While many books have been written on chaos, this unique work bridges the gap between theory and application to help both scientists and students use the theory of nonlinear dynamical systems in their own field of research. Including numerous examples, the volume will serve as a text for an upper-level undergraduate or graduate course, as well as a reference source for the researcher.
While many books have been written on chaos, this unique work bridges the gap between theory and application to help both scientists and students use the theory of nonlinear dynamical systems in their own field of research. Including numerous examples, the volume will serve as a text for an upper-level undergraduate or graduate course, as well as a reference source for the researcher.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
I: Notes. 1 Introduction. 2 Mathematical Notes. 3 Physics Notes. 4 On Fractals. II: Theory. 5 Attractors. 6 Bifurcations and Routes to Chaos. 7 Chaos Elsewhere. III: Applications. 8 Reconstruction of Dynamics from Observables. 9 Evidence of Chaos in "Controlled" and "Uncontrolled" Experiments. 10 Nonlinear Time Series Forecasting. 11 Other Developments and Trends in the Application of Chaos. References.
I: Notes.- 1 Introduction.- 2 Mathematical Notes.- 3 Physics Notes.- 4 On Fractals.- II: Theory.- 5 Attractors.- 6 Bifurcations and Routes to Chaos.- 7 Chaos Elsewhere.- III: Applications.- 8 Reconstruction of Dynamics from Observables.- 9 Evidence of Chaos in "Controlled" and "Uncontrolled" Experiments.- 10 Nonlinear Time Series Forecasting.- 11 Other Developments and Trends in the Application of Chaos.- References.
I: Notes. 1 Introduction. 2 Mathematical Notes. 3 Physics Notes. 4 On Fractals. II: Theory. 5 Attractors. 6 Bifurcations and Routes to Chaos. 7 Chaos Elsewhere. III: Applications. 8 Reconstruction of Dynamics from Observables. 9 Evidence of Chaos in "Controlled" and "Uncontrolled" Experiments. 10 Nonlinear Time Series Forecasting. 11 Other Developments and Trends in the Application of Chaos. References.
I: Notes.- 1 Introduction.- 2 Mathematical Notes.- 3 Physics Notes.- 4 On Fractals.- II: Theory.- 5 Attractors.- 6 Bifurcations and Routes to Chaos.- 7 Chaos Elsewhere.- III: Applications.- 8 Reconstruction of Dynamics from Observables.- 9 Evidence of Chaos in "Controlled" and "Uncontrolled" Experiments.- 10 Nonlinear Time Series Forecasting.- 11 Other Developments and Trends in the Application of Chaos.- References.
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