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Session 16. Ergodic Theory and Dynamical Systems
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Non-compact Abelian extensions of distal minimal flows |
Gernot Greschonig, Vienna University of Technology, Austria
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In this talk we discuss the structure of skew product extensions of
distal minimal flows by Abelian locally compact non-compact groups.
The simplest but most relevant case is of course the case of an
\(\mathbb R^d\)-extension for \(d\geq 1\), and the main challenge in
comparison to the case \(d=1\) is to get hands on the "dependence"
of the different real coordinates of the extension.
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