BIFURCATION FROM A CHAOTIC NETWORK BY OCCASIONAL LINEAR CONNECTION

スポンサーリンク

概要

• 論文の詳細を見る

• This paper considers a simple piecewise linear network of chaotic cells. The cell includes a bipolar hysteresis whose thresholds vary periodically. Using the mapping procedure, we have clarified generation of various periodic attractors, chaos and related bifurcations. Then, we construct the network by using occasional linear connection. Theoretical analysis is possible for the OLC network and we have clarified that the network exhibits various synchronous states of periodic attractors, those of chaotic attractors, and interesting self-switching phenomena of synchronized chaos. Some of theoretical results can be verified in simple laboratory experiments.

• 社団法人電子情報通信学会の論文
• 1996-03-27

著者

• Torikai Hiroyuki

  Electrical Engineering Dept. Hosei University

• Saito Toshimichi

  Electrical Engineering Dept., HOSEI University

• Saito Toshimichi

  Electrical Engineering Dept. Hosei University

• Saito Toshimichi

  Electrical And Electronic Engineering Department Hosei University

• 鳥飼 弘幸

  Electrical Engineering Dept., HOSEI University

• 斉藤 利通

  Electrical Engineering Dept., HOSEI University

関連論文

• BIFURCATION FROM A CHAOTIC NETWORK BY OCCASIONAL LINEAR CONNECTION
• An RC Op Amp Hysteresis Chaos Generator and its Control
• Analysis of Periodic Attractor in a Simple Hysteresis Network

スポンサーリンク