Bouquets of curves in surfaces

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Author
Baader, Sebastian
Feller, Peter
Ryffel, Levi
Date
2023-01
Type
    Journal Article
Rights / license
Creative Commons Attribution 4.0 International
Abstract
We characterize when a set of simple closed curves in an orientable surface forms a bouquet, in terms of relations between the corresponding Dehn twists.
Permanent link
https://doi.org/10.3929/ethz-b-000552410
Publication status
published
External links
Journal / series
Glasgow Mathematical Journal
Volume
65(1)
Pages / Article No.
90 - 97
Publisher
Cambridge University Press
Organisational unit
09672 - Feller, Peter / Feller, Peter  
Funding
181199 - Low-dimensional topology with a view toward the fourth dimension and complex geometry (SNF)
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