Chaos game for IFSs on topological spaces
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Barnsley, Michael
Lesniak, Krzysztof
Rypka, Miroslav
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Academic Press
Abstract
We explore the chaos game on continuous IFSs on topological spaces. We prove that the existence of an attractor implies that the chaos game can be used to construct approximations of the attractor. The essential role of basin of attraction is discussed.
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Journal of Mathematical Analysis and Applications
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Restricted until
2099-12-31
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