A temporal perspective on the rate of convergence in first-passage percolation under a moment condition
arXiv:1408.0833
Abstract
We study the rate of convergence in the Shape Theorem of first-passage percolation, obtaining the precise asymptotic rate of decay for the probability of linear order deviations under a moment condition. Our results are stated for a given time and complements recent work by the same author, in which the rate of convergence was studied from the standard spatial perspective.
4 pages