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Chaos Theory
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Demonstrations 161  180 of 208
Iterated Maps Using Complex, Dual, and SplitComplex Numbers
A Triangle Model of Criminality
Orbit Diagram of Two Coupled Logistic Maps
Orbit Diagram of the Hénon Map
Hopf Bifurcation in the Brusselator
Chaos While Sledding on a Bumpy Slope
Chaotic Dynamics of a Modulated Semiconductor Laser
Chaotic Oscillation Circuit
SelfAvoiding Random Walks in 3D
SelfAvoiding Random Walks
Chaos in the Shift Map
Discrete Logistic Equation
Lorenz Attractor
Study of the Dynamic Behavior of the Lorentz System
Study of the Dynamic Behavior of the Rossler System
Chaotic Itinerary but Regular Pattern
An Interval Eventually Bounding Trajectories of the Logistic Map
A Special Parameter Value for the Logistic Map
Orbits of the Tent Function's Iterates
Romeo and Juliet
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