Dr Saul Schleimer
 |
Saul Schleimer Associate Professor (Reader) Office: B2.14 |
Teaching Responsibilities 2020/21:
Term 1: MA132 Foundations and MA138 Sets and Numbers
Term 2: TCC Course: Introduction to Three-Manifolds
Research Interests:
Geometric topology, group theory, and computation
Selected recent publications:
Schleimer, S., and Masur, H., The geometry of the disk complex, Journal of the American Mathematical Society, 26 (2013), no. 1, 1-62.
Schleimer, S., Masur, H., and Mosher, L., On train-track splitting sequences, Duke Mathematical Journal, 161 (2012), no. 9, 1613-1656.
Schleimer, S., Leininger, C., and Mj, M.,The universal Cannon-Thurston map and the boundary of the curve complex, Commentarii Mathematici Helvetici, 86 (2011), no. 4, 769-816.
Schleimer, S. and Gueritaud, F., Canonical triangulations of Dehn fillings, Geometry and Topology, 14 (2010), 193-242.
Schleimer, S and Bachman D, Surface bundles versus Heegaard splittings, Communications in Analysis and Geometry 13, (2005) 903-928.
Schleimer, S, The disjoint curve property, Geometry and Topology 8, (2004) 77-113.
Schleimer, S and Abrams, A, Distances of Heegaard splittings, Geometry and Topology 9, (2004) 95-119.
Schleimer, S, Aiken, A and Wilkerson, D, Winnowing: local algorithms for document fingerprinting. International Conference on the Management of Data. In: Proceedings of the 2003 ACM SIGMOD international conference on the Management of Data, ACM Press, NY, 2003, pp 76-85