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Schleimer, Saul - Mathematics Institute, University of Warwick
Three-dimensional manifolds Michaelas Term 1999
THE DISJOINT ANNULUS PROPERTY SAUL SCHLEIMER
Three-Dimensional Manifolds Michaelmas Term 1999
ON THE GIRTH OF GROUPS SAUL SCHLEIMER
THE GEOMETRY OF THE DISK COMPLEX HOWARD MASUR AND SAUL SCHLEIMER
CURVE COMPLEXES ARE RIGID KASRA RAFI AND SAUL SCHLEIMER
SPHERE RECOGNITION LIES IN NP SAUL SCHLEIMER
SURFACE BUNDLES VERSUS HEEGAARD DAVID BACHMAN AND SAUL SCHLEIMER
To appear in the proceedings of the 9th Annual Symposium on Parallel Algorithms and Architectures (SPAA'97) Abstract: This paper presents a network mapping algorithm and
TIGHTENING ALMOST NORMAL SURFACES SAUL SCHLEIMER
MA4J2 Three Manifolds Lectured by Dr Saul Schleimer
6. Regular neighbourhoods and fibre bundles Theorem 6.1. (Regular neighbourhoods of submanifolds) Let L be a submanifold
8. Hierarchies In this section, we consider not just a single incompressible surface, but a
Three-dimensional manifolds Michaelmas Term 1999
MA4J2: Three Manifolds Lectured by Dr Saul Schleimer
MA4J2 Three Manifolds Lectured by Dr Saul Schleimer
MA4J2 Three Manifolds Lectured by Dr Saul Schleimer
MA4J2 Three Manifolds Lectured by Dr Saul Schleimer
MA4J2 Three Manifolds Lectured by Dr Saul Schleimer
MA4J2 Three Manifolds Lectured by Dr Saul Schleimer
MA4J2 Three Manifolds Lectured by Dr Saul Schleimer
MA3F2: Knot Theory Dr. Saul Schleimer
MA4J2 Three Manifolds Lectured by Dr Saul Schleimer
WALDHAUSEN'S THEOREM SAUL SCHLEIMER
Lecture 1 http://www.warwick.ac.uk/~maaac/lecture1.html 1 of 4 1/21/2009 3:20 PMCreate PDF files without this message by purchasing novaPDF printer (http://www.novapdf.com)
Almost Normal Heegaard Splittings Saul David Schleimer
4. Basic pl topology We have already had to state without proof of a number of results of the form
COVERS AND THE CURVE COMPLEX KASRA RAFI AND SAUL SCHLEIMER
POLYNOMIAL-TIME WORD PROBLEMS SAUL SCHLEIMER
MA4J2 Three Manifolds Lectured by Dr Saul Schleimer
3. Incompressible surfaces The majority of 3-manifold theory studies submanifolds of a 3-manifold M,
MA4J2 Three Manifolds Lectured by Dr Saul Schleimer
THE THEORY OF NORMAL SURFACES based on Lecture Notes by Cameron McA. Gordon
Aspects of Hyperbolicity in Geometry, Topology and Dynamics
Aspects of Hyperbolicity in Geometry, Topology and Dynamics Problem Session, Warwick, 27th July 2011
THE END OF THE CURVE COMPLEX SAUL SCHLEIMER
Sculptures in S3 Saul Schleimer and Henry Segerman
AUTOMORPHISMS OF THE DISK COMPLEX MUSTAFA KORKMAZ AND SAUL SCHLEIMER
THE GEOMETRIES OF 3-MANIFOLDS PETER SCOTT