A Study of Solutions to Discrete Time Lotka-Volterra Equation : I. Integrable Case : General Physics
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概要
- 論文の詳細を見る
The time evolution of a class of completely integrable discrete Lotka-Volterra system is shown not unique but have two different ways chosen randomly at every step of generation. This uncertainty is consistent with the existence of constants of motion and disappears in both continuous time and ultra discrete limits.
- 社団法人日本物理学会の論文
- 2001-05-15
著者
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斎藤 暁
Department Of Physics Tokyo Metropolitan University
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吉田 起國
京大原子エネルギー研
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吉田 起國
京大原研
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SAITO SATORU
Department of Gastroenterology, Yokohama City University School of Medicine
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SAITO NORIKO
Department of Thoracic Surgery, Jichi Medical School
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Saitoh Noriko
Department Of Applied Mathematics Faculty Of Engineering National University Of Yokohama
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YOSHIDA Katsuhiko
School of Science, Kitasato University
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NARITA Yasuaki
Department of Physics, Tokyo Metropolitan University
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Narita Yasuaki
Department Of Physics Tokyo Metropolitan University
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Saito Noriko
Department Of Materials And Life Science Seikei University
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Yoshida Katsuhiko
School Of Science Kitasato University
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Saito Noriko
Department Of Applied Mathematics Yokohama National University
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