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Weak mixing and product recurrence

Piotr Oprocha (2010)

Annales de l’institut Fourier

In this article we study the structure of the set of weakly product recurrent points. Among others, we provide necessary conditions (related to topological weak mixing) which imply that the set of weakly product recurrent points is residual. Additionally, some new results about the class of systems disjoint from every minimal system are obtained.

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