Off-critical properties of diagonal scattering theories : form factor bootstrap approach 対角的散乱理論のOff-Criticalな性質 : フォームファクターブーツトラップによるアプローチ
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Bibliographic Information
- Title
-
Off-critical properties of diagonal scattering theories : form factor bootstrap approach
- Other Title
-
対角的散乱理論のOff-Criticalな性質 : フォームファクターブーツトラップによるアプローチ
- Author
-
大田, 武志
- Author(Another name)
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オオタ, タケシ
- University
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大阪大学
- Types of degree
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博士 (理学)
- Grant ID
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甲第5413号
- Degree year
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1996-03-25
Note and Description
博士論文
Table of Contents
- Abstract / p2 (0003.jp2)
- Contents / p3 (0004.jp2)
- 1 Introduction / p1 (0005.jp2)
- 1.1 Factorized S-matrix / p2 (0006.jp2)
- 1.2 Perturbed conformal field theories / p4 (0008.jp2)
- 1.3 Affine Toda field theories / p5 (0009.jp2)
- 2 The form factor bootstrap / p9 (0013.jp2)
- 2.1 Equations for the form factors / p9 (0013.jp2)
- 2.2 Minimal form factors / p10 (0014.jp2)
- 3 Examples of form factors for diagonal scattering theories / p18 (0022.jp2)
- 3.1 The scaling Lee-Yang model / p18 (0022.jp2)
- 3.2 The sinh-Gordon model / p19 (0023.jp2)
- 3.3 The Bullough-Dodd model([数式]) / p20 (0024.jp2)
- 3.4 Reduction of the SG / p20 (0024.jp2)
- 3.5 The magnetic perturbed Ising model / p22 (0026.jp2)
- 4 The [数式] case / p23 (0027.jp2)
- 4.1 The [0,0]-sector / p25 (0029.jp2)
- 4.2 The [1,0]-sector and the [0,1]-sector / p27 (0031.jp2)
- 5 The[数式]case / p28 (0032.jp2)
- 6 S-matrix formula revisited / p35 (0039.jp2)
- 7 Conclusions and discussion / p38 (0042.jp2)
- A Phenomenological Reasonings of kinematical residue equations / p40 (0044.jp2)
- B data / p42 (0046.jp2)
- B.1(Affine) Lie algebraic data / p42 (0046.jp2)
- B.2 Eigenvectors of the Cartan matrix / p43 (0047.jp2)
- B.3 Normalized Perron-Frobenius vectors / p43 (0047.jp2)
- C Examples / p44 (0048.jp2)
- C.1 [数式] / p44 (0048.jp2)
- C.2 [数式] / p46 (0050.jp2)
- C.3 [数式] / p48 (0052.jp2)
- C.4 D₆ / p51 (0055.jp2)
