Ergodic theory and dynamical systems

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  Año 2001, Vol. 21, Número 5

  • Dynamics of random transformations: smooth ergodic theory (Survey)

    P.-D. Liu

    págs. 1279-1320

    

  • Rank-one power weakly mixing non-singular transformations

    C. E. Silva, N. Friedman, T. Adams

    págs. 1321-1332

    

  • A complete invariant for the topology of one-dimensional substitution tiling spaces

    M. Barge, B. Diamond

    págs. 1333-1358

    

  • A Krengel-type theorem for finitely-generated nilpotent groups

    V. Bergelson, I. Kornfeld

    págs. 1359-1370

    

  • Piecewise isometries have zero topological entropy

    Jérôme Buzzi

    págs. 1371-1378

    

  • Lyapunov minimizing measures for expanding maps of the circle

    G. Contreras, A. O. Lopes, P. Thieullen

    págs. 1379-1410

    

  • Chaos for functions of discrete and continuous weighted shift operators

    R. deLaubenfels

    págs. 1411-1428

    

  • Computing the dimension of dynamically defined sets: E~2 and bounded continued fractions

    M. Pollicott, O. Jenkinson

    págs. 1429-1446

    

  • Non-expanding maps and Busemann functions

    A. Karlsson

    págs. 1447-1458

    

  • A strong generic ergodicity property of unitary and self-adjoint operators

    A. S. Kechris, N. E. Sofronidis

    págs. 1459-1480

    

  • On sets invariant under the action of the diagonal group

    E. Lindenstrauss

    págs. 1481-1500

    

  • Livsic's theorem for semisimple Lie groups

    M. Nicol, M. Pollicott

    págs. 1501-1510

    

  • Coexistence and persistence of infinitely many strange attractors

    Antonio Pumariño Vázquez, J. A. Rodriguez

    págs. 1511-1524

    

  • A theorem of measurable rigidity in Diff^o^m^e^g^a(S^1)

    J. C. Rebelo

    págs. 1525-1562

    

  • Topological and dynamical classification of the unstable manifolds of one-rectangle systems

    G. M. Vago

    págs. 1563-1596