4 citations · 6 across the 3 of their papers we have counts for
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math.PR2020
Crossing estimates from metric graph and discrete GFF
Jian Ding, Mateo Wirth, Hao Wu
We compare level-set percolation for Gaussian free fields (GFFs) defined on a rectangular subset of to level-set percolation for GFFs defined on the corresponding m…
math.PR2019★ 4 cited
Maximum of the integer-valued Gaussian free field
Mateo Wirth
We investigate the order of the maximum of the integer-valued Gaussian free field in two dimensions, and show that it grows logarithmically with the size of the box. Our treatment…
math.PR2018
Percolation for level-sets of Gaussian free fields on metric graphs
Jian Ding, Mateo Wirth
We study level-set percolation for Gaussian free fields on metric graphs. In two dimensions, we give an upper bound on the chemical distance between the two boundaries of a macrosc…