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2000 Summer Conference on Topology and its Applications (Topo2000)
July 26-29, 2000
Miami University
Oxford, OH, USA

Organizers
Dennis Burke, Zoltan Balogh, Sheldon Davis

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Topological classification of minimal sets of flows
by
Alex Clark
University of North Texas

If the flows \phi and \psi are minimal on M and N, it is possible for M to be homeomorphic to N without the flows \phi and \psi being conjugate. We consider a class of minimal flows \Phi satisfying the following condition: the flows \phi and \psi in \Phi are conjugate if and only if the underlying spaces of the two flows are homeomorphic. Examples will be considered.

Date received: June 25, 2000

Copyright © 2000 by the author(s). The author(s) of this document and the organizers of the conference have granted their consent to include this abstract in Atlas Conferences Inc. Document # caeu-49.