Tanikawa Kiyotaka | National Astrunomical Observatory
スポンサーリンク
概要
関連著者
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Tanikawa Kiyotaka
National Astrunomical Observatory
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Tanikawa Kiyotaka
National Astronomical Obseruatory
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Yamaguchi Yoshihiro
Teikyo Heisei Univ. Chiba Jpn
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Yamaguchi Yoshihiro
Laboratory of Applied Microbiology, Department of Microbial Biotechnology, Graduate School of Agricultural Science, Tohoku University
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YAMAGUCHI Yoshihiro
Department of Physics, Science University of Tokyo
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Yamaguchi Yoshihiro
Teikyo Heisei Univ. Tokyo Jpn
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TANIKAWA Kiyotaka
National Astronomical Observatory
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Tanikawa K
National Astronomical Observatory Mitaka Jpn
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YAMAGUCHI Yoshihiro
Teikyo Heisei University
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SOMA Mitsuru
National Astronomical Observatory of Japan
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Kawabata Kin-aki
Nagoya University
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Soma M
National Astronomical Observatory
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Soma Mitsuru
National Astronomical Observatory
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Yamaguchi Y
Teikyo Heisei Univ. Ichihara Jpn
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Yamaguchi Y
Teikyo Heisei University
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YAMAGUGHI Yoshihiro
Teikyo Heisei University
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TANIKQWA Kiyotaka
National Astronomical Observatory
著作論文
- Dynamical Ordering of Periodic Accelerator Modes in the Standard Mapping(Condensed Matter and Statistical Physics)
- Topological Entropy in a Forced Duffing System(Condensed Matter and Statistical Physics)
- Non-Birkhoff Periodic Orbits in a Circle Map
- Dynamical Ordering of Non-Birkhoff Orbits and Topological Entropy in the Standard Mapping
- Units of Time in Ancient China and Japan
- A Solar Eclipse Versified in the Shijing
- Dynamical Ordering of Non-Birkhoff Periodic Orbits in a Forced Pendulum
- A Condition for the Existence of Homoclinic Intersection in C^2 Standard-Like Mappings
- A Remark on the Smoothness of Critical KAM Curves in the Standard Mapping : Condensed Matter and Statistical Physics
- Running Homoclinic and Periodic Points in Standard-Like Mappings
- Non-Symmetric Periodic Points in Reversible Maps : Examples from the Standard Map(Condensed Matter and Statistical Physics)
- Periodic Orbits in the Quadruply Reversible Non-Twist Harper Map
- Symmetrical Non-Birkhoff Period-3 Orbits in Standard-Like Mappings
- Oscillatory Orbits in the Standard Mapping (Condensed Matter and Statistical Physics)
- Non-Symmetric Non-Birkhoff Period-2 Orbits in the Standard Mapping
- Non-Birkhoff Orbits with 2n Turning Points in the Standard Map