19 citations · 78 across the 19 of their papers we have counts for
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math.DS2020
Periodic points on the regular and double -gon surfaces
Paul Apisa, Rafael M. Saavedra, Christopher Zhang
Using the transfer principle, we classify the periodic points on the regular -gon and double -gon translation surfaces and deduce consequences for the finite blocking problem…
math.DS2020
Generalizations of the Eierlegende-Wollmilchsau
Paul Apisa, Alex Wright
We classify a natural collection of GL(2,R)-invariant subvarieties, which includes loci of double covers, the orbits of the Eierlegende-Wollmilchsau, Ornithorynque, and Matheus-Yoc…
math.DS2020★ 5 cited
Reconstructing orbit closures from their boundaries
Paul Apisa, Alex Wright
We introduce and study diamonds of GL(2,R)-invariant subvarieties of Abelian and quadratic differentials, which allow us to recover information on an invariant subvariety by simult…