Instabilities and Nonequilibrium Structures II

Inhaltsverzeichnis

• I. Dynamical Systems and Statistical Mechanics.
• Ergodic Theory and Sobolev Spaces.
• Absolutely Continuous Invariant Measure for Expanding Pick Maps of the Interval Except at a Marginal Fixed Point.
• Transport of Passive Scalars: Kam Surfaces and Diffusion in three-Dimensional Liouvillian Maps.
• Periodic Orbits of Maps on the Disk With Zero Entropy.
• Periodically and Randomly Modulated Non Linear Processes.
• The Gap Road to Chaos and its Main Characteristics.
• Potts Model and Automata Networks.
• Cellular-Automata Fluids.
• Cylinder Distribution of Thermodynamic Limit on Bethe Lattices.
• Rigorous Results About Detailed Balance and Critical Slowing Down.
• Quantum Chaos.
• Reduction of Quantum Noise n Atomic Systems.
• II. Instabilities in Nonequilibrium Systems.
• Direct Simulation of Two-Dimensional Turbulence.
• Transition to Turbulence in Open Flows. A “metaphoric” approach.
• The Role of Topological Defects in Subcritical Bifurcations 189 P. Coullet.
• Vortex Variations.
• Oscillatory Instabilities in Benard-Marangoni Convection in a Fluid Bounded Above by A Free Surface.
• Parametric Instabilities.
• Spatio-Temporal Radiation Pattern of A High Energy Electron.
• Stability of Taylor-Couette Flow with Radial Heating.
• Flow Field Effects on Dynamical Instabilities.
• Instabilities in Non-Autonomous Systems.
• Polynomial Approximations for Nonequilibrium Potentials Near Instabilities.