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20182026
most citedOn questions of uniqueness for the vacant set of Wiener sausages and Brownian interlacements

1 citations · 3 across the 9 of their papers we have counts for

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math.PR2025

On the visibility window for Brownian interlacements, Poisson cylinders and Boolean models

Yingxin Mu, Artem Sapozhnikov

We study visibility inside the vacant set of three models in with slow decay of spatial correlations: Brownian interlacements, Poisson cylinders and Poisson-Boolean m…

math.PR2025

Indistinguishability of unbounded components in the occupied and vacant sets of Boolean models on symmetric spaces

Yingxin Mu, Artem Sapozhnikov

We study Boolean models on Riemannian symmetric spaces driven by homogeneous insertion- or deletion-tolerant point processes. We prove that in both the set covered by the balls (th…