A free interactive visualization — play it in your browser, no install. Interactive simulation of a coupled logistic map on a 160×160 grid. Watch natural patterns emerge from pure local coupling.
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Controls: Growth rate r: 2.5 – 4.0 · Coupling ε: 0 – 0.5 · Noise σ: 0 – 0.5
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Open the live demo Source on GitHub25,600 chaotic agents. One rule. Endless structure.
A browser-based interactive simulation of a coupled logistic map on a 160×160 grid. Pure vanilla JS, a Web Worker, and a canvas.
$$x_{t+1} = r \cdot x_t \cdot (1 - x_t)$$
$$x_{t+1} = (1 - \varepsilon)\, f(x_t) \;+\; \varepsilon \cdot \mathcal{A}\bigl(f(x_{\text{neighbors}})\bigr)$$
where $\mathcal{A}$ is the chosen neighborhood aggregation rule, such as mean, median, max, or min.
Individually, each cell is chaotic. Collectively, they form spatial domains, synchrony, target waves, and frozen memory.
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