5 citations · 17 across the 6 of their papers we have counts for
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diffstrata -- a Sage package for calculations in the tautological ring of the moduli space of Abelian differentials
Matteo Costantini, Martin Möller, Jonathan Zachhuber
The boundary of the multi-scale differential compactification of strata of abelian differentials admits an explicit combinatorial description. However, even for low-dimensional str…
The Chern classes and the Euler characteristic of the moduli spaces of abelian differentials
Matteo Costantini, Martin Möller, Jonathan Zachhuber
For the moduli spaces of Abelian differentials, the Euler characteristic is one of the most basic intrinsic topological invariants. We give a formula for the Euler characteristic t…
The area is a good enough metric
Matteo Costantini, Martin Möller, Jonathan Zachhuber
In the first part we extend the construction of the smooth normal-crossing divisors compactification of projectivized strata of abelian differentials given by Bainbridge, Chen, Gen…
Orbifold points on Prym-Teichmüller curves in genus four
David Torres-Teigell, Jonathan Zachhuber
For each discriminant , McMullen constructed the Prym-Teichmüller curves and in and , which constitute one of the few know…
The Galois Action and a Spin Invariant for Prym-Teichmüller Curves in Genus 3
Jonathan Zachhuber
Given a Prym-Teichmüller curve in , this note provides an invariant that sorts the cusp prototypes of Lanneau and Nguyen by component. This can be seen as an analogu…
Orbifold points on Prym-Teichmüller curves in genus three
David Torres-Teigell, Jonathan Zachhuber
Prym-Teichmüller curves constitute the main examples of known primitive Teichmüller curves in the moduli space . We determine, for each non-square discrimin…