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Vidéo Année : 2018

A. Eskin - Counting closed geodesics on translation surfaces

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Résumé

We show that the number of closed geodesics in the flat metric on a translation surface of length at most R is asymptotic to e hR / (hR). This is joint work with Kasra Rafi

Dates et versions

medihal-01836175 , version 1 (12-07-2018)

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Paternité - Pas d'utilisation commerciale - Pas de modification

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  • HAL Id : medihal-01836175 , version 1

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Alex Eskin, Yohan Girard. A. Eskin - Counting closed geodesics on translation surfaces: Summer School 2018 - Teichmüller dynamics, mapping class groups and applications. 2018. ⟨medihal-01836175⟩
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