Ergodic theory and dynamical systems

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  Año 2003, Vol. 23, Número 6

  • A typical dynamical system is not simple or semisimple

    O. N. Ageev

    págs. 1625-1636

    

  • Wiener-Wintner dynamical systems

    I. Assani

    págs. 1637-1654

    

  • Removing zero Lyapunov exponents

    A. T. Baraviera

    págs. 1655-1670

    

  • Integrable Hamiltonian flows with positive Lebesgue-measure entropy

    L. T. Butler

    págs. 1671-1690

    

  • Variational methods on periodic and quasi-periodic solutions for the N-body problem

    K.-C. Chen

    págs. 1691-1716

    

  • Stability of accessibility

    P. Didier

    págs. 1717-1732

    

  • A new look at the crossed-product of a C^*-algebra by an endomorphism

    R. Exel

    págs. 1733-1750

    

  • Multifractal analysis of weak Gibbs measures and phase transition-application to some Bernoulli convolutions

    D.-J. Feng, E. Olivier

    págs. 1751-1784

    

  • Entropy and preimage sets

    U.-R. Fiebig, D. Fiebig, Z. H. Nitecki

    págs. 1785-1806

    

  • Connectedness of Julia sets for a quadratic random dynamical system

    Z. Gong, W. Qiu

    págs. 1807-1816

    

  • Lattice action on the boundary of SL(n, R)

    A. Gorodnik

    págs. 1817-1838

    

  • Leafwise cohomology and rigidity of certain Lie group actions

    Y. Mitsumatsu, S. Matsumoto

    págs. 1839-1866

    

  • Livsic theorems and stable ergodicity for group extensions of hyperbolic systems with discontinuities

    M. Nicol, A. Scott

    págs. 1867-1890

    

  • Equilibrium states for non-uniformly expanding maps

    K. Oliveira

    págs. 1891-1906

    

  • Entropy formula for random dynamical systems: relations between entropy, exponents and dimension

    M. Qian, M.-P. Qian

    págs. 1907-1932