Mean convergence of Markovian spherical averages for measure-preserving actions of the free group

Lewis Bowen, Alexander I. Bufetov, Olga Paris‐Romaskevich

Type: Preprint

Publication Date: 2015-02-06

Citations: 1

Locations

arXiv (Cornell University) - View

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Action	Title	Year	Authors
+ PDF Chat	Random Ergodic Theorems and Markoff Processes with a Stable Distribution	1951	Shizuo Kakutani
+	The combinatorial structure of cocompact discrete hyperbolic groups	1984	JamesW. Cannon
+	Ergodic theorems for actions of hyperbolic groups	2012	Mark Pollicott Richard Sharp
+ PDF Chat	Cesàro Convergence of Spherical Averages for Measure-Preserving Actions of Markov Semigroups and Groups	2011	Alexander I. Bufetov Mikhail Khristoforov Alexey Klimenko
+ PDF Chat	Convergence of Spherical Averages for Actions of Free Groups	2002	Alexander I. Bufetov
+ PDF Chat	Harmonic analysis and pointwise ergodic theorems for noncommuting transformations	1994	Amos Nevo
+ PDF Chat	Markov maps associated with fuchsian groups	1979	Rufus Bowen Caroline Series
+	Maximal and pointwise ergodic theorems for word-hyperbolic groups	1998	Koji Fujiwara Amos Nevo
+ PDF Chat	An “alternierende Verfahren” for general positive operators	1962	Gian‐Carlo Rota
+ PDF Chat	Amenable equivalence relations and the construction of ergodic averages for group actions	2015	Lewis Bowen Amos Nevo