Eleonora Catsigeras, Serge Troubetzkoy
Published 2019-01-22Version 1
We construct ergodic probability measures with infinite imetric entropy for typical continuous maps and homeomorphisms on compact manifolds. We also construct sequences of such measures that converge to a zero-entropy measure.
Thomae's function and the space of ergodic measures
Arcwise connectedness of the set of ergodic measures of hereditary shifts
Dimension of Gibbs measures with infinite entropy
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