Revisiting Variations in Topological Transitivity

Abstract

Topological dynamical systems $(X,T)$ are actions $T\times X\to X$, given as $(t,x)\to tx$, on a compact, Hausdorff topological space $X$ with $T$ as an acting group or monoid. We take up the property of topological transitivity especially for semiflows $(X,S)$ and discuss the variations in its definitions.

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Cited by in corpus (1)

• On Almost periodicity and minimality for semiflows