Date: Mon, Apr 24, 2017
Time: 14:00 - 15:00
Venue: Middle Meeting Room
Title: Topological structure of minimal sets
Characterizations of topological structure of minimal sets is of wide interest in the theory of dynamical systems. Furstenberg sturcture theorem is the most classical and universal characterization for minimal sets. Recently, this characterizations for group (amenable group for special) action on spaces (graphs, dendrites or continua with uniquely arcwise connected for special) have been widely studied.
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