《量子場論(第1卷)》由諾貝爾物理學獎得主溫
伯格教授撰寫，是量子場論領域最具權威性的一本書
，也是這一領域最優秀的一部研究生教材。本書給出
了量子場論的最新的繫統的全面的論述，其中的一些
內容在其他同類書中從未見到過。書中每章末有習題
和參考文獻。本書的範圍擴展到電子量子電動力學基
本粒子物理和核物理。本書是一本介紹量子場論的基
礎知識。

PREFACE
NOTATION
1 HISTORICAL INTRODUCTION
1.1 Relativistic Wave Mechanics
1.2 The Birth of Quantum Field 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
Appendix A The Symmetry Representation Theorem
Appendix B Group Operators and Homotopy Classes
Appendix C 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
……
4 THE CLUSTER DECOMPOSITION PRINCIPLE
5 QUANTUM FIELDS AND ANTIPARTICLES
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 VOLUME II
15 NON-ABELIAN GAUGE THEORIES
16 EXTERNAL FIELD METHODS
17 RENORMALIZATION OF GAUGE THEORIES
18 RENORMALIZATION GROUP METHODS
19 SPONTANEOUSLY BROKEN GLOBAL SYMMETRIES
20 OPERATOR PRODUCT EXPANSIONS
21 SPONTANEOUSLY BROKEN LOCAL SYMMETRIES
22 ANOMALIES
23 EXTENDED FIELD CONFIGURATIONS