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Recent years have brought a revival of work on string theory, which haeen a source of fascination since its origins nearly twenty years ago.There seems to be a widely perceived need for a systematic, pedagogical exposition of the present state of knowledge about string theory. We hope that thiook will help to meet this need. To give a prehensive account of such a vast topic as string theory would scarcely be possible,even in two volumes with the length to which these have grown. Indeed,we have had to omit many important subjects, while treating others only sketchily. String field theory is omitted entirely (though the subject of chapter 11 is closely related to light-cone string field theory). Conformal field theory is not developed systematically, though much of the background material needed to understand recent papers on this subject is presented in chapter 3 and elsewhere.

Preface

1　Introduction

　1.1　The early days of dual models

　　1.1.1 The Veneziano amplitude and duality

　　1.1.2 High-energy behavior of the Veneziano model

　　1.1.3 Ramificati*** of the Veneziano model

　1.2　Dual models of everything

　　1.2.1 Duality and the graviton

　　1.2.2 Unification in higher dimensi***

　　1.2.3 Supersymmetry

　1.3　String theory

　　1.3.1 The massless point particle

　　1.3.2 Generalization to strings

　　1.3.3 C***traint equati***

　1.4 String in***cti***

　　1.4.1 Splitting of strings

　　1.4.2 Vertex operators

　　1.4.3 Use of vertex operators

　　1.4.4 Evaluation of the scattering amplitude

　　1.4.5 The mass of the graviton

　1.5　Other ***ects of string theory

　　1.5.1 Gravitational Ward identities

　　1.5.2 Open strings

　　1.5.3 Internal symmetries of open strings

　　1.5.4 Recovery of the Veneziano amplitude

　　1.5.5 Comparison with QCD

　 1.5.6 Upitarity and gravity

　1.6　Conclusion

2　Free bosonic strings

　2.1　The classical bosonic string

　　2.1.1 String action and its symmetries

　　2.1.2 The free string in Minkowski space

　　2.1.3 Classical covariant gauge fing and field equati***

　2.2　Quantization - old covariant approach

　　2.2.1 Commutation relati*** and mode expansi***

　　2.2.2 Virasoro algebra and physical states

　　2.2.3 Vertex operators

　2.3 Light-cone gauge quantization

　　2.3.1 Light-cone gauge and Lorentz algebra

　　2.3.2 C***truction of transverse physical states

　　2.3.3 The no-ghost theorem and the spectrum-generating algebra

　　2.3.4 Analysis of the spectrum

　　2.3.5 Asymptotic formulas for level densities

　2.4 Summary

3　Modern covariant quantization

　3.1　Covariant path-integral quantization

　　3.1.1 Fazideev-P0pov ghosts

　　3.1.2 Complex world-sheet tensor calculus

　　3.1.3 Quantizatlon of the ghosts　3.2.1 C***truction of BRST charge

　　3.2.2 Covariant calculation of the Virasoro anomaly

　　3.2.3 Virasoro, conformal and gravitational anomalies

　　3.2.4 Bosonization of ghost coordinates

　3.3　Global ***ects of the string world sheet

　3.4　Strings in background fields

　　3.4.1 Introduction of a background spa~e-time metric

　　3.4.2 Weyl invariance

　　3.4.3 Conformal invariance and the equati*** of motion

　　3.4.4 String-theoretic correcti*** to general relativity

　　3.4.5 Inclusion of other modes

　　3.4.6 The dilaton expectation value and the string coupling c***tant

　3.5　Summary

4　World-sheet supersymmetry in string theory

　4.1 The classical theory

　　4.1.1 Global world-sheet supersymmetry

　　4.1.2 Superspace

　　4.1.3 C***traint equati***

　　4.1.4 Boundary conditi*** and mode expansi***

　4.2　Quantization - the old covariant approach

　　4.2.1 Commutation relati*** and mode expansi***

　　4.2.2 Super-Virasoro algebra and physical states

　　4.2.3 Boson-emission vertex operators

　4.3 Light-cone gauge quantization

　　4.3.1 The light-cone gauge

　　4.3.2 No-ghost theorem and the spectrum-generating algebra

　　4.3.3 The GSO conditi***

　　4.3.4 Locally supersymmetric form of the action

　　4.3.5 Superstring action and its symmetries

　4.4 Modern covariant quantization

　　4.4.1 Faddeev-Popov ghosts

　　4.4.2 BRST symmetry

　　4.4.3 Covariant putation of the Virasoro anomaly

　4.5 Extended world-sheet supersymmetry

　　4.5.1 The N = 2 theory

　　4.5.2 The N = 4 theory

　4.6　Summary

　4.A Super Yang-Mills theories

5　Space-time supersymmetry in string theory

6　Nonabelian gauge symmetry

7　Tree amplitudes

Bibliography

Index

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《超弦理论(第1卷)》由世界图书出版公司北京公司和剑桥大学出版社合作出版。《超弦理论(第1卷)》任何部分之文字及图片，未经出版者书面许可，不得用任何方式抄袭、节录或翻印。