A method to Calculate Homoclinic Points of a Two-Dimensional Noninvertible Map
スポンサーリンク
概要
- 論文の詳細を見る
A numerical method is presented for calculating transverse and non-transverse (or tangent) types of homoclinic points of a two-dimensional noninvertible map having an invariant set that reduces to a one-dimensional nonlinvertible map. To illustrate bifurcation diagrams of homoclinic points and transitions of chaotic states near the bifurcation parameter values, three systems including coupled chaotic maps are studied.
- 社団法人電子情報通信学会の論文
- 1997-09-25
著者
-
Yoshinaga Tetsuya
The Faculty Of Engineering Tokushima University
-
Kawakami H
Tokushima Univ. Tokushima‐shi Jpn
-
Yoshinaga T
Superh Japan Ltd. Kodaira‐shi Jpn
-
KAWAKAMI Hiroshi
the Faculty of Engineering, Tokushima University
-
KITAJIMA Hiroyuki
the Faculty of Engineering, Tokushima University
-
MIRA Christian
Institut National des Sciences Appliquees de Toulouse
-
Mira C
Institut National Des Sciences Appliquees De Toulouse
-
Kitajima Hiroyuki
The Faculty Of Engineering The University Of Tokushima
-
Kawakami Hiroshi
The Faculty Of Engineering The University Of Tokushima
関連論文
- B-6-48 Aggregate Router Selection Algorithm for Moving Networks
- A Study of the Pendulum Equation with a Periodic Impulsive Force : Bifurcation and Control
- A Computation of Bifurcation Parameter Values for Limit Cycles
- Bifurcation Phenomena in the Josephson Junction Circuit Coupled by a Resistor (Special Section on Nonlinear Theory and its Applications)
- Optimal-Routed Soft Handover in IP-Based Mobile Networks(Mobility Management)(Networking Technologies for Mobile Internet Systems)
- B-6-236 Network Distributed Soft Handover
- A method to Calculate Homoclinic Points of a Two-Dimensional Noninvertible Map
- Codimension Two Bifurcation Observed in a Phase Converter Circuit
- Bifurcations in a Coupled Rössler System
- Bifurcations of Periodic Solutions in a Coupled Oscillator with Voltage Ports
- Symmetry Breaking and Recovering in a System of n Hybridly Coupled Oscillators (Special Section on Nonlinear Theory and its Applications)
- On Unstable Saddle-Node Connecting Orbit in a Planer Autonomous System (Special Section of Letters Selected from the 1996 IEICE General Conference)
- On a Hysteresis Oscillator Including Periodic Thresholds
- Synchronization and Chaos of Coupled Duffing-Rayleigh Oscillators (Special Section on Nonlinear Theory and its Applications)