More than two decades of intensive studies on non-linear dynamics have raised questions on the practical applications of chaos. One possible answer is to control chaotic behavior in a predictable way. This book, oneof the first on the subject, explores the ideas behind controlling chaos. **Controll
Controlling chaos by chaos in geophysical systems
β Scribed by Brindley, J.; Kapitaniak, T.; Kocarev, L.
- Book ID
- 119691453
- Publisher
- American Geophysical Union
- Year
- 1995
- Tongue
- English
- Weight
- 304 KB
- Volume
- 22
- Category
- Article
- ISSN
- 1944-8007
No coin nor oath required. For personal study only.
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More than two decades of intensive studies on non-linear dynamics have raised questions on the practical applications of chaos. One possible answer is to control chaotic behavior in a predictable way. This book, oneof the first on the subject, explores the ideas behind controlling chaos. **Controll
More than two decades of intensive studies on non-linear dynamics have raised questions on the practical applications of chaos. One possible answer is to control chaotic behavior in a predictable way. This book, oneof the first on the subject, explores the ideas behind controlling chaos. **Controll
More than two decades of intensive studies on non-linear dynamics have raised questions on the practical applications of chaos. One possible answer is to control chaotic behavior in a predictable way. This book, oneof the first on the subject, explores the ideas behind controlling chaos. **Controll