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Mathematical analysis / Dynamical systems / Structure / Period-doubling bifurcation / Hopf bifurcation / Saddle-node bifurcation / Intermittency / Chaos theory / Circle map / Bifurcation theory / Non-linear systems / Systems theory


PII: S0142[removed]
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Document Date: 2009-10-22 18:05:45

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File Size: 60,18 KB

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City

Osaka / Changsha / Beijing / /

Company

Elsevier Science Ltd. / /

Country

Taiwan / Japan / Canada / /

/

Facility

Institute of Applied Physics / Osaka Sangyo University / Memorical University of Newfoundland / power system Zhujun Jinga / * / Hunan Normal University / /

IndustryTerm

power systems / quasi-periodic solutions / /

Organization

Memorical University of Newfoundland / Institute of Mathematics / Chinese Academy of Sciences / Department of Electrical Engineering and Electronics / Hunan Normal University / Institute of Applied Physics and Computational Mathematics / Osaka Sangyo University / People’s Republic of China Department of Mathematics and Statistics / Republic of China Department of Mathematics / /

Position

HB / bifurcation parameter Pm / Corresponding author / /

ProvinceOrState

Newfoundland / /

URL

www.elsevier.com/locate/ijepes / /

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