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Introduction, Stability, Phase Space & Invariant Sets-1
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Classroom Contents
Introductory Non-Linear Dynamics
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- 1 Chaos in Flows. The Lorenz and Rossler Systems.
- 2 Fractals
- 3 Intermittency. Crises
- 4 Lyapunov Exponents; Invariant measures
- 5 Characterizing The Period-Doubling Route to Chaos
- 6 Bifurcation Diagrams. Period 3 Implies Chaos. Characterizing Chaos
- 7 Logistic map. Simple Examples of Bifurcations.
- 8 Maps & Flows. Simple Examples of Dynamics Systems-2
- 9 Maps & Flows. Simple Examples of Dynamics Systems-1
- 10 Introduction, Stability, Phase Space & Invariant Sets-3
- 11 Introduction, Stability, Phase Space & Invariant Sets-2
- 12 Introduction, Stability, Phase Space & Invariant Sets-1
- 13 Intro
