Ulrike Bücking, née Scheerer

Technische Universität Berlin
Fakultät II: Mathematik und Naturwissenschaften
Institut für Mathematik , Sekr. MA 8-3
Straße des 17. Juni 136
10623 Berlin
Germany

E-mail: buecking@math.tu-berlin.de
Phone: +49 30 314-25778, Fax: +49 30 314-79282
Room: MA 864


Research

Research interests:
  • Convergence of discrete conformal mappings and convergence of discrete surfaces
  • rigidity of planar patterns
  • discrete (minimal) surfaces
Project membership:

Publications

[9] U. Bücking. Approximation of conformal mappings using conformally equivalent triangular lattices. In "Advances in Discrete Differential Geometry". (Edited by A.I. Bobenko) Springer, 2016. arXiv:1507.06449 [math.CV]
[8] U. Bücking, D. Matthes. Constructing solutions to the Björling problem for isothermic surfaces by structure preserving discretization. In "Advances in Discrete Differential Geometry". (Edited by A.I. Bobenko) Springer, 2016. arXiv:1506.07337[math.DG]
[7] S. Born, U. Bücking, B. Springborn. Quasiconformal distortion of projective transformations and discrete conformal maps. To appear in Discrete and Computational geometry. arXiv:1505.01341[math.CV]
[6] U. Bücking. Rigidity of quasicrystallic and Z^γ-circle patterns. Discrete and Computational geometry, 46 (2011), 223-251, arXiv:1001.3528[math.MG].
[5] U. Bücking. Approximation of conformal mappings by circle patterns. Oberwolfach Reports, 6 (2009), 119-121.
[4] U. Bücking. Approximation of conformal mappings by circle patterns. Geometriae Dedicata, 137 (2008), 163-197, arXiv:0806.3833[math.MG].
[3] U. Bücking. Minimal surfaces from circle patterns: Boundary value problems, examples. In: Discrete Differential Geometry, A.I. Bobenko, P. Schröder, J.M. Sullivan, G.M. Ziegler, (eds.), Series: Oberwolfach Seminars, Vol. 38, 2008.
[2] U. Bücking. Approximation of conformal mappings by circle patterns and discrete minimal surfaces. PhD thesis, December 2007, Technische Universität Berlin, Supervisor: Prof. A. Bobenko, published online.
[1] U. Scheerer and C. Wulff. Reduced Dynamics for Momentum Maps with Cocycles. C.R. Acad. Sci. Paris - Série I - Mathematics 333(11), 999-1004, 2001.
[0] U. Scheerer. Reduzierte Dynamik für Symmetrien mit Impulsabbildungen, die nichttriviale Kozykeln haben : Diploma thesis, March 2002, Technische Universität Berlin: (pdf).gz ;

Teaching

Office hours: by appointment

This semester (summer 2016), I am responsible for the tutorials of the course Mathematik für Physikerinnen und Physiker II

During the winter semester 2013/14, I was responsible for the lecture Mathematik für Physikerinnen und Physiker I .

For the following courses I have been in charge of the exercise course, tutorials and homework sheets.

WiSe 2015/16: Mathematik für Physikerinnen und Physiker I
SoSe 2015: Mathematik für Physikerinnen und Physiker IV
WiSe 2014/15: Complex Analysis II
WiSe 2012/13: Mathematik für Physikerinnen und Physiker III
SoSe 2012: Geometry II
SoSe 2010: Differentialgeometrie I: Kurven und Flächen
SoSe 2009: Komplexe Analysis
SoSe 2008: Mathematik II für Physiker und Physikerinnen
WiSe 2007/08: Mathematik I für Physiker und Physikerinnen
SoSe 2007: Komplexe Analysis
WiSe 2005/06: Mathematische Physik I
SoSe 2005: Komplexe Analysis
WiSe 2004/05: Analysis III
SoSe 2004: Analysis II
WiSe 2003/04: Analysis I
SoSe 2003: Mathematische Physik II
WiSe 2002/03: Elementargeometrie (L)
SoSe 2002: Analysis II für Ingenieure

Responsibilities


Ulrike Bücking, geb. Scheerer
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