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AG Geometrische Algorithmen

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Publications
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Accepted Papers
 
B. Burkhart, B. Hamann, G. Umlauf
Adaptive and Feature-Preserving Subdivision for High-Quality Tetrahedral Meshes.
Accepted: Computer Graphics Forum
 
Bobach, T.; Constantiniu, A.; Steinmann, P.; Umlauf, G
Geometric properties of the adaptive Delauney tesselation.
Accepted: Mathematical Methods for Curves and Surfaces, 2008.
 
Denker, K., Lehner, B., and Umlauf, G.
Real-time Triangulation of Point Streams, Accepted: Special Edition of Engineering with Computers.
 
 
2009 (top)
 
Bobach, T.; Farin, G.; Hansford, D.; Umlauf, G.
Natural neighbor extrapolation using ghost points.
Computer Aided-Design 41(5): 350-365, 2009.
 
 
2008 (top)
 
Bobach, T. and Umlauf, G.
Natural neighbor concepts in scattered data interpolation and discrete function approximation.
In: H. Hagen, M. Hering-Bertram, C. Garth (eds.) GI Lecture Notes in informatiacs, Visualization of Large and Unstructured Data Sets, 23-35, 2008.
 
Constantiniu, A., Steinmann, P., Bobach, T., Farin, G., and Umlauf, G.
The adaptive Delaunay tessellation: A neighborhood covering meshing technique.
Computational Mechanics, 42(5), 655-669, 2008.
 
Denker, K., Lehner, B., and Umlauf, G.
Online triangulation of laser-scan data.
In: R. Garimella (ed.), Proceedings of the 17th International Meshing Roundtable, Springer-Verlag, 415-432, 2008.
Video download
 
Ginkel, I. and Umlauf, G.
Local energy-optimized subdivision algorithms.
Computer Aided Geometric Design, 25(3), 137-147, 2008.
 
Ginkel, I. and Umlauf, G.:
Symmetry of shape charts.
Computer Aided Geometric Design, 24(3): 131-136, 2008.
 
Lehner, B., Umlauf, G., and Hamann, B.
Video compression using data-dependent triangulations.
In: Y. Xiao, E. ten Thij (eds.), Computer Graphics and Visualization '08, 244-248, 2008.
Best short-paper award.
Video downloads
 
Lehner, B., Umlauf, G., and Hamann, B.
Survey of techniques for data-dependent triangulations.
In: H. Hagen, M. Hering-Bertram, C. Garth (eds.), GI Lecture Notes in Informatics, Visualization of Large and Unstructured Data Sets, 178-187, 2008.
 
 
2007 (top)
 
Bobach, T., Farin, G., Hansford, D., and Umlauf, G.
Discrete harmonic fundctions from local coordinates.
In: R. Martin, M. Sabin, J. winkler (eds.), Mathematics of Surfaces XII, Springer-Verlag, 93-103, 2007.
 
Ginkel, I., and Umlauf, G.
Analyzing a generalized Loop subdivision scheme.
Computing, 79(2-4), 353-363, 2007.
 
Ginkel, I., and Umlauf, G.
Tuning subdivision algorithms using constrained energy minimization.
In: R. Martin, M. Sabin, J. Winkler (eds.), The Mathematics of Surfaces XII, Springer-Verlag, 2007, 166-176. PDF
 
Ginkel, I., Peters, J., and Umlauf, G.
Normals of subdivision surfaces and their control polyhedra.
CAGD, 24(2): 112-116, 2007. PDF
 
Lehner, B., Umlauf, G., Hamann, B.
Image compression using data-dependent triangulations.
In: G. Bebis et al. (eds.), Advances in Visual Computing, Part I, Springer-Verlag, 352-362, 2007.
 
Middendorf, L.; Mühlbauer, F.; Bobda, Ch.; Umlauf, G.
SoPC for 3D Point Rendering.
To appear: DASIP 2007.
 
Middendorf, L.; Mühlbauer, F.; Umlauf, G.; Bobda, C.
Embedded vertex shader in FPGA.
In: A. Rettberg et al. (eds.), Embedded System Design: Topics, Techniques and Trendes, Springer, 155-164, 2007.
 
 
2006 (top)
 
Bobach, T., and Umlauf, G.
Natural neighbor interpolation and order of continuity.
In: H.Hagen, A.Kerren, P.Dannenmann (eds.), GI Lecture Notes in Informatics, Visualization of Large and Unstructured Data Sets, 69-86, 2006.
 
Bobach, T., Bertram, M., and Umlauf, G.
Issues and Implementation of C1 and C2 Natural Neighbor Interpolation.
In: G. Bebis et al. (eds.), Advances in Visual Computing, Part II, Springer-Verlag, 186-195, 2006.
 
Bobach, T., Bertram, M., and Umlauf, G.
Comparison of Voronoi Based Scattered Data Interpolation Schemes.
In: J.J. Villanueva (ed.), Proceedings of International Conference on Visualization, Imaging and Image Processing, 342-349, 2006.
 
Bobach, T., Bertram, M., and Umlauf, G.
Natural Neighbor Based Scattered Data Interpolation.
IEEE Visualization 2006 Scientific Animation Theater.
 
Ginkel, I., and Umlauf, G.
Loop subdivision with curvature control.
In: K. Polthier, A. Scheffer (eds.), Eurographics Symposium on Geometry Processing 2006, 163-171. PDF
 
Ginkel, I., and Umlauf, G.
Controlling a subdivision tuning method.
In: A. Cohen, J.-L. Merrien, L.L. Schumaker (eds.),Curve and Surface Fitting, 170-179, 2006. PDF
 
Lehner, B., Umlauf, G., Hamann, B., and Ustin, S.
Topographic Distance Functions for Interpolation of Meteorological Data.
In: H.Hagen, A.Kerren, P.Dannenmann (eds.), GI Lecture Notes in Informatics, Visualization of Large and Unstructured Data Sets, 119-131, 2006.
 
Prautzsch, H. and Umlauf, G.
Parametrizations for Triangular Gk Spline Surfaces of Low Degree.
ACM Transactions on Graphics, 25(4): 1281 - 1293, 2006. PDF
 
 
2005 (top)
 
Ginkel, I., Peters, J., and Umlauf, G.
On normals and control nets.
In: R.Martin, H.Bez, M.Sabin: Mathematics of Surfaces XI, 233-239, 2005.
 
Umlauf, G.
Analysis and tuning of subdivision schemes.
In: B.Jüttler (ed.), Proceedings of Spring Conference on Computer Graphics SCCG 2005, ACM Press, 33-40, 2005.
 
 
2004 (top)
 
Bobach, T.; Umlauf, G.
Post-processing Polygonal Voxel Data from Numerical Simulation.
Interner Bericht 332/04, Fachbereich Informatik, TU Kaiserslautern
 
Gerteisen, E.; Bobach, T.; Nawotki, A.; Nowottny, D.
Issues of the CAD-CAE interface in optimization.
In: K.C. Giannakoglou, W. Haase, Design Optimization International Conference, Athens, Greece, 2004.
 
Umlauf, G.
A Technique for Verifying the Smoothness of Subdivision Schemes.
In: M.L. Lucian, M. Nematu (eds.), Geometric Modelling and Computing, Seattle 2003, Nashboro Press, 2004, 513-521.
 
 
2003 (top)
 
Ebert, A.; Ginkel, I.; and Hagen, H.
Rule-based Morphing Techniques for Interactive Clothing Catalogs.
In: G.P. Bonneau, T. Ertl, G. Nielson (eds.), The visual extraction of knowledge from data, 2003, 329-343.
 
 
2001 (top)
 
Peters, J.; Umlauf, G.
Computing curvature bounds for bounded curvature subdivision,
CAGD, 18 (5): 455-462, 2001.
 
Prautzsch, H.; Umlauf, G.
Triangular Gk splines,
Interner Bericht Nr. 2001-8, Fakultät für Informatik, Universität Karlsruhe, 2001.
 
 
2000 (top)
 
Peters, J.; Umlauf, G.
Gaussian and mean curvature of subdivision surfaces.
In: R. Cipolla, R. Martin (eds.), The Mathematics of Surfaces IX, Springer-Verlag, 2000: 59-69.
 
Prautzsch, H.; Umlauf, G.
A G1 and a G2 subdivision schemes for triangular nets,
International Journal on Shape Modelling, 6(1): 21-35, 2000.
 
Umlauf, G.
Analyzing the characteristic map of triangular subdivision schemes,
Constructive Approximation, 16 (1): 145-155, 2000.
 
 
1999 (top)
 
Prautzsch, H.; Umlauf, G.
Triangular G2- splines.
In: P.-L. Laurent, P. Sablonniere, L.L. Schumaker (eds.), Curve and Surface Design, Vanderbilt University Press, 1999: 335-342.
 
Umlauf, G.
Glatte Freiformflächen und optimierte Unterteilungsalgorithmen,
April 1999. Verlag Shaker, Aachen, 1999.
 
 
1998 (top)
 
Prautzsch, H.; Umlauf, G.
A G2-subdivision algorithm.
Computing 13: 217-224, 1998.
 
Prautzsch, H.; Umlauf, G.
Improved triangular subdivision schemes.
In: F.-E. Wolter and N.M. Patrikalakis (eds.), Proceedings of the CGI 98 , Hannover, 1998: 626-632
 
 
Dissertations (top)
 
Bobach, Tom
Natural Neighbor Interpolation - Critical Assessment and New Contributions, 20.06.2008.
 
Lehner, Burkhard
Meshing Techniques for Image/Video Compression and Surface Reconstruction, 09.07.2008.
 
Ginkel, Ingo
Analysis and Tunning Techniques for Subdivision Algorithms, 12.10.2007.
 
 
 
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