Numerical study of self-organized fractal systems 計算機シミュレーションによる自己組織フラクタルの研究
Access this Article
Search this Article
Author
Bibliographic Information
- Title
-
Numerical study of self-organized fractal systems
- Other Title
-
計算機シミュレーションによる自己組織フラクタルの研究
- Author
-
稲岡, 創
- Author(Another name)
-
イナオカ, ハジメ
- University
-
東北大学
- Types of degree
-
博士 (情報科学)
- Grant ID
-
甲第5727号
- Degree year
-
1996-03-26
Note and Description
博士論文
博士学位論文 (Thesis(doctor))
Table of Contents
- Contents / (0004.jp2)
- Acknowledgments / p5 (0008.jp2)
- 1 Introduction / p7 (0010.jp2)
- 1.1 Approach to Fractal Systems / p8 (0011.jp2)
- 1.2 Purpose of Study / p12 (0015.jp2)
- 2 Basic Concepts / p13 (0016.jp2)
- 2.1 Self-organized Criticality / p14 (0017.jp2)
- 2.2 Renormalization and Universality / p18 (0021.jp2)
- 2.3 Stable Distribution / p25 (0028.jp2)
- 2.4 Minimal Model for Fractal Systems / p30 (0033.jp2)
- 3 Laplacian Fractals / p33 (0036.jp2)
- 3.1 Fractality in Laplacian Fractals / p34 (0037.jp2)
- 3.2 Minimal Competitive Growth Model / p44 (0047.jp2)
- 4 River Networks / p55 (0058.jp2)
- 4.1 Fractal Nature of River Networks / p56 (0059.jp2)
- 4.2 Statistical River Network Models / p64 (0067.jp2)
- 4.3 Minimal Erosion Model / p68 (0071.jp2)
- 4.4 Mean Field Approach / p85 (0088.jp2)
- 4.5 Scaling Relation / p89 (0092.jp2)
- 5 Impact Fracture / p93 (0096.jp2)
- 5.1 Experiments of Impact Fracture / p94 (0097.jp2)
- 5.2 Numerical Model of Impact Fracture / p102 (0105.jp2)
- 5.3 Minimal Impact Fracture Model / p106 (0109.jp2)
- 6 Conclusion and Remarks / p131 (0134.jp2)
- 6.1 Summary for Minimal Fractal Models / p132 (0135.jp2)
- 6.2 Random Branching Process / p134 (0137.jp2)
- 6.3 Fractal Tiling / p138 (0141.jp2)
- References / p143 (0146.jp2)