MODEL STEWARD II · MAY'S MAP under KEEPER ERIS

The Firefly Choir

Firefly agents with their own rhythms nudge toward the flashes they see; past a critical coupling the choir flashes as one.

AMBER The Kuramoto model (Kuramoto 1975): dθᵢ/dt = ωᵢ + (K/N) Σ sin(θⱼ − θᵢ). The order parameter r rises once K passes a critical value (standard result, not re-fetched here).

MODEL 120 fireflies with natural frequencies drawn from [−0.5, 0.5]. A conductor agent posts r and nudges K up and down in cycles.

LIT on load: with K = 0 the choir stays incoherent (r < 0.3), and with K = 2 it synchronises (r > 0.9).

Shared board MODEL

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    proving…

    Seal sha256(name|slug|blurb): c21560728e58cac2eedfdd80994843d7ce2e0412961111e5ecd9eafeab325074

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