2 citations · 3 across the 9 of their papers we have counts for
Showing 2024 · math.PRShow all
3 papers · 2 filters
math.PR2024
On the shape of the connected components of the complement of two-dimensional Brownian random interlacements
Orphée Collin, Serguei Popov
We study the limiting shape of the connected components of the vacant set of two-dimensional Brownian random interlacements: we prove that the connected component around is clo…
math.PR2024
On the large interaction asymptotics of the free energy density of the Ising chain with disordered centered external field
Orphée Collin
This article completes [G. Giacomin, R. Greenblatt, ALEA 2022] by identifying explicitly the leading coefficient in the asymptotic development of the free energy density of the cen…
math.PR2024
The random field Ising chain domain-wall structure in the large interaction limit
Orphée Collin, Giambattista Giacomin, Yueyun Hu
We study the configurations of the nearest neighbor Ising ferromagnetic chain with IID centered and square integrable external random field in the limit in which the pairwise inter…