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Gauge theories of gravitation : a reader with commentaries / [edited by] Milutin Blagojevic, Friedrich W. Hehl ; foreword by T. W. B. Kibble.

Contributor(s): Material type: TextTextPublication details: London : Imperial College Press, c2013.Description: xvii, 635 p. : ill. ; 27 cmISBN:
  • 9781848167261
Subject(s): DDC classification:
  • 23 B633 531.14
Contents:
Part A The Rise of Gauge Theory of Gravity Up to 1961: 1. From Special to General Relativity Theory; 2. Analyzing General Relativity Theory; 3. A Fresh Start by Yang - Mills and Utiyama; Part B Poincare Gauge Theory: 4. Einstein - Cartan( - Sciama - Kibble) Theory as a Viable Gravitational Theory; 5. General Structure of Poincare Gauge Theory (Including Quadratic Lagrangians); 6. Translational Gauge Theory; 7. Fallacies About Torsion; Part C Extending the Gauge Group of Gravity: 8. Poincare Group Plus Scale Transformations: Weyl - Cartan Gauge Theory of Gravity; 9. From the Poincare to the Affine Group: Metric-Affine Gravity; 10. Conformal Gauge Theory of Gravity; 11. (Anti-)de Sitter Gauge Theory of Gravity; 12. From the Square Root of Translations to the Super-Poincare Group; Part D Specific Subjects of Metric-Affine Gravity and Poincare Gauge Theory: 13. Hamiltonian Structure; 14. Equations of Motion for Matter; 15. Cosmological Models; 16. Exact Solutions; 17. Poincare Gauge Theory in Three Dimensions; 18. Dislocations and Torsion; 19. The Yang Episode: A Historical Case Study; Index.
Summary: Introduces graduate and advanced undergraduate students of theoretical or mathematical physics, or any other interested researcher, to the field of classical gauge theories of gravity.
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Includes bibliographical references and index.

Part A The Rise of Gauge Theory of Gravity Up to 1961:
1. From Special to General Relativity Theory;
2. Analyzing General Relativity Theory;
3. A Fresh Start by Yang - Mills and Utiyama;

Part B Poincare Gauge Theory:
4. Einstein - Cartan( - Sciama - Kibble) Theory as a Viable Gravitational Theory;
5. General Structure of Poincare Gauge Theory (Including Quadratic Lagrangians);
6. Translational Gauge Theory;
7. Fallacies About Torsion;

Part C Extending the Gauge Group of Gravity:
8. Poincare Group Plus Scale Transformations: Weyl - Cartan Gauge Theory of Gravity;
9. From the Poincare to the Affine Group: Metric-Affine Gravity; 10. Conformal Gauge Theory of Gravity;
11. (Anti-)de Sitter Gauge Theory of Gravity;
12. From the Square Root of Translations to the Super-Poincare Group;

Part D Specific Subjects of Metric-Affine Gravity and Poincare Gauge Theory:
13. Hamiltonian Structure;
14. Equations of Motion for Matter;
15. Cosmological Models;
16. Exact Solutions;
17. Poincare Gauge Theory in Three Dimensions;
18. Dislocations and Torsion;
19. The Yang Episode: A Historical Case Study;
Index.

Introduces graduate and advanced undergraduate students of theoretical or mathematical physics, or any other interested researcher, to the field of classical gauge theories of gravity.

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