Gallery of more than 100 three-dimensional сhaotic attractors.
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Updated
Aug 23, 2025 - MATLAB
Gallery of more than 100 three-dimensional сhaotic attractors.
About the https://iris.unipa.it/retrieve/handle/10447/276402/535513/81-Minati_Chaos-2017.pdf I show a set of dynamic non linear equation that represent a good approximation of autonomous chaotic oscillator circuit. Chaos is a pervasive occurrence in these kind of circuits.
Rössler attractor solved in MATLAB using the general RK4 method.
A continuation of my gallery of three-dimensional chaotic attractors.
Supplementary code for the RNN models in: "Attractor dynamics gate cortical information flow during decision-making" (2021) Arseny Finkelstein, Lorenzo Fontolan, Michael N. Economo, Nuo Li, Sandro Romani, and Karel Svoboda
This library instantiates an RNN to solve Newsome & Shadlin's task -- two types of input and a context to decide which to attend. It does so with an itinerating attractor network.
MATLAB script for calculating Lyapunov exponents and Kaplan—Yorke dimension.
Gallery of high-dimensional hyperchaotic attractors.
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