Playing with theory in Devaney (1992)
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Updated
Apr 8, 2017 - MATLAB
Playing with theory in Devaney (1992)
Annimated Visualization of the Lorenz Attractor
0-1 Test for Chaos - Distinguish between regular and chaotic dynamics in deterministic dynamical systems.
An OpenAI gym environment designed for the control of dynamical systems
Neural network that has been trained to detect temporal correlation and distinguish chaotic from stochastic signals
Animation of the motion a double-pendulum. Both Julia and Python versions of the code are given.
Non-Linear Dynamic Systems
web-utilized react synthesizer test
A double pendulum uGen with circle map forcing
Here, we can find different simulations of chaotic scenarios in physics. The codes were written as part of the University dissertation and intend to visualise and provide meaningful explanation to the system's characteristics.
Test para detectar chaos en series de tiempo: K~0 no hay caos, K~1 signos de caos
Lorenz attractor simulator
Numerical results for deterministic dynamics of a system coupled to a finite and chaotic bath.
Fun with differential equations
A collection of programs that provide numerical solutions to and applications of differential equations, and model chaotic attractors.
A Python package to simulate and measure chaotic dynamical systems.
My blog where I write about physics, maths and programming.
Bifurcation Diagrams for Discrete Time Chaotic Maps
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