Collet P., Courbage M., Métens S., Neishtadt A., Zaslavsky G. (Eds.) Chaotic Dynamics and Transport in Classical and Quantum Systems

Springer Science + Business Media, Inc, 2005. — 470 p. — ISBN: 1402029462The main goal of the school was to develop the mutual interaction between Physics and Mathematics concerning statistical properties of classical and quantum dynamical systems.
Proceedings of the NATO Advanced Study Institute on International Summer School on Chaotic Dynamics and Transport in Classical and Quantum Systems, Cargèse, Corsica, 18 - 30 August 2003.Theory
A Short Ergodic Theory Refresher
Notes on Spectral Theory, Mixing and Transport
Complexity, Fractal Dimensions and Topological Entropy in Dynamical Systems
Working with Complexity Functions
SRB Distribution for Anosov Maps
Dynamical Systems Theory of Irreversibility
Aspects of Open Quantum System Dynamics
Energy Surfaces and Hierarchies Of Bifurcations
Phase-Space Semiclassical Analysis. Around Semiclassical Trace Formulae
Applications
Atom-Optics Billiards
Control of Chaos and Separation of Particles in Inertia Ratchets
Fractal Time Random Walk and Subrecoil Laser Cooling Considered as Renewal Processes with Infinite Mean Waiting Times
Anomalous Transport in Two-Dimensional Plasma Turbulence
The Onset of Synchronism In Globally Coupled Ensembles of Chaotic
And Periodic Dynamical Units
Quantum Breaking Time for Chaotic Systems with Phase Space Structures
Hamiltonian Chaos and Fractals in Cavity Quantum Electrodynamics
Inert and Reacting Transport
Anomalous Transport in Steady Plane Flows of Viscous Fluids
Tracer Transport During the Geostrophic Adjustment in the Equatorial Ocean
The Fermi-Pasta-Ulam Problem in the Thermodynamic Limit