| [15] |
A. Bobenko, U. Pinkall, B. Springborn.
Discrete conformal maps and ideal hyperbolic polyhedra.
arXiv:1005.2698
[math.GT], May 2010.
|
|
| [14] |
B. Springborn, P. Schröder, U. Pinkall.
Conformal Equivalence of Triangle Meshes.
ACM Transactions on Graphics 27:3
[Proceedings of ACM SIGGRAPH 2008]
(online).
[PDF]
|
|
| [13] |
M. Fisher, B. Springborn, P. Schröder, A. I. Bobenko.
An algorithm for the construction of intrinsic delaunay
triangulations with applications to digital geometry processing.
Computing 81 (2007), 199-213
(online).
[PDF]
|
|
| [12] |
U. Pinkall, B. Springborn, S. Weißmann.
A new doubly discrete analogue of smoke ring flow and the real time
simulation of fluid flow.
J. Phys. A: Math. Theor. 40 (2007), 12563-12576
(online).
arXiv:0708.0979 [nlin.SI].
|
|
| [11] |
B. Springborn.
A variational principle for weighted Delaunay triangulations
and hyperideal polyhedra. J. Differential Geom. 78 (2008)
333-367 (online). [PDF]
|
|
| [10] |
L. Kharevych, B. Springborn, P. Schröder.
Discrete conformal maps via circle patterns.
ACM Transactions on Graphics 25:2 (2006) 412-138 (online).
[PDF]
|
|
|
| [9] |
A. I. Bobenko, B. A. Springborn.
A discrete Laplace-Beltrami operator for simplicial
surfaces.
Discrete Comput. Geom. 38:4 (2007) 740-756
(online).
arXiv:math/0503219 [math.DG]
|
|
|
| [8] |
B. A. Springborn.
A unique representation of polyhedral types. Centering via
Möbius transformations. Math. Z. 249:3 (2005),
513-517 (online).
arXiv:math/0401005 [math.MG]
|
|
|
| [7] |
A. I. Bobenko, T. Hoffmann, B. A. Springborn.
Minimal surfaces from circle patterns: Geometry from
combinatorics.
Ann. of
Math. 164:1 (2006), 231-264
(online).
arXiv:math/0305184 [math.DG]
|
|
|
| [6] |
A. I. Bobenko, B. A. Springborn.
Variational principles for circle patterns and Koebe's theorem.
Trans. Amer. Math. Soc. 356 (2004), 659-689 (online).
[PDF].
|
|
| [5] |
B. A. Springborn.
Variational principles for circle patterns.
PhD thesis, Technische Universität Berlin, 27 Nov
2003. Supervisor: A. I. Bobenko.
Published
online
and as
arXiv:math/0312363 [math.GT].
Errata page [PDF]
|
|
|
| [4] |
A. I. Bobenko, T. V. Pavlyukevich, B. A. Springborn.
Hyperbolic constant mean curvature one surfaces:
Spinor representation and trinoids in hypergeometric functions.
Math. Z. 245 (2003), 63--91
(online).
arXiv:math/0206021 [math.DG]
|
|
|
| [3] |
B. A. Springborn.
Constructing circle patterns using a new functional. In
H.-Chr. Hege and K. Polthier (eds.),
Visualization and Mathematics III,
Springer-Verlag, 2003.
[ps.gz].
|
|
| [2] |
B. A. Springborn.
Bonnet pairs in the 3-sphere. In M. Guest, R. Miyaoka, and
Y. Ohnita (eds.), Differential Geometry and Integrable
Systems, Contemporary Mathematics series, volume 308,
American Mathematical Society, 2002.
[PDF]
|
|
| [1] |
B. A. Springborn.
The toy top, an integrable system of rigid body dynamics.
Nonlinear Math. Phys. 7 (2000), 386--410 (online). [PDF]
|
| since 10.2011 | | Professor, Technische Universität München |
| 10.2010 — 09.2011 | | Substitute professor, Universität Bonn |
| 11.2008 | | Habilitation, Technische Universität Berlin |
| 01.2004 — 09.2011 | | Postdoc, Technische Universität Berlin, member of Project F1 "Discrete Surface Parameterization" of DFG Research Center Matheon |
| 12.2003 | | PhD in mathematics, Technische Universität Berlin. Thesis: Variational principles for circle patterns. Advisor: A. I. Bobenko |
| 11.1998 — 12.2003 | | PhD student, Technische Universität Berlin, member of DFB Collaborative Research Centre 288 "Differential Geometry and Quantum Physics" |
| 10.1998 | | Diploma in mathematics, Technische Universität Berlin |
| 1993 — 1998 | | studied mathematics at the Freie Universität Berlin, Imperial College London, and the Technische Universität Berlin |
| 1990 | | Abitur, Paul-Natorp-Oberschule Berlin |
ma.tum.de
