Stephan Tillmann - Concepedia

Author

Stephan Tillmann

The University of Melbourne ORCID

Also Known As

Gordon, Cameron 1945-, S. Tillmann, STEPHAN TILLMANN, Stephan Tillmann, Tillmann, Stephan

Publications

470

Citations

H-Index

Concepts

All Affiliations

The University of Melbourne The University of Queensland Rutgers, The State University of New Jersey The University of Sydney University of California, Santa Barbara

About

Stephan Tillmann is an author at The University of Melbourne specializing in geometry, discrete geometry, and discrete differential geometry.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Natural Sciences	4	4	61
2	Computational Geometry	4	4	111
3	Engineering	3	3	50
4	Geometric Modeling	3	3	44
5	Education	1	1	25

Stephan Tillmann

Publications

277

Citations

H-Index

Page 1

	Year	Citations
Minimal triangulations for an infinite family of lens spaces William Jaco, Hyam Rubinstein, Stephan Tillmann Journal of Topology Lens SpaceLayered TriangulationDiscrete GeometryGeometric AlgorithmGeometry	2009	58
Coverings and minimal triangulations of 3–manifolds William Jaco, J Rubinstein, Stephan Tillmann Algebraic & Geometric Topology	2011	34
The Weber-Seifert dodecahedral space is non-Haken Benjamin A. Burton, J Rubinstein, Stephan Tillmann Transactions of the American Mathematical Society Discrete GeometryNormal Surface EnumerationGeometryKnot TheoryComputational 3âManifold	2011	25
Thurston’s spinning construction and solutions to the hyperbolic gluing equations for closed hyperbolic 3–manifolds Feng Luo, Stephan Tillmann, Tian Yang Proceedings of the American Mathematical Society Geometric Group TheoryDiscrete GeometryGlobal GeometryGeometryKnot Theory	2012	25
Angle structures and normal surfaces Feng Luo, Stephan Tillmann Transactions of the American Mathematical Society Geometric ModelingGlobal GeometryEngineeringGeometryGeometry Processing	2008	21
Geodesic ideal triangulations exist virtually Feng Luo, Saul Schleimer, Stephan Tillmann Proceedings of the American Mathematical Society Discrete GeometryEngineeringGlobal GeometryGeometryRiemannian Geometry	2008	18
Computing closed essential surfaces in knot complements Benjamin A. Burton, Alexander Coward, Stephan Tillmann Essential SurfacesGeometric AlgorithmGeometryKnot TheoryNatural Sciences	2013	17
Boundary slopes and the logarithmic limit set Stephan Tillmann Topology Boundary LayerRiemann-hilbert ProblemBoundary SlopesFree Boundary Problem	2004	16
On convex projective manifolds and cusps Daryl Cooper, D. D. Long, Stephan Tillmann Advances in Mathematics Global GeometryProjective GeometryRiemannian ManifoldConvex Projective Manifolds	2015	16
Not all boundary slopes are strongly detected by the character variety Eric Chesebro, Stephan Tillmann Communications in Analysis and Geometry	2007	13

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