Abstract: We present a result on recurrent cocycles of a class of point-distal compact minimal flows.
This class of compact minimal flows consists of almost 1-1 extensions of a minimal isometry with connected fibers and locally connected phase space. Under these conditions any real-valued recurrent cocycle is either a topological coboundary or transitive.
Real cocycles of point-distal minimal flows
16.03.2017 15:15 - 17:00
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