9 citations · 12 across the 2 of their papers we have counts for
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math.DS2018
Quasisymmetric uniformization and Hausdorff dimensions of Cantor circle Julia sets
Weiyuan Qiu, Fei Yang
For Cantor circle Julia sets of hyperbolic rational maps, we prove that they are quasisymmetrically equivalent to standard Cantor circles (i.e., connected components are round circ…
math.DS2012★ 3 cited
Hyperbolic components of McMullen maps
Weiyuan Qiu, Pascale Roesch, Xiaoguang Wang +1
In this article, we study the hyperbolic components of McMullen maps. We show that the boundaries of all hyperbolic components are Jordan curves. This settles a problem posed by De…
math.DS2006★ 9 cited
Proof of the Branner-Hubbard conjucture on Cantor Julia sets
Weiyuan Qiu, Yongcheng Yin
By means of a nested sequence of some critical pieces constructed by Kozlovski, Shen, and van Strien, and by using a covering lemma recently proved by Kahn and Lyubich, we prove th…