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Mechanics of Control Dynamics

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Date

2004

Authors

Nagai, Yoshinori
Maddess, Ted

Journal Title

Journal ISSN

Volume Title

Publisher

Kokushikan Daigaku Joho Kagaku Senta

Abstract

Control is considered from the viewpoint of dynamics. Causality between dynamics is required to establish control. Thus control can be discussed as a dynamical behaviour of a system. A mathematical description for such control is presented. Numerical results using one-dimensional oscillator maps are shown to demonstrate that the concepts considered here can provide effective control. The control revealed from dynamics is called control dynamics.

Description

Keywords

Oscillators, Networks, Control, causality, memory effect

Citation

URI

http://hdl.handle.net/1885/45031

Collections

ANU Research Publications

Source

Memoirs of the Kokushikan University Centre for Information Science

Type

Journal article

Book Title

Maddess T, Nagai Y, Victor JD, Taylor RRL. Multi-level isotrigon textures. JOSA, 2007; A24:278-293. Nagai Y, Maddess T, Hyde S. The oscillatory features of triangular and square prism oscillator networks. Mem Kokushikan U Cent Inform Sci, 2005; 26:1-16. Nagai Y, Maddess T. Input effects and receptor responses of triangular oscillator networks. Mem Kokushikan U Cent Inform Sci, 2006; 27:1-13.

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