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Currently displaying 1 – 5 of 5

Order by Relevance | Title | Year of publication

The disjoint curve property.

Schleimer, Saul — 2004

Geometry & Topology

Distances of Heegaard splittings.

Abrams, Aaron; Schleimer, Saul — 2005

Geometry & Topology

Computing triangulations of mapping tori of surface homeomorphisms.

Brinkmann, Peter; Schleimer, Saul — 2001

Experimental Mathematics

Sweepouts of amalgamated 3-manifolds.

Bachman, David; Schleimer, Saul; Sedgwick, Eric — 2006

Algebraic & Geometric Topology

Hyperbolic spaces in Teichmüller spaces

Christopher J. Leininger; Saul Schleimer — 2014

Journal of the European Mathematical Society

We prove, for any $n$ , that there is a closed connected orientable surface $S$ so that the hyperbolic space $ℍ^{n}$ almost-isometrically embeds into the Teichmüller space of $S$ , with quasi-convex image lying in the thick part. As a consequence, $ℍ^{n}$ quasi-isometrically embeds in the curve complex of $S$ .

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