Home▸Ecology & Conservation Biology▸Diversity–Stability: May's Ecological Network Simulator (2D)

Diversity–Stability: May's Ecological Network Simulator (2D)

2D simulator of Robert May's diversity–stability paradox: watch a random community of interacting species as a circular network graph, an eigenvalue-disk diagram of the stability boundary, and a live growth-rate trend chart, all driven by the same linearized population-dynamics math.

Ecology & Conservation Biology2DAdvanced60 FPS📱 Mobile-adapted⇄ 3D version
2d-ecological-principles ↗ Open standalone

Ecology's central paradox, formalized by Robert May in 1972: does a more interconnected, more diverse community of species become more resilient, or less? This 2D simulator builds a random web of S interacting species — each with its own self-regulating carrying capacity and a web of positive and negative links to the others — renders it as a circular network graph alongside an eigenvalue-disk diagram of May's circular law, and numerically integrates the linearized population dynamics frame by frame. Adjust species richness, connectance and interaction strength and watch the measured growth rate cross zero exactly where the stability radius crosses the self-regulation strength, then perturb the populations to see the same network either settle back to equilibrium or spiral away from it.

⚙ Under the hood

2D simulator of Robert May's diversity–stability paradox: watch a random community of interacting species as a circular network graph, an eigenvalue-disk diagram of the stability boundary, and a live growth-rate trend chart, all driven by the same linearized population-dynamics math.

ecologystabilitybiodiversitypopulation-dynamicsnetwork-theoryresilience

2D · HTML5 Canvas 2D · 60 FPS target · runs fully client-side, no install

What did you find?

Add reproduction steps (optional)