The Dynamics of Delayed Regulation Model under Period-2 Perturbation

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概要

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• The dynamics is investigated on the delayed regulation model under period-2 perturbation described as x(t+1) = {A+(-1)^te}x(t){1-x(t-1)},t = 1,2,3... The edependences of the bifurcation points are analyzed through usual stability analysis of fixed point and periodic solution, however one of them is derived through the stability analysis of the "virtual" period-2 solution.

• 社団法人電子情報通信学会の論文
• 1999-10-25

著者

• Morimoto Y

  Meiji Coll. Oriental Medicine Kyoto‐fu Jpn

• MORIMOTO Yasuo

  Physics Department, Meiji College of Oriental Medicine

• Morimoto Yasuo

  Physic Department Meiji College Of Acupuncture

関連論文

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• Transition Phenomenon in Blocking Oscillator

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