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Concepts and results in chaotic dynamics. A short course

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"The study of dynamical systems is a well established field with applications in many disciplines. The authors have written this book in an attempt to provide a panorama of several aspects that are of interest to mathematicians and physicists alike. The book collects the material of several courses at the graduate level given by the authors. Thus, the exposition avoids detailed proofs in exchange for numerous illustrations and examples, while still maintaining sufficient precision. Apart from basic concepts in this field, a lot of attention is given to questions of physical measurement and stochastic properties of chaotic dynamical systems."--Jacket.  Read more... A Basic Problem.- Dynamical Systems.- Topological Properties.- Hyperbolicity.- Invariant Measures.- Entropy.- Statistics and Statistical Mechanics.- Other Probabilistic Results.- Experimental Aspects.- References.- Index

Author(s): Pierre Collet; Jean Pierre Eckmann
Series: Theoretical and mathematical physics
Publisher: Springer
Year: 2006

Language: English
Pages: 246
City: Berlin ; New York
Tags: Математика;Нелинейная динамика;Теория хаоса;