Dynamic properties for the induced maps on \(n\)-fold symmetric product suspensions. II. (Q2219281)
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| Language | Label | Description | Also known as |
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| English | Dynamic properties for the induced maps on \(n\)-fold symmetric product suspensions. II. |
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Dynamic properties for the induced maps on \(n\)-fold symmetric product suspensions. II. (English)
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19 January 2021
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The authors continue investigations from their paper [Glas. Mat., III Ser. 51, 453--474 (2016; Zbl 1362.54010)] considering classes of maps not included in the mentioned paper, namely: mildly mixing, strongly product transitive, strongly exact transitive, fully exact, exact, exact transitive, strongly transitive, syndetically transitive and iteratively almost open maps, and they study the relations between the dynamical systems \((X,f)\), \((F_{n}(X), F_{n}(f))\) and \((SF_{n}(X), SF_{n}(f))\).
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continuum
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discrete dynamical systems
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induced map
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symmetric product
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symmetric product suspension
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topological transitivity
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