Publication Search Results
Exact matches for:
- Author = Tillmann S [web profile page]
1.
Rubinstein JH, Spreer J, Tillmann S
J. Hyam Rubinstein, Jonathan Spreer, Stephan Tillmann:
A New Family of Minimal Ideal Triangulations of Cusped Hyperbolic 3–manifolds,
2021-2022 MATRIX Annals,
MATRIX Book Series,
Springer Nature,
Switzerland,
(2024),
1–24.
ISBN 9783031474170.
2.
Spreer J, Tillmann S
Jonathan Spreer and Stephan Tillmann:
Determining the trisection genus of orientable and non-orientable PL 4-Manifolds through Triangulations,
Experimental Mathematics,
31
(2022),
no. 3,
807–907.
3.
Porti J, Tillmann S
Joan Porti, Stephan Tillmann:
Projective Structures on a Hyperbolic 3-orbifold,
Acta Mathematica Vietnamica,
46
(2021),
347–355.
4.
Rubinstein H, Tillmann S
Hyam Rubinstein and Stephan Tillmann:
Multisections of piecewise linear manifolds,
Indiana University Mathematics Journal,
69
(2020),
no. 6,
2209–2239.
5.
Rubinstein JH, Segerman H, Tillmann S
J Hyam Rubinstein, Henry Segerman and Stephan Tillmann:
Traversing three-manifold triangulations and spines,
L'Enseignement Mathematique,
65
(2020),
no. 1/2,
155–206.
6.
Friedl S, Tillmann S
Stefan Friedl, Stephan Tillmann:
Two-generator one-relator groups and marked polytopes,
Annales de L'Institut Fourier,
70
(2020),
no. 2,
831–879.
7.
Casella A, Katerba C, Tillmann S
Alex Casella, Charles Katerba and Stephan Tillmann:
Ideal points of character varieties, algebraic non-integral representations, and undetected closed essential surfaces in 3–manifolds,
Proceedings of the American Mathematical Society,
148
(2020),
no. 5,
2257––2271.
8.
Jaco W, Rubinstein JH, Spreer J, Tillmann S
William Jaco, J Hyam Rubinstein, Jonathan Spreer, Stephan Tillmann:
\(\mathbb{Z}_2\)-Thurston norm and complexity of 3-manifolds, II,
Algebraic and Geometric Topology,
20
(2020),
no. 1,
503–529.
9.
Spreer J, Tillmann S
Jonathan Spreer and Stephan Tillmann:
Determining the trisection genus of orientable and non-orientable PL 4-manifolds through triangulations.,
Experimental Mathematics,
(2020),
To appear.
10.
Jaco W, Rubinstein H, Spreer J, Tillmann S
William Jaco, Hyam Rubinstein, Jonathan Spreer and Stephan Tillmann:
On minimal ideal triangulations of cusped hyperbolic 3-manifolds,
Journal of Topology,
13
(2020),
no. 1,
308–342.
11.
Rubinstein JH, Segerman H, Tillmann S
J Hyam Rubinstein, Henry Segerman and Stephan Tillmann:
Traversing three-manifold triangulations and spines,
L’Enseignement Mathématique,
65
(2019),
no. 2,
155–206.
MR4057358
12.
Chu M, Tillmann S
Michelle Chu and Stephan Tillmann:
Reflections on trisection genus,
Revue Roumaine de Mathematiques Pures et Appliquees,
64
(2019),
no. 4,
395–402.
MR4049694
13.
Haraway RC, Tillmann S
Robert C Haraway, Stephan Tillmann:
Tessellating the Moduli Space of Strictly Convex Projective Structures on the Once-Punctured Torus,
Experimental Mathematics,
28
(2019),
no. 3,
369–384.
MR3985841
14.
Spreer J, Tillmann S
Jonathan Spreer and Stephan Tillmann:
Unravelling the Dodecahedral Spaces,
2016 MATRIX annals,
MATRIX Book Ser.,
Springer,
Cham,
(2018),
323–347.
ISBN 978-3-319-72299-3.
15.
Bell M, Hass J, Rubinstein JH, Tillmann S
Mark Bell, Joel Hass, Joachim Hyam Rubinstein and Stephan Tillmann:
Computing trisections of 4-manifolds,
Proceedings of the National Academy of Sciences of the United States of America,
115
(2018),
no. 43,
10901–10907.
16.
Rubinstein JH, Tillmann S
J Hyam Rubinstein and Stephan Tillmann:
Generalized trisections in all dimensions,
Proceedings of the National Academy of Sciences of the United States of America,
115
(2018),
no. 43,
10908–10913.
17.
Friedl S, Gill M, Tillmann S
S Friedl, M Gill and S Tillmann:
Linear representations of 3-manifold groups over rings,
Proceedings of the American Mathematical Society,
146
(2018),
no. 11,
4951–4966.
18.
Spreer J, Tillmann S
Jonathan Spreer and Stephan Tillmann:
The trisection genus of standard simply connected PL 4-manifolds,
Leibniz International Proceedings in Informatics, LIPICS,
34th International Symposium on Computational Geometry (SoCG 2018),
Bettina Speckmann and Csaba D. Tóth (eds.),
Dagstuhl Publishing,
Germany,
(2018),
71:1–13.
ISBN 1868-8969.
19.
Chang HC, Erickson J, Letsche D, Mesmay A, Schleimer S, Sedgwick E, Thurston D, Tillmann S
Hsien-Chih Chang, Jeff Erickson, David Letsche, Arnaud de Mesmay, Saul Schleimer, Eric Sedgwick, Dylan Thurston and Stephan Tillmann:
Tightening Curves on Surfaces via Local Moves,
Proceedings of the Twenty-ninth Annual ACM–SIAM Symposium on Discrete Algorithms,
The Twenty-ninth Annual ACM–SIAM Symposium on Discrete Algorithms (SODA 2018),
Artur Czumaj (ed.),
SIAM,
—,
(2018),
121–135.
ISBN 978-1-61197-503-1.
20.
Cooper D, Long D, Tillmann S
D Cooper, D Long, S Tillmann:
Deforming convex projective manifolds,
Geometry and Topology,
22
(2018),
no. 3,
1349–1404.
21.
Friedl S, Schreve K, Tillmann S
S Friedl, K Schreve, S Tillmann:
Thurston norm via Fox calculus,
Geometry and Topology,
21
(2017),
no. 6,
3759–3784.
22.
Luo F, Tillmann S
Feng Luo and Stephan Tillmann:
A new combinatorial class of 3-manifold triangulations,
Asian Journal of Mathematics,
21
(2017),
no. 3,
543–570.
23.
Casella A, Luo F, Tillmann S
Alex Casella, Feng Luo and Stephan Tillmann:
Pseudo-developing maps for ideal triangulations II: Positively oriented ideal triangulations of cone-manifolds,
Proceedings of the American Mathematical Society,
145
(2017),
no. 8,
3543–3560.
24.
Klaff B, Tillmann S
Ben Klaff and Stephan Tillmann:
A birationality result for character varieties,
Mathematical Research Letters,
23
(2016),
no. 4,
1099–1110.
MR3554502
25.
Jaco W, Johnson J, Spreer J, Tillmann S
William Jaco, Jesse Johnson, Jonathan Spreer, Stephan Tillmann:
Bounds for the genus of a normal surface,
Geometry and Topology,
20
(2016),
1625–1671.
MR3523065
26.
Cooper D, Tillmann S
Daryl Cooper and Stephan Tillmann:
Complexity functions on 1–dimensional cohomology,
Revue Roumaine de Mathématiques Pures et Appliquées,
60
(2015),
no. 4,
535–550.
27.
Rubinstein JH, Tillmann S
J H Rubinstein, S Tillmann:
Even triangulations of n–dimensional pseudo-manifolds,
Algebraic & Geometric Topology,
15
(2015),
no. 5,
2949–2984.
28.
Cooper D, Long DD, Tillmann S
D Cooper, D D Long, S Tillmann:
On convex projective manifolds and cusps,
Advances in Mathematics,
277
(2015),
181–251.
29.
Burton BA, Coward A, Tillmann S
Benjamin A Burton, Alexander Coward, Stephan Tillmann:
Computing Closed Essential Surfaces in Knot Complements,
Proceedings of the twenty-ninth annual symposium on Computational geometry,
29th annual symposium on Computational geometry,
SOCG,
ACM,
New York, USA,
(2013),
405–413.
30.
Luo F, Tillmann S, Yang T
Feng Luo, Stephan Tillmann and Tian Yang:
Thurston's spinning construction and solutions to the hyperbolic gluing equations for closed hyperbolic 3-manifolds,
Proceedings of the American Mathematical Society,
141
(2013),
335–350.
31.
Rubinstein JH, Bökstedt M, Hodgson CD, Segerman H, Tillmann S
J Hyam Rubinstein, Marcel Bökstedt, Craig D. Hodgson, Henry Segerman and Stephan Tillmann:
Triangulations of n-Manifolds,
Oberwolfach Reports 24/2012,
Triangulations,
Gert-Martin Greuel (Editor-in-Chief) (ed.),
EMS Publishing House,
Switzerland,
(2012),
1433–1436.
ISBN 1660-8933.
32.
Tillmann S
Stephan Tillmann:
Structure of 0-efficient or minimal triangulations,
Oberwolfach Reports, Volume 9, Issue 2, 2012,
Triangulations,
Gert-Martin Greuel (Editor-in-Chief) (ed.),
Oberwolfach Reports,
EMS Publishing House,
Zürich, Switzerland,
(2012),
1474–1478.
ISBN ISSN: 1660-8933.
33.
Tillmann S
Stephan Tillmann:
Degenerations of ideal hyperbolic triangulations,
Mathematische Zeitschrift,
272
(2012),
no. 3-4,
793–823.
MR2995140
34.
Burton BA, Rubinstein JH, Tillmann S
Ben Burton, Hyam Rubinstein and Stephan Tillmann:
The Weber-Seifert dodecahedral space is non-Haken,
Trans Amer Math Soc,
364
(2012),
no. 2,
911–932.
MR2846358
35.
Tillmann S
Stephan Tillmann:
Geometry & Topology Down Under,
Gazette of the Australian Mathematical Society,
38
(2011),
no. 5,
261–263.
36.
Segerman H, Tillmann S
Henry Segerman and Stephan Tillmann:
Pseudo-developing maps for ideal triangulations I: essential edges and generalised hyperbolic gluing equations,
Topology and geometry in dimension three,
Topology and Geometry in Dimension Three: Triangulations, Invariants, and Geometric Structures,
Weiping Li, Loretta Bartolini, Jesse Johnson, Feng Luo, Robert Myers and J. Hyam Rubinstein (eds.),
Contemporary Mathematics,
Amer. Math. Soc.,
Providence, RI,
(2011),
85–102.
ISBN 978-0-8218-5295-8.
MR2866925
37.
Jaco W, Rubinstein JH, Tillmann S
William Jaco, Hyam Rubinstein and Stephan Tillmann:
Coverings and Minimal Triangulations of 3-Manifolds,
Algebraic and Geometric Topology,
11
(2011),
1257–1265.
38.
Hodgson CD, Rubinstein JH, Segerman H, Tillmann S
Stephan Tillmann, Craig Hodgson, Hyam Rubinstein and Henry Segerman:
Veering triangulations admit strict angle structures,
Geometry and Topology,
15
(2011),
2073–2089.
39.
Jaco W, Rubinstein JH, Tillmann S
William Jaco, Hyam Rubinstein and Stephan Tillmann:
Minimal triangulations for an infinite family of lens spaces,
Journal of Topology,
2
(2009),
no. 1,
157–180.
40.
Cooper D, Tillmann S
Daryl Cooper, Stephan Tillmann:
The Thurston norm via normal surfaces,
Pacific Journal of Mathematics,
239
(2009),
1–15.
41.
Luo F, Tillmann S
Stephan Tillmann and Feng Luo:
Angle structures and normal surfaces,
Trans Amer Math Soc,
360
(2008),
2849–2866.
42.
Luo F, Schleimer S, Tillmann S
Stephan Tillmann, Feng Luo and Saul Schleimer:
Geodesic ideal triangulations exist virtually,
Proc Amer Math Soc,
136
(2008),
2625–2630.
43.
Tillmann S
Stephan Tillmann:
Normal surfaces in topologically finite 3-manifolds,
L'Enseignement Mathématique,
54
(2008),
329–380.
44.
Tillmann S
Stephan Tillmann:
Applications of tropical geometry to groups and manifolds,
Tropical geometry,
Tropical Geometry,
Gert-Martin Greuel (Editor-in-Chief) (ed.),
Oberwolfach Reports,
European Mathematical Society Publ. House,
Zürich, Switzerland,
(2007),
3281–3283.
ISBN 1660-8933.
MR2463651
45.
Chesebro E, Tillmann S
Stephan Tillmann and Eric Chesebro:
Not all boundary slopes are strongly detected by the character variety,
Communications in Analysis and Geometry,
15
(2007),
695–723.
46.
Tillmann S
Stephan Tillmann:
Boundary slopes and the logarithmic limit set,
Topology,
44
(2005),
203–216.
47.
Tillmann S
Stephan Tillmann:
Character varieties of mutative 3-manifolds,
Algebraic and Geometric Topology,
4
(2004),
133–149.
48.
Tillmann S
Stephan Tillmann:
On the Kinoshita-Terasaka knot and generalised Conway mutation,
Journal of Knot Theory and its Ramifications,
9
(2000),
557–575.
| Number of matches: 48 |