1. Persistent manifolds are normally hyperbolic.- 2. Invariant sets of Anosov's diffeomorphisms.- 3. An ergodic closing lemma.- 4. On the entropy of the geodesic flow in manifolds without conjugate points (with A. Freire).- 5. An invariant measure for rational maps (with A. Freire and A. Lopes).- 6. On the uniqueness of the maximizing measure for rational maps.- 7. On the dynamics of rational maps (with P.Sad and D. Sullivan).- 8. Lyapounov exponents and stable manifolds for compact transformations.- 9a. Hyperbolicity, sinks and measure in one-dimensional dynamics.- 9b. Erratum - Hyperbolicity, sinks and measure in one-dimensional dynamics.- 10. On the instability of Herman rings.- 11. On a theorem of Klingenberg.- 12. The Hausdorff dimension of invariant probabilities of rational maps.- 13. On the creation of homoclinic points.- 14. A proof of the C 1 stability conjecture.- 15. The explosion of singular cycles (with R. Bamón, R. Labarca, and M.J. Pacifico).- 16. On a theorem of Fatou.- 17. Ergodic variational methods: new techniques and new problems.- 18. On the topological entropy of geodesic flows.- 19. Lagrangian flows: the dynamics of globally minimizing orbits. II (by G. Contreras, J. Delgado, and R. Iturriaga).- 20. Oseledec's theorem from the generic viewpoint.- 21. Contributions to the stability conjecture.- 22. A proof of Pesin's formula.- 23. On the Bernoulli property for rational maps.- 24. On the minimizing measures of Lagrangian dynamical systems.- 25. The Lyapunov exponents of generic area preserving diffeomorphisms.- 26. The Dynamics of Inner Functions (with Claus I. Doering).
