Dynamics of the classical models
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Ćosić, Rajko
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Vysoká škola báňská - Technická univerzita Ostrava
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Abstract
The main aim of this thesis is to find a family of discrete dynamical systems conjugate to Sharkovskii’s one and to prove that this family is a dynamical equivalent. We show that the elements of this family share periodicity and stability. Moreover, in the end we give an example of discrete dynamical system which is not included in this family.
Description
Import 04/07/2011
Subject(s)
dynamical system, periodic point, stability, invariant set, conjugacy, Sharkovskii system