Limit sets, attractors and chaos
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Springer
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Abstract
The aim of this paper is a study on relations between omega-chaos and the structure of omega-limit sets. We propose a definition of (omega) over cap -chaos which requires stronger relations between limit sets of points from tuples. We present example with relatively simple dynamics (almost equicontinuous system) which is omega-chaotic and propose further restrictions on the conditions in the definition.
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omega-chaos, almost equicontinuous, entropy, interval, scrambled set
Citation
Qualitative Theory of Dynamical Systems. 2017, vol. 16, issue 1, p. 53-69.
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Publikační činnost IT4Innovations / Publications of IT4Innovations (9600)
Publikační činnost Katedry aplikované matematiky / Publications of Department of Applied Mathematics (470)
Články z časopisů s impakt faktorem / Articles from Impact Factor Journals
OpenAIRE
Publikační činnost IT4Innovations / Publications of IT4Innovations (9600)
Publikační činnost Katedry aplikované matematiky / Publications of Department of Applied Mathematics (470)
Články z časopisů s impakt faktorem / Articles from Impact Factor Journals