Nonlinear Evolution and Chaotic Phenomena

Conference Summary.- Chaotic Maps.- Complicated Objects on Regular Trees.- Renormalization Group Methods for Circle Mappings.- Phase Transitions on Strange Sets.- Stochastic Perturbations of the Invariant Measure of Some Hyperbolic Dynamical Systems.- Fixed Points of Composition Operators.- Differentiable Structures on Fractal Like Sets, Determined by Intrinsic Scaling Functions on Dual Cantor Sets.- Classical Mechanics-Particles and Fluids.- Painlevé: Property and Integrability.- Nekhoroshev-like Results for Hamiltonian Dynamical Systems.- Relaxation Times and the Foundations of Classical Statistical Mechanics in the Light of Modern Perturbation Theory.- Relevance of Exponentially Large Time Scales in Practical Applications: Effective Fractal Dimensions in Conservative Dynamical Systems.- Numerical Results from Truncated Navier-Stokes Equations (Summary).- A Simple and Compact Presentation of Birkhoff Series.- Two Lectures on Chaotic Dynamics in the Solar System.- Quantum Chaos.- Quantum Chaology of Energy Levels; Notes Based on Lectures by Michael Berry.- Quantum Mechanics and Chaos.- Statistical Mechanics.- Dynamics of Automota, Spin Glasses and Neural Network Models.- On the Weakly Coupled Lorentz Gas.- Dynamical System Describing the Low Temperature Phase of a Driven Lattice Gas.- Computing Bounds on Critical Indices.- A Thermodynamic Active System in Regular and Chaotic Motion.- Experiments.- Experiment and Theory of the Classically Chaotic Motion of the Bound Electron.- Shil’nikov Chaos in Lasers.- Recent Results of Experiments with Staffman-Taylor Flow.- Instabilities and Chaos in Rotating Fluids.- From Chaos to Turbulence in an Helium Experiment (Summary).- Complex Dynamics in Experiments on a Chemical Reaction (Summary).- Addenda.- Additional ContributedSeminars.- Contributors.