Shadowing and average shadowing properties for iterated function systems
Alireza Zamani Bahabadi
Ferdowsi University of Mashhad
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摘要与影响
In this paper, we introduce the definitions of shadowing and average shadowing properties for iterated function systems and give some examples characterizing these definitions. We prove that an iterated function system has the shadowing property if and only if the step skew product corresponding to the iterated function system has the shadowing property. Also, we study some notions such as transitivity, chain transitivity, chain mixing and mixing for iterated function systems.
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计算机 / AIMathematical Dynamics and Fractals
Advanced Topology and Set Theory · Advanced Differential Equations and Dynamical Systems
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