Quantization of anomalous gauge theories 量子異常のあるゲージ理論の量子化法

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Author

    • 栗木, 理恵 クリキ, リエ

Bibliographic Information

Title

Quantization of anomalous gauge theories

Other Title

量子異常のあるゲージ理論の量子化法

Author

栗木, 理恵

Author(Another name)

クリキ, リエ

University

東京工業大学

Types of degree

博士 (理学)

Grant ID

甲第3385号

Degree year

1997-03-26

Note and Description

博士論文

Table of Contents

  1. 論文目録 / (0002.jp2)
  2. Contents / p3 (0004.jp2)
  3. 1 Preliminaries on gauge theories / p5 (0005.jp2)
  4. 1.1 Introduction / p5 (0005.jp2)
  5. 1.2 Do Witt's notation / p8 (0007.jp2)
  6. 2 Quantization of anomalous gauge theories based on the Hamiltonian formalism / p9 (0007.jp2)
  7. 2.1 Dirac's constraints analysis / p9 (0007.jp2)
  8. 2.2 Introduction of the Batalin-Fradkin-Vilkovisky formalism / p16 (0011.jp2)
  9. 2.3 Introduction of the Batalin-Fradkin formalism / p19 (0012.jp2)
  10. 2.4 BRS cohomology in EPS / p22 (0014.jp2)
  11. 2.5 An example / p25 (0015.jp2)
  12. 3 Difficulty in Quantization of 2D SUGRA based on the BFV and BF formulation / p35 (0020.jp2)
  13. 3.1 Introduction / p35 (0020.jp2)
  14. 3.2 BRS anomaly in the fermionic string theory / p36 (0021.jp2)
  15. 3.3 Effective action and geometrization / p39 (0022.jp2)
  16. 3.4 Supersymmetric light-cone gauge-fixing / p46 (0026.jp2)
  17. 3.5 Summary and discussion / p54 (0030.jp2)
  18. 4 Quantization of anomalous gauge theories based on the Lagrangian formalism / p58 (0032.jp2)
  19. 4.1 Preliminaries on the field-antifield formalism / p59 (0032.jp2)
  20. 4.2 Introduction of the field-antifield formalism / p67 (0036.jp2)
  21. 4.3 Introduction of the extended field-antifield formalism / p77 (0041.jp2)
  22. 4.4 An example / p90 (0048.jp2)
  23. 5 Quantization of 2D SUGRA-as an example of open algebra systems / p94 (0050.jp2)
  24. 5.1 Introduction / p94 (0050.jp2)
  25. 5.2 Classical symmetry and proper solution of CME / p94 (0050.jp2)
  26. 5.3 The Super Liouville action / p98 (0052.jp2)
  27. 5.4 On-shell structure of the extended formalism / p100 (0053.jp2)
  28. 5.5 Summary and discussion / p102 (0054.jp2)
  29. 6 A generalization of the extended field-antifield formalism / p104 (0055.jp2)
  30. 6.1 Introduction and motivations / p104 (0055.jp2)
  31. 6.2 Generalized finite transformations and Construction of the WZ term / p107 (0056.jp2)
  32. 6.3 An extended action / p114 (0060.jp2)
  33. 6.4 An abelian model / p116 (0061.jp2)
  34. 6.5 Test of the generalized eFAf / p119 (0062.jp2)
  35. 6.6 Summary / p130 (0068.jp2)
  36. 7 Conclusions / p132 (0069.jp2)
4access

Codes

  • NII Article ID (NAID)
    500000153587
  • NII Author ID (NRID)
    • 8000001087614
  • DOI(NDL)
  • NDLBibID
    • 000000317901
  • Source
    • NDL ONLINE
    • NDL Digital Collections
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