ICMP 2003 > Sessions > Dynamical systems | |
Session organized by M. Viana (Rio de Janeiro), H. Eliasson (Paris).
J. Bochi | IMPA, Rio de Janeiro |
D. Dolgopyat | Maryland |
H. Eliasson | Paris - Jussieu |
J. Mather | Princeton |
W. Schlag | Caltech |
M. Shub | IBM and Toronto |
The Lyapunov exponents of generic volume preserving and symplectic maps
Dynamics of particles in dispersive billiards
Reducibility and almost reducibilty for linear quasi-periodic systems
Reducibility is a central notion for the class of linear quasi-periodic systems which have analytic (or at least smooth) hull and Diophantine frequencies. We present a perturbative result about a slightly weaker property -- almost reducibility. We discuss this notion and its relation to reducibility.
Arnold diffusion
Recent work on discrete Schrödinger operators with deterministic potentials
Nonzero Lyapunov exponents versus deterministic exponents for a twist like family of diffeomorphisms of the two sphere
The control of asymptotic of discrete time dynamical system
Introduction to fractional sequential mechanics
Kneading theory for two-dimensional skew-product maps
Ergodic properties of a 2D Hamiltonian system with step potential
The exponential dichotomy of linear discrete time systems with stochastic perturbations in Hilbert spaces
Fractal implications in spatial and evolutionary paleoecology of the daedulus producer (ichnofabric analysis)
C* algebras associated to the Feigenbaum attractor
Geodesic length spectrum, systoles and eigenvalues of the Laplacian
Symbolic dynamics for piecewise linear area-preserving maps
Symmetries in simple mechanical systems
Discrete dynamics of the Fitzhugh-Nagumo systems
Iterated maps of the interval with holes and overlaps
Infinite-measure billiards
Consecutive quasi-collisions in the RTBP
Ergodic measure and homology properties of time-dependent periodic hamiltonian flows on symplectic manifolds
Symbolic dynamics for nonlinear difference operator of Schrödinger type
Second largest eigenvalue of a Markov shift as a topological invariant
Algorithm for solving terminal control problems for a linear dynamical discrete system
Complexity dynamics in a computational model inspired in the laws of organismal evolution
Analysis of vibrations in the dynamical systems of complex machine assemblies
Limit cycles of Lienard systems
Homotopy equivalence and groups of measure-preserving homeomorphisms
Application of Morales-Ramis differential Galois theory to study the integrability for certain dynamical systems
The matrix realization of affine Jacobi varieties and the extended Lotka-Volterra lattice
Chaotic behaviour of driven two-level systems
Renormalisation in quasiperiodically drewn quantum systems