2 citations · 2 across the 4 of their papers we have counts for
4 papers
Degree-d-invariant laminations
William P. Thurston, Hyungryul Baik, Yan Gao +4
Degree--invariant laminations of the disk model the dynamical action of a degree- polynomial; such a lamination defines an equivalence relation on that corresponds to d…
On balanced planar graphs, following W. Thurston
Sarah Koch, Tan Lei
Let be an orientation-preserving branched covering map of degree , and let be an oriented Jordan curve passing through the critical values of . Then…
Spinning deformations of rational maps
Kevin M. Pilgrim, Tan Lei
We analyze a real one-parameter family of quasiconformal deformations of a hyperbolic rational map known as {\em spinning}. We show that under fairly general hypotheses, the limit…
Surgery on postcritically finite rational maps by blowing up an arc
Kelvin Pilgrim, Tan Lei
Using Thurston's characterization of postcritically finite rational functions as branched coverings of the sphere to itself, we give a new method of constructing new conformal dyna…