Quantum gravity and the functional renormalization group : the road towards asymptotic safety

Bibliographic Information

Quantum gravity and the functional renormalization group : the road towards asymptotic safety

Martin Reuter, Frank Saueressig

(Cambridge monographs on mathematical physics)

Cambridge University Press, 2019

  • : hardback

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Includes bibliographical references and index

Also issued online

Description and Table of Contents

Description

During the past two decades the gravitational asymptotic safety scenario has undergone a major transition from an exotic possibility to a serious contender for a realistic theory of quantum gravity. It aims at a mathematically consistent quantum description of the gravitational interaction and the geometry of spacetime within the realm of quantum field theory, which keeps its predictive power at the highest energies. This volume provides a self-contained pedagogical introduction to asymptotic safety, and introduces the functional renormalization group techniques used in its investigation, along with the requisite computational techniques. The foundational chapters are followed by an accessible summary of the results obtained so far. It is the first detailed exposition of asymptotic safety, providing a unique introduction to quantum gravity and it assumes no previous familiarity with the renormalization group. It serves as an important resource for both practising researchers and graduate students entering this maturing field.

Table of Contents

  • 1. A quantum field theory of gravity
  • 2. The functional renormalization group
  • 3. The asymptotic safety mechanism
  • 4. A functional renormalization group for gravity
  • 5. Truncations of single-metric type
  • 6. Bi-metric truncations
  • 7. Conformally reduced gravity
  • 8. The reconstruction problem
  • 9. Alternative field variables
  • 10. Matter coupled to quantum gravity
  • 11. Towards phenomenology
  • 12. Miscellanea
  • Appendix A. Notation and conventions
  • Appendix B. Organizing the derivative expansion
  • Appendix C. Metric variations
  • Appendix D. Heat Kernel techniques
  • Appendix E. Cutoff- and threshold functions
  • Appendix F. Field decompositions
  • References
  • Index.

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Details

  • NCID
    BB27568020
  • ISBN
    • 9781107107328
  • Country Code
    uk
  • Title Language Code
    eng
  • Text Language Code
    eng
  • Place of Publication
    Cambridge
  • Pages/Volumes
    xii, 342 p.
  • Size
    26 cm
  • Classification
  • Subject Headings
  • Parent Bibliography ID
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