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Minimal length of nonsimple closed geodesics on hyperbolic surfaces

Published 18 Jul 2022 in math.GT | (2207.08360v1)

Abstract: In the present paper, we show that the minimal length of closed geodesics on finite-type hyperbolic surfaces with self-intersection number $k$ has order $2\log k$ as $k$ gets large.

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Authors (2)

  1. Wujie Shen 
  2. Jiajun Wang 

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