activity
20142024
most citedConnectivity properties of Branching Interlacements

3 citations · 4 across the 7 of their papers we have counts for

collaborators

7 papers

math.CV2024

Unique continuation of Schrödinger-type equations for II

Yifei Pan, Yuan Zhang

In this paper, we extend our earlier unique continuation results \cite{PZ2} for the Schrödinger-type inequality on a domain in by removin…

math.CV2024

Boundary value problems for holomorphic functions on Lipschitz planar domains

William Gryc, Loredana Lanzani, Jue Xiong +1

We study the equation subject to various boundary value conditions on bounded simply connected Lipschitz domains : for the Dirichlet problem with…

math.PR2021

On the exact orders of critical value in Finitary Random Interlacements

Zhenhao Cai, Yuan Zhang

In this paper, we prove the exact orders of critical intensity in Finitary Random Interlacements (FRI) in with respect to the expected fiber lengt…

math.CV2020

Cauchy singular integral operator with parameters in Log-Hölder spaces

Yifei Pan, Yuan Zhang

This paper is motivated by a claim in the classical textbook of Muskhelishvili concerning the Cauchy singular integral operator on Hölder functions with parameters. To the cont…

math.PR20163 cited

Connectivity properties of Branching Interlacements

Eviatar B. Procaccia, Yuan Zhang

We consider connectivity properties of the Branching Interlacements model in , recently introduced by Angel, Ráth and Zhu in 2016. Using stochastic dimension t…

math.NT20141 cited

Higher dimensional Frobenius problem: Maximal saturated cone, growth function and rigidity

Ai-hua Fan, Hui Rao, Yuan Zhang

We consider integral vectors located in a half-space of () and study the structure of the additive semi-group $X_1 \…