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Tag Archives: entropy density
A useful example for the space of ergodic measures
Last time I discussed the following three properties that may or may not be satisfied for a map on a compact metric space : (C) The set of ergodic measures is pathconnected. (D) is dense in the set of all … Continue reading
Some questions on ergodic measures
This post will be a brief set of notes recording some thoughts from my talk at the Penn State dynamics seminar today, since I did not produce slides but rather spoke more informally about some results I’ve recently learned (which … Continue reading
Posted in ergodic theory, topological dynamics
Tagged entropy density, Poulsen simplex, space of invariant measures
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