Separating Curve Complex of the Genus Two Surface is Hyperbolic

Details Separating Curve Complex of the Genus Two Surface is Hyperbolic Separating Curve Complex of the Genus Two Surface is Hyperbolic

2011-07-14

arxiv.org/abs/1107.2892v3

Mathematics

Geometric Topology

10 pages, 3 figures, minor edits

Scientific paper

A proof that the separating curve complex of the closed genus two surface has
a quasi-distance formula and is delta hyperbolic using tools of Masur and
Schleimer. This answers in the affirmative a Conjecture of Schleimer.

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