fractured entropy
A free algorithmic art piece — play it in your browser, no install. Interactive mathematical art exploring chaotic attractors through real-time visualization. A collection of strange attractors rendered with p5.js, showcasing the beautiful patterns that emerge from deterministic chaos.
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Open the live demo Source on GitHubFrom the README
An interactive visualization collection exploring the mesmerizing world of chaotic attractors and strange attractors. This project renders mathematical beauty through code, creating generative visualizations that reveal the hidden patterns within chaos.
Visualization of the Lorenz Attractor, a classic example of deterministic chaos in 3D.
Strange attractors are mathematical objects that emerge from deterministic chaos theory. They represent the long-term behavior of dynamic systems that are highly sensitive to initial conditions.
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