Philippe Tranchida

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20192026

most citedTopological entropy of pseudo-Anosov maps on punctured surfaces vs. homology of mapping tori

1 citations · 2 across the 12 of their papers we have counts for

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math.GT2023

Thurston unit ball of a family of $n$ -chained links and their fibered face

Juhun Baik, Philippe Tranchida

We determine the Thurston unit ball of a family of $n$ -chained link, denoted by $C (n, p)$ , where $n$ is the number of link components and $p$ is the number of twists. When $p$ is st…

math.GT2022★ 1 cited

Topological entropy of pseudo-Anosov maps on punctured surfaces vs. homology of mapping tori

Hyungryul Baik, Juhun Baik, Changsub Kim +1

We investigate the relation between the topological entropy of pseudo-Anosov maps on surfaces with punctures and the rank of the first homology of their mapping tori. On the surfac…

Thurston unit ball of a family of n-chained links and their fibered face

Topological entropy of pseudo-Anosov maps on punctured surfaces vs. homology of mapping tori

Thurston unit ball of a family of $n$ -chained links and their fibered face