Ergodic theory and dynamical systems

• 

  Año 2004, Vol. 24, Número 5

  • Michael Robert Herman, 1942-2000

    J.-C. Yoccoz, A. Fathi

    págs. 1273-1276

    

  • L^2 regularity of measurable solutions of a finite-difference equation of the circle

    M. R. Herman

    págs. 1277-1282

    

  • On Herman's theorem for ergodic, amenable group extensions of endomorphisms

    J. Aaronson

    págs. 1283-1294

    

  • Lyapunov exponents with multiplicity 1 for deterministic products of matrices

    C. Bonatti

    págs. 1295-1330

    

  • Remarks on stability and diffusion in high-dimensional Hamiltonian systems and partial differential equations

    J. Bourgain

    págs. 1331-1358

    

  • Stable manifolds and the Perron-Irwin method

    M. Chaperon

    págs. 1359-1394

    

  • C^2 densely the 2-sphere has an elliptic closed geodesic

    G. Contreras, F. Oliveira

    págs. 1395-1424

    

  • Further rigidity properties of conformal Anosov systems

    R. de la Llave

    págs. 1425-1442

    

  • On some approximation of the 3D Euler system

    E. I. Dinaburg

    págs. 1443-1450

    

  • Lyapunov 1-forms for flows

    Thomas Kappeler, M. Farber, J. Latschev

    págs. 1451-1476

    

  • Constructions in elliptic dynamics

    B. Fayad, A. Katok

    págs. 1477-1520

    

  • Demonstration du `theoreme d'Arnold' sur la stabilite du systeme planetaire (d'apres Herman)

    J. Fejoz

    págs. 1521-1582

    

  • Sur le theoreme de Bertrand (d'apres Michael Herman)

    L. Kaczmarek, J. Fejoz

    págs. 1583-1590

    

  • Commutators and diffeomorphisms of surfaces

    J.-M. Gambaudo

    págs. 1591-1618

    

  • Wandering domains and random walks in Gevrey near-integrable systems

    J.-P. Marco

    págs. 1619-1666

    

  • Examples of Aubry sets

    J. N. Mather

    págs. 1667-1724

    

  • New phenomena associated with homoclinic tangencies

    S. E. Newhouse

    págs. 1725-1738

    

  • On holomorphic critical quasi-circle maps

    C. L. Petersen

    págs. 1739-1752

    

  • KAM theorem for Gevrey Hamiltonians

    G. Popov

    págs. 1753-1786

    

  • Convergent transformations into a normal form in analytic Hamiltonian systems with two degrees of freedom on the zero energy surface near degenerate elliptic singularities

    H. Russmann

    págs. 1787-1832

    

  • Sur les structures de Poisson singulieres

    L. Stolovitch

    págs. 1833-1863