Ergodic theory and dynamical systems

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  Año 2013, Vol. 33, Número 1

  • Fatou-Julia theory for non-uniformly quasiregular maps

    Walter Bergweiler

    págs. 1-23

    

  • Maximizing points and coboundaries for an irrational rotation on a circle

    Julien Brémont, Zoltán Buczolich

    págs. 24-48

    

  • Poisson approximation for the number of visits to balls in non-uniformly hyperbolic dynamical systems

    Jean-René Chazottes, P. Collet

    págs. 49-80

    

  • A survey on spectral multiplicities of ergodic actions

    Alexandre I. Danilenko

    págs. 81-117

    

  • Infinite-step nilsystems, independence and complexity

    Pandeng Dong, Sebastián Donoso, Alejandro Maass, Song Shao, Xiangdong Ye

    págs. 118-143

    

  • Decompositions of factor codes and embeddings between shift spaces with unequal entropies

    Soonjo Hong, Uijin Jung, In-Je Lee

    págs. 144-157

    

  • Family of piecewise expanding maps having singular measure as a limit of ACIMs

    Zhen-Yang Li, Pawel Góra, Abraham Boyarsky, Harald Proppe, Peyman Eslami

    págs. 158-167

    

  • Multidimensional expanding maps with singularities: a pedestrian approach

    Carlangelo Liverani

    págs. 168-182

    

  • Fixed price of groups and percolation

    Russell Lyons

    págs. 183-185

    

  • Approximating entropy for a class of Z2 Markov random fields and pressure for a class of functions on Z2 shifts of finite type

    Brian Marcus, Ronnie Pavlov

    págs. 186-220

    

  • Exactness of the Euclidean algorithm and of the Rauzy induction on the space of interval exchange transformations

    Tomasz Miernowski, Arnaldo Nogueira

    págs. 221-246

    

  • Period functions for Hecke triangle groups, and the Selberg zeta function as a Fredholm determinant

    M. Möller, A. D. Pohl

    págs. 247-283

    

  • Hausdorff measure of escaping and Julia sets for bounded-type functions of finite order

    Jörn Peter

    págs. 284-302

    

  • Hubbard forests

    Alfredo Poirier

    págs. 303-317