Dynamic Properties of Coupled Maps

dc.contributor.author

Zhang, C

dc.contributor.author

Zheng, H

dc.contributor.editor

Braverman, Elena

dc.date.accessioned

2011-06-21T17:27:54Z

dc.date.available

2011-06-21T17:27:54Z

dc.date.issued

2010

dc.description.abstract

Dynamic properties are investigated in the coupled system of three maps with symmetric nearest neighbor coupling and periodic boundary conditions. The dynamics of the system is controlled by certain coupling parameters. We show that, for some values of the parameters, the system exhibits nontrivial collective behavior, such as multiple bifurcations, and chaos. We give computer simulations to support the theoretical predictions.

dc.description.version

Version of Record

dc.identifier.citation

Zhang,Chunrui;Zheng,Huifeng. 2010. Dynamic Properties of Coupled Maps. Discrete Dynamics in Nature and Society ( ): 905102-905102.

dc.identifier.issn

1026-0226

dc.identifier.uri

https://hdl.handle.net/10161/4321

dc.language.iso

en_US

dc.publisher

Hindawi Limited

dc.relation.isversionof

10.1155/2010/905102

dc.relation.journal

Discrete Dynamics in Nature and Society

dc.subject

logistic maps

dc.subject

bifurcation

dc.subject

symmetry

dc.subject

system

dc.subject

mathematics, interdisciplinary applications

dc.subject

multidisciplinary sciences

dc.title

Dynamic Properties of Coupled Maps

dc.title.alternative
dc.type

Other article

duke.date.pubdate

2010-00-00

duke.description.issue
duke.description.volume
pubs.begin-page

905102

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