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Short Introduction to String Theory [Kõva köide]

(University of Liverpool)
  • Formaat: Hardback, 250 pages, kõrgus x laius x paksus: 262x184x21 mm, kaal: 636 g, Worked examples or Exercises
  • Ilmumisaeg: 07-Apr-2022
  • Kirjastus: Cambridge University Press
  • ISBN-10: 1108481388
  • ISBN-13: 9781108481380
Teised raamatud teemal:
  • Formaat: Hardback, 250 pages, kõrgus x laius x paksus: 262x184x21 mm, kaal: 636 g, Worked examples or Exercises
  • Ilmumisaeg: 07-Apr-2022
  • Kirjastus: Cambridge University Press
  • ISBN-10: 1108481388
  • ISBN-13: 9781108481380
Teised raamatud teemal:
"Suitable for graduate students in physics and mathematics, this book presents a concise and pedagogical introduction to string theory. It focuses on explaining the key concepts of string theory, such as bosonic strings, D-branes, supersymmetry, and superstrings and on clarifying the relationship between particles, fields, and strings without assuming an advanced background in particle theory or quantum field theory, thus making it widely accessible to interested readers from a range of backgrounds. Important ideas underpinning current research, such as partition functions, compactification, gauge symmetries, and T-duality are analysed both from the world-sheet (conformal field theory) and the space-time (effective field theory) perspectives. Ideal for either self-study or a one semester graduate course, A Short Introduction to String Theory is an essential resource for students studying string theory, containing examples and homework problems to develop understanding, with fully worked solutions available to instructors"--

Arvustused

'This book provides an excellent introduction to string theory aimed at graduate students in physics and mathematics learning the subject for the first time. It gives a careful pedagogical exposition of the foundations of the subject and introduces a number of more advanced topics. It is the ideal textbook for a first graduate course on string theory.' Chris Hull, FRS, Imperial College London 'This book offers a gentle and lucid invitation to the vast subject of string theory, giving a systematic and self-contained exposition of the key ideas and concepts underlying its construction. It offers the reader a thorough pedagogical introduction to the interplay of the world-sheet and the space-time perspectives in string theory, supplementing the discussion with instructive homework exercises, valuable appendices as well as helpful literature references and suggestions for further reading, all of which are thoughtfully curated to provide the reader with essential background vis a vis the topics discussed in the book. As the prerequisites for the reading are kept minimal, this book is ideally suited for students with no previous exposure to the subject, but who wish to have a taste of the intellectual rewards and thrills of delving into the fascinating world of string theory.' Gabriel Lopes Cardoso, University of Lisbon 'With great pedagogical skill Mohaupt introduces his readers to the fascinating field of string theory. Essential concepts and many of the necessary tools are introduced, explained and applied in detail. With the careful choice of topics and the clarity of presentation, this book is ideal preparation for more advanced developments, some of which Mohaupt already whets the appetite for. I highly recommend it to ambitious undergraduate and beginning graduate students, who want to enter this area of active research.' Stefan Theisen, Max Planck Institute for Gravitational Physics (Albert Einstein Institute) 'Thomas Mohaupt's book provides a clear and concise introduction into the main aspects of string theory. I can recommend the book to all physics and mathematics graduate students, who have their first encounter with the world of strings, to learn about its basics and to see its connections to particle physics, quantum field theory and quantum gravity.' Dieter Lüst, Max Planck Institute for Physics (Werner Heisenberg Institute) and Ludwig Maximilian University of Munich 'This book complements the existing String Theory literature providing an introduction to Strings at a level in-between that found in other text books. The book presents a self-contained, clear and pedagogical discussion of the central topics and provides insightful comments on a variety of deeper conceptual points. It provides a well-rounded introduction to the many different ingredients of String Theory and describes the bigger picture of String Theory as quantum theory of spacetime and matter. It will be particularly useful to starting to early graduate students or Physicists from other fields.' Neil Lambert, King's College London

Muu info

A concise and pedagogical introduction to string theory for graduate students featuring examples and homework problems.
Dedication. Preface. Acknowledgements. Introduction. Part I. From
Particles to Strings:
1. Classical relativistic point particles;
2. Classical
relativistic strings;
3. Quantized relativistic particles and strings. Part
II. The World-Sheet Perspective:
4. The free massless scalar field on the
complex plane;
5. Two-dimensional conformal field theories;
6. Partition
functions I; Part III. The Space-Time Perspective:
7. Covariant quantization
I;
8. Intermezzo: Representations of the Poincaré group;
9. Covariant
quantization II;
10. Light-cone quantization;
11. Partition functions II;
Part IV. Outlook:
12. Interactions;
13. Dimensional reduction and T-duality;
14. Fermions and supersymmetry; Appendix A; Appendix B; Appendix C; Appendix
D; Appendix E; Appendix F; Appendix G. References. Index.
Thomas Mohaupt obtained his PhD in Theoretical Physics from the University of Munster and is Reader in Theoretical Physics at the University of Liverpool. He has published extensively on string theory, specialising in black hole entropy and supergravity, and has taught various courses on related topics in the UK and in Germany. He has been a visiting scholar at Stanford University, a visiting professor at the University of Nancy, and a Senior Fellow at the Erwin Schrödinger International Institute for Mathematics and Physics in Vienna.