Author:
Ellis Robert,Glasner Shmuel
Abstract
AbstractThe notion of an iterated extension of a flow is introduced and studied. In particular it is shown how eigenfunctions occur in a natural way. This is then exploited to produce an example of a weakly mixing minimal set with a non-weakly mixing quasi-factor.
Publisher
Cambridge University Press (CUP)
Subject
Applied Mathematics,General Mathematics
Reference7 articles.
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2. The Veech structure theorem
3. Pure weak mixing
4. Some extensions of weakly mixing flows
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