Papers › First-passage percolation on random simple triangulations
First-passage percolation on random simple triangulations
Benedikt Stufler
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We study first-passage percolation on random simple triangulations and their dual maps with independent identically distributed link weights. Our main result shows that the first-passage percolation distance concentrates in an oₚ(n^(1/4)) window around a constant multiple of the graph distance.
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