String Theory Demystified

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Books References Becker, K., M. Becker, and J. Schwarz, String Theory and M-Theory: A Modern Introduction, Cambridge University Press, New York, 2007. Green, M., J. Schwarz, and E. Witten, Superstring Theory, vol. 1: Introduction (Cambridge Monographs on Mathematical Physics), Cambridge University Press, New York, 1988. Kaku, M., Introduction to Superstrings and M-Theory, Springer-Verlag, New York, 1999. Kaku, M., Strings, Conformal Fields, and M-Theory, Springer-Verlag, New York, 2000. Kiritsis, E., String Theory in a Nutshell, Princeton University Press, Princeton, N.J., 2007. Maggiore, M., A Modern Introduction to Quantum Field Theory, Oxford University Press, New York, 2005. Polchinski, J., String Theory, vol. 1: An Introduction to the Bosonic String (Cambridge Monographs on Mathematical Physics), Cambridge University Press, New York, 1998. Copyright © 2009 by The McGraw-Hill Companies, Inc. Click here for terms of use.
298 String Theory Demystifi ed Susskind, L., and J. Lindesay, An Introduction to Black Holes, Information and the String Theory Revolution: The Holographic Universe, World Scientifi c Publishing Company, Singapore, 2005. Szabo, R., An Introduction to String Theory and D-Brane Dynamics, Imperial College Press, London, 2004. Zwiebach, B., A First Course in String Theory, Cambridge University Press, New York, 2004. Papers Alvarez, E., L. Alvarez-Guame, and Y. Lozano, “An Introduction to T-Duality in String Theory,” lanl.arXiv.org (1994), arXiv:hep-th/9410237v2. Also available in Nucl. Phys. Proc. Suppl. 41 (1995) 1–20. Clifford, V. J., “D-Brane Primer,” http://www.Citebase.org/abstract?id=oai% AarXiv.org%3Ahep-th%2F0007170. Kiritsis, E., “Introduction to Non-perturbative String Theory,” lanl.arXiv.org (1997), arXiv:hep-th/9708130v1. Mohaupt, T., “Introduction to String Theory,” lanl.arXiv.org (2002), arXiv:hep-th/ 0207249v1. Also available in Lect. Notes Phys. 631 (2003) 173–251. Ooguri, H., “Gauge Theory and String Theory: An Introduction to the Ads/CFT Correspondence,” lanl.arXiv.org (1999), arXiv:hep-lat/9911027v1. Also available in Nucl. Phys. Proc. Suppl. 83 (2000) 77–81. Susskind L., and E. Witten, “The Holographic Bound in Anti–de Sitter Space,” http://xxx.lanl.gove/abs/hep-th/9805114; and Maldacena, J. M., “The Large N Limit of Superconformal Field Theories and Super Gravity,” Adv. Theor. Math. Phys. vol. 2, 1998, 231–252. t’Hooft, G., “String Theory Lectures,” online at www.phys.uu.nl/~thooft/lectures/ string.html.
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Accounting Demystified Advanced Cal
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Copyright © 2009 by The McGraw-Hil
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For more information about this tit
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Contents vii BRST in String Theory-
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Contents ix CHAPTER 14 Black Holes
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PREFACE String theory is the greate
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Preface xiii time as this one to he
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CHAPTER 1 Introduction General rela
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CHAPTER 1 Introduction 3 fl at spac
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CHAPTER 1 Introduction 5 we say tha
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CHAPTER 1 Introduction 7 initial an
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CHAPTER 1 Introduction 9 a spin-2 b
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CHAPTER 1 Introduction 11 So if α
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CHAPTER 1 Introduction 13 Figure 1.
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CHAPTER 1 Introduction 15 • Type
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CHAPTER 1 Introduction 17 Close up,
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CHAPTER 1 Introduction 19 5. The mi
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CHAPTER 2 The Classical String I: E
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CHAPTER 2 Equations of Motion 23 To
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CHAPTER 2 Equations of Motion 25 No
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CHAPTER 2 Equations of Motion 29 ct
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CHAPTER 2 Equations of Motion 31 Th
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CHAPTER 2 Equations of Motion 33 is
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CHAPTER 2 Equations of Motion 35 Si
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CHAPTER 2 Equations of Motion 37 ho
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CHAPTER 2 Equations of Motion 39 Th
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CHAPTER 2 Equations of Motion 41 wh
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CHAPTER 2 Equations of Motion 43 In
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CHAPTER 2 Equations of Motion 47 We
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CHAPTER 2 Equations of Motion 49 In
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CHAPTER 3 The Classical String II:
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CHAPTER 3 Symmetries and Worldsheet
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CHAPTER 4 String Quantization At th
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CHAPTER 4 String Quantization Here,
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CHAPTER 4 String Quantization That
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CHAPTER 4 String Quantization Using
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CHAPTER 4 String Quantization expec
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CHAPTER 4 String Quantization † A
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CHAPTER 4 String Quantization To ob
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CHAPTER 4 String Quantization lower
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CHAPTER 4 String Quantization this)
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CHAPTER 4 String Quantization Norma
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CHAPTER 5 Conformal Field Theory Pa
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CHAPTER 6 BRST Quantization So far
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CHAPTER 6 BRST Quantization 117 It
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CHAPTER 6 BRST Quantization 119 Cal
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CHAPTER 6 BRST Quantization 121 The
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CHAPTER 6 BRST Quantization 123 To
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CHAPTER 6 BRST Quantization 125 The
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CHAPTER 7 RNS Superstrings The real
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CHAPTER 7 RNS Superstrings 129 EXAM
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CHAPTER 7 RNS Superstrings 131 SOLU
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CHAPTER 7 RNS Superstrings 133 In t
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CHAPTER 7 RNS Superstrings 135 Now,
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CHAPTER 7 RNS Superstrings 137 We c
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CHAPTER 7 RNS Superstrings 139 We o
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CHAPTER 7 RNS Superstrings 141 OPEN
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CHAPTER 7 RNS Superstrings 143 If w
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CHAPTER 7 RNS Superstrings 145 The
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CHAPTER 7 RNS Superstrings 147 From
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CHAPTER 7 RNS Superstrings 149 The
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CHAPTER 7 RNS Superstrings 151 3. A
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CHAPTER 8 Compactifi cation and T-D
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CHAPTER 9 Superstring Theory Contin
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CHAPTER 10 A Summary of Superstring
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CHAPTER 11 Type II String Theories
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CHAPTER 12 Heterotic String Theory
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CHAPTER 13 D-Branes One of the most
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CHAPTER 13 D-Branes 223 The Space-T
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CHAPTER 13 D-Branes 225 Once again
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CHAPTER 13 D-Branes 227 and ( X i i
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CHAPTER 13 D-Branes 229 fi rst exci
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CHAPTER 13 D-Branes 231 a set of D-
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CHAPTER 13 D-Branes 233 D-brane 1 a
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CHAPTER 13 D-Branes 235 Tachyons ca
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CHAPTER 13 D-Branes 237 We consider
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CHAPTER 14 Black Holes Black holes,
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CHAPTER 14 Black Holes 241 This equ
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CHAPTER 14 Black Holes 243 Here, G
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CHAPTER 14 Black Holes 245 When the
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Page 270 and 271: CHAPTER 15 The Holographic Principl
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Page 294 and 295: Final Exam 1 1. Consider the lagran
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Page 300 and 301: Chapter 1 1. b 6. a 2. a 7. c 3. c
Page 302 and 303: Quiz Solutions 287 3. i( − ) 4.
Page 304 and 305: Quiz Solutions 289 Chapter 11 1. c
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Page 308 and 309: Final Exam Solutions 293 27. Supers
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Page 314 and 315: |NS〉 ⊕ |NS〉 Sector, 203 |NS
Page 316 and 317: INDEX 301 Cyclic model, 277 Cylinde
Page 318 and 319: INDEX 303 Mechanics, quantum. See Q
Page 320 and 321: INDEX 305 Schwarzschild metric, 242
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