Chaotic time series data are observed routinely in experiments on physical systems and in
observations in the field. The authors review developments in the extraction of information of …

Time-delayed feedback control is well known as a practical method for stabilizing unstable
periodic orbits embedded in chaotic attractors. The method is based on applying feedback …

Detecting the presence of chaos in a dynamical system is an important problem that is
solved by measuring the largest Lyapunov exponent. Lyapunov exponents quantify the …

Summary Since several years Lyapunov Characteristic Exponents are of interest in the study
of dynamical systems in order to characterize quantitatively their stochasticity properties …

We present a survey of the theory of the Lyapunov Characteristic Exponents (LCEs) for
dynamical systems, as well as of the numerical techniques developed for the computation of …

This book gives an introduction to the mathematical theory of cooperative behavior in active
systems of various origins, both natural and artificial. It is based on a lecture course in …

We present a linear analysis for a recently proposed modification of the delay feedback
control technique that allows one to stabilize unstable periodic orbits of a strange attractor …

We consider the problem of prediction and system identification for time series having
broadband power spectra that arise from the intrinsic nonlinear dynamics of the system. We …

" Dissipative structures" is a concept which has recently been used in physics to discuss the
formation of structures organized in space and/or time at the expense of the energy flowing …

Sandro Wimberger An Introduction Second Edition Page 1 Nonlinear Dynamics and
Quantum Chaos Sandro Wimberger An Introduction Second Edition Graduate Texts in …