9 citations · 9 across the 3 of their papers we have counts for
4 papers
A classification of bicritical dynamic portraits
Edgar Saenz, Dheemanth Samji
The dynamic of a rational map is determined by the forward orbits of its critical points. Such a map is called {\em postcritically fi…
Realizing polynomial portraits
William Floyd, Daniel Kim, Sarah Koch +2
It is well known that the dynamical behavior of a rational map is governed by the forward orbits of the critical points of . The m…
Origami, affine maps, and complex dynamics
William Floyd, Gregory Kelsey, Sarah Koch +4
We investigate the combinatorial and dynamical properties of so-called nearly Euclidean Thurston maps, or NET maps. These maps are perturbations of many-to-one folding maps of an a…
On Net Maps: Examples and Nonexistence Results
Edgar A. Saenz
A Thurston map is called nearly Euclidean if its local degree at each critical point is 2 and it has exactly four postcritical points. Nearly Euclidean Thurston (NET) maps are simp…