Computational Aspects of a Modified Bernoulli Map(Oscillation, Chaos and Network Dynamics in Nonlinear Science)

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概要

• 論文の詳細を見る

• We introduce a modified Bernoulli map, which presents f^<-1> spectrum. This map is equivalent to a certain symbolic operation of continued fraction representation. From this fact, we can derive various properties of the map, e.g., concerning residence times, from the theory of continued fractions. Furthermore, we can generate true chaotic orbits with intermittent behavior long enough to investigate their statistical properties.

• 理論物理学刊行会の論文
• 2006-04-20

著者

• Saito Asaki

  Future University-hakodate

関連論文

• Computational Aspects of a Modified Bernoulli Map(Oscillation, Chaos and Network Dynamics in Nonlinear Science)

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