Dynamical Systems: Michael Herman Memorial Volume Book

1. Michael Robert Herman, 1942-2000 A. Fathi and J. C. Yoccoz;
2. L2 regularity of measurable solutions of a finite-difference equation of the circle Michael Robert Herman;
3. On Herman's theorem for ergodic, amenable group extensions of endomorphisms Jon Aaronson and Benjamin Weiss;
4. Lyapunov exponents with multiplicity 1 for deterministic products of matrices C. Bonnati and M. Viana;
5. Remarks on stability and diffusion in high-dimensional Hamiltonian systems and partial differential equations Jean Bourgain;
6. Stable manifolds and the Perron-Irwin method Marc Chaperon;
7. C2 densely the 2-sphere has an elliptic closed geodesic Gonzalo Contreras and Fernando Oliveira;
8. Further rigidity properties of conformal Anosov systems R. De La Lave;
9. On some approximation of the 3D Euler system E. I. Dinaburg and Ya G. Sinai;
10. Lyapunov 1-forms for flows M. Farber, T. Kappeler, J. Latschev and E. Zehnder;
11. Constructions in elliptic dynamics Bassam Fayad and Anatole Katok;
12. Démonstration du 'théorème d'Arnold' sur la stabilité du système planétaire (d'après Herman) Jacques Féjoz;
13. Sur le théorème de Bertrand (d'après Michael Herman) Jacques Féjoz and Laurent Kaczmarek;
14. Commutators and diffeomorphisms of surfaces Jean-Marc Gambaudo and Étienne Ghys;
15. Wandering domains and random walks in Gevrey near-integrable systems Jean-Pierre Marco and David Sauzin;
16. Examples of Aubry sets John N. Mather;
17. New phenomena associated with homoclinic tangencies Sheldon E. Newhouse;
18. On holomorphic critical quasi-circlemaps Carsten Lunde Petersen;
19. KAM theorem for Gevrey Hamiltonians G. Popov;
20. Convergent transformations into a normal form in analytic Hamiltonian systems with two degrees of freedom on the zero energy surface near degenerate elliptic singularities Helmut Rüssmann;
21. Sur les structures de Poisson singulières Laurent Stolovitch.