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self-organized criticality

A theory, introduced by Per Bak, Chao Tang and Kurt Wiesenfeld in 1987, that certain slowly-driven, dissipative many-body systems drive themselves to a critical point without any control parameter being externally tuned — unlike an ordinary phase transition, which reaches criticality only by tuning something like temperature. The archetypal model is the Bak–Tang–Wiesenfeld sandpile, where grains accumulate until local slope exceeds a threshold and an avalanche redistributes them.

Recurs in this vault as the physics standard a "threshold, then reorganize" system gets measured against — and as a case study in vocabulary drift: threshold-crossing, criticality, and reorganization read as one shared mechanism across AI-memory triggers, cricket rule-book history, and organizational restructuring, and the vault's own findings so far are that most of those resemblances are surface, not SOC itself.

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