6 citations · 12 across the 11 of their papers we have counts for
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math.DS2022
Twisting cubic rabbits
Justin Lanier, Rebecca R. Winarski
We solve an infinite family of twisted polynomial problems that are cubic generalizations of Hubbard's twisted rabbit problem. We show how the result of twisting by a power of a ce…
math.DS2019★ 1 cited
Recognizing topological polynomials by lifting trees
James Belk, Justin Lanier, Dan Margalit +1
We give a simple algorithm that determines whether a given post-critically finite topological polynomial is Thurston equivalent to a polynomial. If it is, the algorithm produces th…
math.DS2018
How to hear the shape of a billiard table
Aaron Calderon, Solly Coles, Diana Davis +2
The bounce spectrum of a polygonal billiard table is the collection of all bi-infinite sequences of edge labels corresponding to billiard trajectories on the table. We give methods…