In a discrete pulse-coupled oscillator model, synchronization is bimodal near a critical quorum-pulse balance, with noise and sparse connectivity suppressing multi-cluster states to favor global timing.
Scientific American234(5), 74–85 (1976), http://www.jstor.org/stable/24950352
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Bimodal Synchronization Performance: Why Noise and Sparse Connectivity Can Improve Collective Timing
In a discrete pulse-coupled oscillator model, synchronization is bimodal near a critical quorum-pulse balance, with noise and sparse connectivity suppressing multi-cluster states to favor global timing.