Yingxin Mu

activity

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.PR2026

On the maximum visibility in a ball through the vacant set of Poissonian obstacles

Yingxin Mu, Artem Sapozhnikov

We study the maximum visibility in a ball inside the vacant set of three obstacle models in $R^{d}$ with slow decay of spatial correlations and disparate obstacle geometries:…

math.PR2026

Multi-hop visibility through the vacant set of Poissonian obstacles

Yingxin Mu, Artem Sapozhnikov

We study multi-hop visibility inside the vacant set of three obstacle models in $R^{d}$ with slow decay of spatial correlations and disparate obstacle geometries: Poisson-Boo…