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The sharp threshold for the Duarte model
Béla Bollobás, Hugo Duminil-Copin, Robert Morris, Paul Smith · 2016-03-17 · via math.PR updates on arXiv.org

The class of critical bootstrap percolation models in two dimensions was recently introduced by Bollobás, Smith and Uzzell, and the critical threshold for percolation was determined up to a constant factor for all such models by the authors of this paper. Here we develop and refine the techniques introduced in that paper in order to determine a sharp threshold for the Duarte model. This resolves a question of Mountford from 1995, and is the first result of its type for a model with drift.

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