Dynamical Systems and Chaos
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- ISBN: 9781441968708
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Physical Description:
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XVI, 316 p. digital. - Publisher: New York, NY : Springer New York, 2011.
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| Subject: | Mathematics Differentiable dynamical systems Mathematics Dynamical Systems and Ergodic Theory Applications of Mathematics |
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Electronic resources
| Chapter 1. | Examples and definitions of dynamical phenomena | 1 |
| Chapter 2. | Qualitative properties and predictability of evolutions | 67 |
| Chapter 3. | Persistence of dynamical properties | 109 |
| Chapter 4. | Global structure of dynamical systems | 133 |
| Chapter 5. | On KAM theory | 173 |
| Chapter 6. | Reconstruction and time series analysis | 205 |
| Appendix A. | Differential topology and measure theory | 243 |
| Appendix B. | Miscellaneous KAM theory | 257 |
| Appendix C. | Miscellaneous bifurcations | 269 |
| Appendix D. | Derivation of the Lorenz equations | 287 |
| Appendix E. | Guide to the literature | 297 |