Chaos — The Interplay Between Stochastic and Deterministic Behaviour

Table of Contents

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   Book Overview
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   Chapter 43 Stochastic processes from deterministic dynamics
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   Chapter 44 The interplay of classical and quantum stochastics: Diffusion, measurement and filtering
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   Chapter 45 Event enhanced and piecewise deterministic quantum theory or the right jump at the right place
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   Chapter 46 Wave mechanics: The interplay between stochastics and quanta
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   Chapter 47 Lévy processes and relativistic quantum dynamics
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   Chapter 48 Quantum coherence and decoherence in a classically chaotic experimentally accessible quantum optical system
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   Chapter 49 Anomalous diffusion, spontaneous localizations and the correspondence principle
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   Chapter 50 Quantum open systems as random classical dynamical systems
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    Chapter 51 Large-Scale Structure of the Universe and Asymptotics of Burgers' Turbulence with Heavy-tailed Dependent Data Yiming Hue and
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    Chapter 52 Convergence of iterative methods in perturbation theory
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    Chapter 53 Eigenfunction expansions for time dependent hamiltonians
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    Chapter 54 Strange attractors in higher-dimensional phase space
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    Chapter 55 Mathematical classification of complete chaos
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    Chapter 56 Anomalous diffusion and Lévy statistics in intermittent chaotic systems
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    Chapter 57 Classical and quantum chaotic scattering
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    Chapter 58 From fractals to stochastic differential equations
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    Chapter 59 Dissipative structures and weak turbulence
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    Chapter 60 Entropy and quantum characteristic exponents. steps towards a quantum pesin theory
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    Chapter 61 Rigorous numerics of chaotic dynamical systems
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    Chapter 62 The effect of symmetry breaking on random walks and brownian motion
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    Chapter 63 Quantum dynamical entropy
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    Chapter 64 Strange attractors in nonlinear oscillators
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    Chapter 65 Wave packet propagation, nonlinear dynamics, and constructing Chaotic Eigenstates
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    Chapter 66 Chaotic dynamics of weakly nonlinear systems
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    Chapter 67 Computer simulation of Lévy α-stable variables and processes
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    Chapter 68 From quantum physics to probability theory and back
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    Chapter 69 Stochastic approach to many bosons physics
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    Chapter 70 Ionization of Rydberg atoms in a low frequency field: Modelling by maps of transition to chaotic behavior
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    Chapter 71 Periodic perturbations of chaotic dynamics
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    Chapter 72 p -adic stochastics with applications to the Einstein-Podolsky-Rosen Paradox
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    Chapter 73 Quantum chaos: double resonance model and its physical applications
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    Chapter 74 Asymptotic behavior of generalized Levy walks
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    Chapter 75 Stochastic Moore loop space
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    Chapter 76 Relativistic chaos in time-driven linear and nonlinear oscillators
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    Chapter 77 Applications of quantum characteristic exponents
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    Chapter 78 Asymptotic properties of the Fokker-Planck equation
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    Chapter 79 Spacetime distortion as a reason for quantum stochasticity
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    Chapter 80 Divergences of the semiclassical S-matrix beyond hyperbolic systems
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    Chapter 81 Disturbance propagation in coupled map lattices
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    Chapter 82 Lévy-Stable and extreme value distributions in modelling of dynamical phenomena in complex physical systems
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    Chapter 83 Wigner or non-wigner: That is the question
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    Chapter 84 Random matrices of circular symplectic ensemble