Symmetric Pants Decompositions of Riemann Surfaces (1992)
by
Peter Buser
,
Mika Seppälä
| Venue: | Duke Math. J |
| Citations: | 7 - 2 self |
BibTeX
@ARTICLE{Buser92symmetricpants,
author = {Peter Buser and Mika Seppälä},
title = {Symmetric Pants Decompositions of Riemann Surfaces},
journal = {Duke Math. J},
year = {1992},
volume = {67},
pages = {5--5}
}
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Abstract
this paper we use the argument of [3] to estimate the above number M . Improving these arguments we show that M can be taken to be 21g. The same argument can be, word by word, applied also to Riemann surfaces without symmetries to obtain the same value for M . That is an essential improvement for the estimate derived in [3]. The set of 3g \Gamma 3 disjoint closed geodesic curves on the Riemann surface of genus
Citations
| 143 | Geometry and Spectra of Compact Riemann Surfaces (Birkhäuser - Buser - 1992 |
| 85 | Graph theory an introductory course - Bollobás - 1979 |
| 36 | Curves on 2–manifolds and isotopies - Epstein - 1966 |
| 13 | On moduli of Riemann surfaces - Bers - 1964 |
| 6 | Cayley graphs and planar isospectral domains - Buser - 1988 |
| 5 | Moduli spaces of stable real algebraic curves - Seppälä - 1991 |
| 1 | Riemannsche Flachen und Langenspektrum vom trigonometrischen Standpunkt aus - Buser - 1980 |
