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	Author	Botella-Soler, V.; Oteo, J.A.; Ros, J.; Glendinning, P.
	Title	Lyapunov exponent and topological entropy plateaus in piecewise linear maps			Type	Journal Article
	Year	2013	Publication	Journal of Physics A	Abbreviated Journal	J. Phys. A
	Volume	46	Issue	12	Pages	125101 - 26pp
	Keywords
	Abstract	We consider a two-parameter family of piecewise linear maps in which the moduli of the two slopes take different values. We provide numerical evidence of the existence of some parameter regions in which the Lyapunov exponent and the topological entropy remain constant. Analytical proof of this phenomenon is also given for certain cases. Surprisingly however, the systems with that property are not conjugate as we prove by using kneading theory.
	Address	[Botella-Soler, V.] IST Austria, A-3400 Klosterneuburg, Austria, Email: vbsoler@ist.ac.at;
	Corporate Author				Thesis
	Publisher	Iop Publishing Ltd	Place of Publication		Editor
	Language	English	Summary Language		Original Title
	Series Editor		Series Title		Abbreviated Series Title
	Series Volume		Series Issue		Edition
	ISSN	1751-8113	ISBN		Medium
	Area		Expedition		Conference
	Notes	WOS:000316058200010			Approved	no
	Is ISI	yes	International Collaboration	yes
	Call Number	IFIC @ pastor @			Serial	1353
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