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Bifurcation diagram
Complex Bifurcation Structures in the Hindmarsh–Rose Neuron Model
PHY411 Lecture Notes Part 4
Synchronization in Nonlinear Systems and Networks
Maps, Chaos, and Fractals
Lecture 10: 1-D Maps, Lorenz Map, Logistic Map, Sine Map, Period
Pseudo-Random Number Generator Based on Logistic Chaotic System
Visual Analysis of Nonlinear Dynamical Systems: Chaos, Fractals, Self-Similarity and the Limits of Prediction
Notes on Bifurcations and the Logistic
Characteristics of Complexity in Selected Economic Models in the Light of Nonlinear Dynamics A
Transcritical Bifurcation
Variations of the Lorenz-96 Model
A Two-Parameter Modified Logistic Map and Its Application to Random
Dynamics of the Lorenz-96 Model Van Kekem, Dirk Leendert
Bifurcation and Synchronization in Parametrically Forced Systems Hironori Kumeno
Dynamics, Chaos, and Prediction
Chapter 2 from Laminar to Turbulent Flows
Introduction to Non-Linear Physics Lecture 1
Determinism and Predictability - Deterministic Chaos and Absolute Chaos - Logistic Map - Fractals - Measuring Chaos - Chaos in Classical Billiards
Top View
Improving the Pseudo-Randomness Properties of Chaotic Maps Using Deep-Zoom
Generalized Pesin-Like Identity and Scaling Relations at the Chaos Threshold of the Rössler System
Chaos, Fractals, Self-Similarity and the Limits of Prediction
CHAOS from MAPS Lecture 7: 1-Dimensional Maps
Complexity in Urban Design
Bifurcation Analysis and Fractal Dimensions of a Non-Linear
Introduction to Chaos in Deterministic Systems
Exploding the Dark Heart of Chaos Chris King March 2009 – Jul 2016 Mathematics Department University of Auckland
The Phase-Modulated Logistic Map: an Exploration
Exploding the Dark Heart of Chaos: Part I
Logistic Map
Complexity Analysis of Chaos and Other Fluctuating Phenomena
Spatially Random Processes in One-Dimensional Maps: the Logistic Map and the Arnold Circle Map an T
Randomness and Determinism in Dynamical Systems
Chapter 1 Bifurcations and Chaos in Dynamical Systems
Is There a Relation Between Synchronization Stability and Bifurcation Type?
1.4 Visualizing the Lorenz '96 System
Numerical Bifurcation Analysis of Dynamical Systems Bob