这是一本介绍量子场论在凝聚态物理学中应用的好书。书中在介绍了量子场论的基本工具和概念后，着重叙述了量子场论在凝聚态物理学中应用。本书阐述简明、清晰，配有许多生动幽默的插图。内容分4部分，共25章。**部分介绍了量子场论中的一些重要方法，如：路径积分、费曼图技术和重正化等。第2部分介绍了传统方法在金属电动力学、量子电动力学和A－B效应中的应用。第3部分和第4部分是非微扰技术的应用，主要处理涨落自旋系统，共形对称性，kondo链以及其它相关问题。
读者对象：物理专业的师生、研究生、科研人员以及对量子场论有兴趣的人员。

Preface
\General bibliogrphy
Acknowledgements
Introduction to methods
1 QFT:language and goals
2 Path integrals
3 Dfintions of correltion functions
4 Free bosonic field in an extenal field
5 Perturbation theory:Feynman diagrams
6 Calculation methods for diagram series
7 Renormalization Group procedures
8 O(N)-symmetric vector modelbelow the transiton point
9 Nonlinear sigma models in two dimentons
10 O(3)-nonlinear sigam nodel in the strong coupling limit
Fermions
11 Path integrals and Wick's theorem for fermions
12 Electrodynamics in metals
13 Relativistic fermions
14 Aharonov-Bohm effect
Stongly fluctuating spin systems
15 Schwinger-Winger quantization procedre
16 O(3)-nonlinear sigma model in(2+1)dimensions
17 Order from disorder
18 Jordan-Wigner transformation for spin S=1/2 models
19 Majorna representation for spin S=1/2 magnets
20 Path integral representations
Physics in the world of one spatial dimension
21 Model of the free bosonic assless scalar field
22 Relevant and irrelevant fields
23 Kosterlitz-Thouless transition
24 Conformal symmetry
25 Dfinition of conformal invariance
26 Ising model
27 Spin S=1/2 Heisenberg chain
28 On-dimensional femions with spin
29 Katz-Moody algebras
30 Wess-Zumino-Novikov-Witten model
31 Gauge fixing in non Abelian theories
32 Spin S=1 Heisenberg chain
33 Kondo chain
34 Conformal theory cookbook
35 Conclusion
Index