POLINOMIJALNA ENTROPIJA ZA MORSOVE GRADIJENTNE SISTEME I LOGISTIČKO PRESLIKAVANJE

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POLINOMIJALNA ENTROPIJA ZA MORSOVE GRADIJENTNE SISTEME I LOGISTIČKO PRESLIKAVANJE

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Titel:	POLINOMIJALNA ENTROPIJA ZA MORSOVE GRADIJENTNE SISTEME I LOGISTIČKO PRESLIKAVANJE
Autor:	Perić, Milan
Zusammenfassung:	his thesis presents a method for calculating the polynomial entropy of the topolog-ical dynamic system with finitely many non-wandering points. A special coding is adapted forsuch systems. Thanks to this coding the polynomial entropy can be bounded by the numberof specific mutually singular points in the closures of stable manifolds of non-wandering points.This method was applied to Morse gradient systems. It is shown that the polynomial entropyof the Morse gradient system is bounded byn(F)
URI:	http://hdl.handle.net/123456789/5215
Datum:	2021

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