The Geometry of a Critical Percolation Cluster on the UIPT
arXiv (Cornell University)(2017)
Abstract
We consider a critical Bernoulli site percolation on the uniform infinite planar triangulation. We study the tail distributions of the peeling time, perimeter, and volume of the hull of a critical cluster. The exponents obtained here differs by a factor 2 from those computed previously by Angel and Curien (2015) in the case of critical site percolation on the uniform infinite half-plane triangulation.
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Key words
critical percolation cluster
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