Chaos Theory: Modeling, Simulation and Applications : Selected Papers from the 3rd Chaotic Modeling and Simulation Conference (CHAOS2010), Chania, Crete, Greece, 1-4 June 2010
Charilaos Skiadas, Ioannis Dimotikalis
World Scientific, 2011 - Chaotic behavior in systems - 450 pages
The work done in chaotic modeling and simulation during the last decades has changed our views of the world around us and has introduced new scientific tools, methods and techniques. Advanced topics of these achievements are included in this volume on Chaos Theory which focuses on Chaotic Modeling, Simulation and Applications of the nonlinear phenomena. This volume includes the best papers presented in the 3rd International Conference on CHAOS. This interdisciplinary conference attracted people from many scientific fields dealing with chaos, nonlinear dynamics, fractals and the works presented and the papers included here are of particular interest that could provide a broad understanding of chaos in its various forms. The chapters relate to many fields of chaos including Dynamical and Nonlinear Systems, Attractors and Fractals, Hydro-Fluid Dynamics and Mechanics, Chaos in Meteorology and Cosmology, Chaos in Biology and Genetics, Chaotic Control, Chaos in Economy and Markets, and Computer Composition and Chaotic Simulations, including related applications.
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_____________________ Chaos Theory 2011 World Scientific acoustic algorithmic algorithmic composition algorithmic music amplitude analysis Applications C. H. Skiadas behavior bifurcation diagram calculated cells cellular automata Chaos Theory chaotic attractor chaotic systems classical coefficient complex composer composition Computer correlation corresponding coupling curve defined density deterministic differential equations dimension Dimotikalis distribution dynamical systems Email entropy evolution experimental Figure fixed points fluctuations fractal frequency function harmonic Hénon Map homoclinic bifurcation initial interaction interval iterative maps linear logistic map Lyapunov exponent m-model mathematical measure Melnikov method microwave modulation motion noise obtained oscillators parameter particles perturbation phase space Phys physical pitch plasma quantum rainbow random region renormalization scale scale invariance sequence signal Simulation and Applications Skiadas Eds Solitons solution Sotiropoulos spectrum stability stochastic structure synchronization transition values velocity wave World Scientific Publishing