5.3 Causal Vector Fields
5.4 The Dirac Formalism
5.5 Causal Dirac Fields
5.6 General Irreducible Representations of the Homogeneous Lorentz Group
5.7 General Causal Fields
……
6 THE FEYNMAN RULES
7 THE CANONICAL FORMALISM
8 ELECTRODYNAMICS
9 PATH-INTEGRAL METHODS
10 NON-PERTURBATIVE METHODS
11 ONE-LOOP RADIATIVE CORRECTIONS IN QUANTUM ELECTRODYNAMICS
12 GENERAL RENORMALIZATION THEORY
13 INFRARED EFFECTS
14 BOUND STATES IN EXTERNAL FIELDS
OUTLINE OF VOLUMEⅡ
作者： Steven Weinberg 著
出版时间： 2004年版
内容简介
In The Quantum Theory of Fields Nobel Laureate Steven Weinberg com-bines his exceptional physical insight with his gift for clear exposition to provide a self-contained， comprehensive， and up-to-date introduction to quantum field theory.Volume I introduces the foundations of quantum field theory. The development is fresh and logical throughout， with each step carefully motivated by what has gone before， and emphasizing the reasons why such a theory should describe nature. After a brief historical outline， the book begins anew with the principles about which we are most certain， relativity and quantum mechanics， and the properties of particles that follow from these principles. Quantum field theory then emerges from this as a natural consequence. 此书为英文版！
目录
PREFACE
NOTATION
1 HISTORICAL INTRODUCTION
1.1 Relativistic Wave Mechanics
1.2 The Birth of Quantum Fiedld Theory
1.3 The Problem of Infinities
Bibliography
References
2 RELATIVISTIC QUANTUM MECHANICS
2.1 Quantum Mechanics
2.2 Symmetries
2.3 Quantum Lorentz Transformations
2.4 The Poincare Algebra
2.5 One-Particle States
2.6 Space Inversion and Time-Reversal
2.7 Projective Representations
AppendixA The Symmetry Representation Theorem
AppendixB Group Operators and Homotopy Classes
AppendixC Inversions and Degenerate Multiplets
Problems
References
3 SCATTERING THEORY
3.1 In and Out States
3.2 The S-matrix
3.3 Symmetries of the S-Matrix
3.4 Rates and Cross-Sections
3.5 Perturbation Theory
3.6 Implications of Unitarity
3.7 Partial_Wave Expansions
3.8 Resonances
Problems
References
4 THE CLUSTER DECOMPOSITON PRINCIPLE
4.1 Bosons and Fermions
4.2 Creation and Annihilation Operators
4.3 Cluster Decomposition and Connected Amplitudes
4.4 Structure of the Interaction
5 QUANTUM FIELDS AND ANTIPARTICLES
5.1 Free Fields
5.2 Causal Scalar Fields
5.3 Causal Vector Fields
5.4 The Dirac Formalism
5.5 Causal Dirac Fields
5.6 General Irreducible Representations of the Homogeneous Lorentz Group
5.7 General Causal Fields
……
6 THE FEYNMAN RULES
7 THE CANONICAL FORMALISM
8 ELECTRODYNAMICS
9 PATH-INTEGRAL METHODS
10 NON-PERTURBATIVE METHODS
11 ONE-LOOP RADIATIVE CORRECTIONS IN QUANTUM ELECTRODYNAMICS
12 GENERAL RENORMALIZATION THEORY
13 INFRARED EFFECTS
14 BOUND STATES IN EXTERNAL FIELDS
OUTLINE OF VOLUMEⅡ
