Current algebra and universal Schwinger cocycle カレント代数と普遍シュヴィンガーコサイクル
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Bibliographic Information
- Title
-
Current algebra and universal Schwinger cocycle
- Other Title
-
カレント代数と普遍シュヴィンガーコサイクル
- Author
-
田中, 勝
- Author(Another name)
-
タナカ, マサル
- University
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九州大学
- Types of degree
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理学博士
- Grant ID
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甲第2722号
- Degree year
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1991-03-27
Note and Description
博士論文
Table of Contents
- Contents / p2 (0004.jp2)
- Abstract / p1 (0003.jp2)
- 1 Introduction / p1 (0007.jp2)
- 1.1 Current Algebra and Schwinger Term / p3 (0009.jp2)
- 1.2 Difficulties to Obtain Representation of Current Algebra / p11 (0017.jp2)
- 1.3 Programs to Obtain Representation of Current Algebra / p15 (0021.jp2)
- 2 Embedding of Map(X;G) in [数式] / p22 (0028.jp2)
- 3 Properties of Generalized Determinant / p26 (0032.jp2)
- 4 Construction of Abelian Extension of [数式] / p29 (0035.jp2)
- 5 Universal Schwinger Cocycle / p36 (0042.jp2)
- 5.1 Universal Schwinger Cocycles for p = 1,2 and 3 / p36 (0042.jp2)
- 5.2 Universal Schwinger Cocycles for any p / p38 (0044.jp2)
- 6 Infinite Charge Renormalization / p41 (0047.jp2)
- 7 The Highest Weight Vector and State Vectors / p43 (0049.jp2)
- 8 Discussions / p45 (0051.jp2)
- 9 Conclusion / p47 (0053.jp2)
- Acknowledgements / p49 (0055.jp2)
- Appendices / p50 (0056.jp2)
- A Jacobi Identity / p50 (0056.jp2)
- B Schatten Ideal [C][S] / p61 (0067.jp2)
- C Embedding of Map(X;G) in [数式] [MR] ( proof ) / p63 (0069.jp2)
- References / p76 (0082.jp2)