Classification of Rauzy classes in the moduli space of quadratic differentials

Mathematics – Geometric Topology

Scientific paper

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28 pages, 11 figures

Scientific paper

We study relations between Rauzy classes coming from an interval exchange map
and the corresponding connected components in the moduli space of Abelian
differentials. This gives a criterion to decide whether two permutations are in
the same Rauzy class or not, without actually computing them. We prove a
similar result for Rauzy classes corresponding to quadratic differentials.

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