Unverified
2026
Critical-Coupling Noise Controller
Add calibrated multiplicative noise to a binary energy-based model, Hopfield network, or discrete recurrent attractor system so that its effective coupling follows a chosen distance from the collective critical point. Unlike ordinary temperature annealing, the controller distinguishes microscopic channel noise from Gibbs or sampling noise and predicts when ordered attractors should disappear through a measurable susceptibility peak.
Paper: Decoherence-controlled collective criticality in a two-dimensional quantum Stag Hunt
arXiv:2609.02957