Ergodic theory and dynamical systems

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  Año 2013, Vol. 33, Número 2

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    Bernoulli actions are weakly contained in any free action

    Miklós Abért, Benjamin Weiss

    págs. 323-333

    
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    Ultraproducts of measure preserving actions and graph combinatorics

    Clinton Taylor Conley, Alexander S. Kechris, Robin D. Tucker-Drob

    págs. 334-374

    
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    On infinitely cohomologous to zero observables

    Amanda de Lima, Daniel Smania

    págs. 375-399

    
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    The Poisson boundary of a locally discrete group of diffeomorphisms of the circle

    Bertrand Deroin

    págs. 400-415

    
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    Enumerating combinatorial classes of the complex polynomial vector fields in C

    Kealey Dias

    págs. 416-440

    
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    Canonical compactifications for Markov shifts

    Doris Fiebig

    págs. 441-454

    
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    On Finsler surfaces without conjugate points

    José Barbosa Gomes, Rafael O. Ruggiero

    págs. 455-474

    
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    A note on Borel�Cantelli lemmas for non-uniformly hyperbolic dynamical systems

    Nicolai Haydn, Matthew Nicol, Tomas Persson, Sandro Vaienti

    págs. 475-498

    
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    Examples of amalgamated free products and coupling rigidity

    Yoshikata Kida

    págs. 499-528

    
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    Optimal transport and dynamics of expanding circle maps acting on measures

    Benoît Kloeckner

    págs. 529-548

    
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    The zero-type property and mixing of Bernoulli shifts

    Zemer Kosloff

    págs. 549-559

    
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    Ergodic properties of invariant measures for C1+a non-uniformly hyperbolic systems

    Chao Liang, Wenxiang Sun, Xueting Tian

    págs. 560-584

    
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    Diophantine approximation by orbits of expanding Markov maps

    Lingmin Liao, Stéphane Seuret

    págs. 585-608

    
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    An L1 ergodic theorem with values in a non-positively curved space via a canonical barycenter map

    Andrés Navas

    págs. 609-623

    
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    Invariant measures with bounded variation densities for piecewise area preserving maps

    Yiwei Zhang, Congping Lin

    págs. 624-642

    
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    Nonabelian free group actions: Markov processes, the Abramov-Rohlin formula and Yuzvinskii's formula. Corrigendum

    Lewis Bowen, Yonatan Gutman

    págs. 643-645