Predictability of complex dynamical systems (Q1816387)
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scientific article; zbMATH DE number 949144
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Predictability of complex dynamical systems |
scientific article; zbMATH DE number 949144 |
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Predictability of complex dynamical systems (English)
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24 November 1996
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The articles of this volume will be reviewed individually. Indexed articles: \textit{Cawley, Robert; Hsu, Guan-Hsong; Salvino, Liming W.}, Method to discriminate against determinism in time series data, 23-41 [Zbl 0901.62104] \textit{Schreiber, Thomas; Kantz, Holger}, Observing and predicting chaotic signals: Is \(2\%\) noise too much?, 43-65 [Zbl 0901.62113] \textit{Anosov, Oleg L.; Butkovskij, Oleg Ya.}, A discriminant procedure for the solution of inverse problems for nonstationary systems, 67-77 [Zbl 0925.58089] \textit{Anosov, Oleg L.; Butkovskij, Oleg Ya.; Kravtsov, Yurii A.}, Strategy and algorithms for dynamical forecasting, 105-121 [Zbl 0904.62107] \textit{Butkovskii, Oleg Ya.; Kravtsov, Yurii A.; Brush, Jeffrey S.}, The bifurcation paradox: the final state is predictable if the transition is fast enough, 143-150 [Zbl 0898.58036] \textit{Paulus, Martin P.}, Models and predictability of biological systems, 153-168 [Zbl 0895.92002] \textit{Moiseev, Nikita N.}, Limits of predictability for biospheric processes, 169-185 [Zbl 0907.92032] \textit{Ramsey, James B.; Zhang, Zhifeng}, The application of wave form dictionaries to stock market index data, 189-205 [Zbl 0895.90019] \textit{Mayer-Kress, Gottfried}, Messy futures and global brains, 209-232 [Zbl 0895.92043]
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Predictability
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Complex dynamical systems
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