1. Introduction2. Mathematics of chaos and fractal geometry3. Chaos in time series: the tests to detect it4. Controlling chaos5. A concise note on the history of chaos6. Some applications: a first approximation7. Recent and future research and its applications8. Concluding remarksAppendices. A. Lorenz and Rossler attractors. B. Metric spaces and topology. C. Martingales. D. Wiener process and brownian motion. E. Diffusion and telegraph equations. F. Functional analysisReferences. Onomastic Index. Subject Index.
ISBN: 9788448618544 | 978-84-48618-54-4
