We give a fairly complete characterization of the exact components of a large class of uniformly expanding Markov maps of R. Using this result, for a class of Z-invariant maps and finite modifications thereof, we prove certain properties of infinite mixing recently introduced by the author.
Lenci, M. (2017). Uniformly expanding Markov maps of the real line: exactness and infinite mixing. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS, 37(7), 3867-3903 [10.3934/dcds.2017163].
Uniformly expanding Markov maps of the real line: exactness and infinite mixing
LENCI, MARCO
2017
Abstract
We give a fairly complete characterization of the exact components of a large class of uniformly expanding Markov maps of R. Using this result, for a class of Z-invariant maps and finite modifications thereof, we prove certain properties of infinite mixing recently introduced by the author.File in questo prodotto:
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