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Physics
Applied and Interdisciplinary Physics
Nonlinear Dynamics and Chaos
1. Introduction to Dynamical Systems
2. One-Dimensional Flows
3. Two-Dimensional Flows
4. Higher-Dimensional Systems
5. Introduction to Chaos in Continuous Systems
6. Discrete Dynamical Systems and Maps
7. Universality and Scaling
8. Fractal Geometry
9. Hamiltonian Dynamics and Conservative Systems
10. Synchronization Phenomena
11. Control of Chaos
12. Spatiotemporal Dynamics
13. Time Series Analysis
14. Applications in Physical Sciences
15. Applications in Life Sciences
16. Applications in Chemistry
17. Applications in Engineering
18. Applications in Economics and Social Sciences
19. Computational Methods
Spatiotemporal Dynamics
Pattern Formation
Turing Patterns
Reaction-Diffusion Systems
Convection Patterns
Spiral Waves
Coupled Map Lattices
Discrete Spatial Systems
Synchronization Patterns
Spatiotemporal Chaos
Partial Differential Equations
Kuramoto-Sivashinsky Equation
Ginzburg-Landau Equation
Swift-Hohenberg Equation
Cellular Automata
Elementary Cellular Automata
Complex Behavior from Simple Rules
Classification of CA Behavior
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13. Time Series Analysis