Logistic Bifurcation
Interactive lab: Period doubling, chaos, and Feigenbaum’s universal constant.
What is this?
A visual, interactive experiment about Logistic Bifurcation. Its main parameters update live and the simulation runs entirely in the browser.
How it works
The map xₙ₊₁ = r·xₙ(1−xₙ) moves from fixed points into 2ⁿ cycles and chaos. Bifurcation spacings converge with ratio δ ≈ 4.6692016.