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Group negative curvature for 3–manifolds with genuine
laminations
David Gabai and William H Kazez |
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Geometry & Topology 2 (1998) 65–77 |
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DOI: 10.2140/gt.1998.2.65 |
Forward citations |
| I Agol, T Li, An algorithm to detect laminar 3–manifolds, Geometry & Topology 7 (2003) 287 |
| D Calegari, The Geometry of R–covered foliations, Geometry & Topology 4 (2000) 457 |
| D Calegari, Promoting essential laminations, Inventiones mathematicae 166 (2006) 583 |
| D Calegari, Universal circles for quasigeodesic flows, Geometry & Topology 10 (2006) 2271 |
| H GODA, Some Topics on Hyperbolic Geometry and Heegaard Splittings of 3-Manifolds, Interdisciplinary Information Sciences 9 (2003) 1 |
| T Li, Laminar Branched Surfaces in 3–manifolds, Geometry & Topology 6 (2002) 153 |
| S Shields, The simplest branched surfaces for a foliation, Pacific Journal of Mathematics 225 (2006) 177 |
