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At least one Lyapunov exponent vanishes if the trajectory of an attractor does not contain a fixed point
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Publications
At least one Lyapunov exponent vanishes if the trajectory of an attractor does not contain a fixed point
At least one Lyapunov exponent vanishes if the trajectory of an attractor does not contain a fixed point
HH
H. Haken
H. Haken
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28 February 1983
journal article
Published by
Elsevier
in
Physics Letters A
Vol. 94
(2)
,
71-72
https://doi.org/10.1016/0375-9601(83)90209-8
Abstract
No abstract available
Keywords
TRAJECTORY
ATTRACTOR
FIXED POINT
CONTAIN A FIXED
LYAPUNOV EXPONENT VANISHES
Cited by 118 articles