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MPI-INF D4 Publications, generated: 4:20, 16 September 2019

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Your search returned the following 18 documents:

  1. Günther Nürnberger, Christian Rössl, and Frank Zeilfelder
    High-quality rendering of iso-surfaces extracted from quadratic super splines
    In: Curve and Surface Design: Avignon 2006, Avignon, France, 2007, 203-212
  2. Gregor Schlosser, Jürgen Hesser, Frank Zeilfelder, Christian Rössl, Reinhard Männer, Günther Nürnberger, and Hans-Peter Seidel
    Fast Visualization by Shear-Warp on Quadratic Super-Spline Models Using Wavelet Data Decompositions
    In: 16th IEEE Visualization Conference (VIS 2005), Minneapolis, MN, USA, 2005, 351-358
    [PDF: Download: vis05.pdf]
  3. Günther Nürnberger, Christian Rössl, Frank Zeilfelder, and Hans-Peter Seidel
    Quasi-Interpolation by Quadratic Piecewise Polynomials in Three Variables
    Computer Aided Geometric Design 22: 221-249, 2005
  4. Thomas Hangelbroek, Günther Nürnberger, Christian Rössl, Hans-Peter Seidel, and Frank Zeilfelder
    Dimension of C1-splines on Type-6 Tetrahedral Partitions
    Journal of Approximation Theory 131 (2): 157-184, 2004

  5. Christian Rössl, Frank Zeilfelder, Günther Nürnberger, and Hans-Peter Seidel
    Reconstruction of Volume Data with Quadratic Super Splines
    IEEE Transactions on Visualization and Computer Graphics 10 (4): 397-409, 2004
    [PDF: Download: rzns_qss_tvcg.pdf]
  6. Christian Rössl, Frank Zeilfelder, Günther Nürnberger, and Hans-Peter Seidel
    Spline Approximation of General Volumetric Data
    In: Proceedings of the 9th ACM Symposium on Solid Modeling and Applications (SM 2004), Genova, Italy, 2004, 71-82
    [PDF: Download: sm04.pdf]
  7. Günther Nürnberger, Gabi Steidl, and Frank Zeilfelder
    Explicit estimates for bivariate hierarchical bases
    Communications in Applied Analysis 7 (1): 133-151, 2003
  8. Thomas Hangelbroek, Günther Nürnberger, Christian Rössl, Hans-Peter Seidel, and Frank Zeilfelder
    The Dimension of C^1 Splines of Arbitrary Degree on a Tetrahedral Partition
    Max-Planck-Institut für Informatik, Saarbrücken, MPI-I-2003-4-005
  9. Christian Rössl, Frank Zeilfelder, Günther Nürnberger, and Hans-Peter Seidel
    Visualization of Volume Data with Quadratic Super Splines
    In: IEEE Visualization 2003 (VIS-03), Seattle, USA, October 19-24, 2003, 393-400
    [PDF: Download: vis2003.pdf]
  10. Christian Rössl, Frank Zeilfelder, Günther Nürnberger, and Hans-Peter Seidel
    Visualization of Volume Data with Quadratic Super Splines
    Max-Planck-Institut für Informatik, Saarbrücken, MPI-I-2003-4-006
  11. Frank Zeilfelder, Oleg Davydov, and Günther Nürnberger
    Bivariate Spline interpolation with optimal approximation order
    Constructive Approximation 17 (2): 181-208, 2001
  12. Günther Nürnberger, Larry L. Schumaker, and Frank Zeilfelder
    Local Lagrange interpolation by bivariate cubic C¹ splines
    In: Mathematical Methods for Curves and Surfaces: Oslo 2000, Oslo, Norway, June, 30 - Juli, 6, 2001, 393-403
  13. Günther Nürnberger and Frank Zeilfelder
    Local Lagrange interpolation on Powell-Sabin triangulations and terrain modelling
    In: Recent Progress in Multivariate Approximation: 4th International Conference, Witten-Bommerholz (Germany), September 2000, Witten, Germany, September 22 - September 30, 2001, 227-244
  14. Frank Zeilfelder and Günther Nürnberger
    Local Lagrange Interpolation by Cubic Splines on a Class of Triangulations
    In: Trends in Approximation Theory, Nashville, USA, May, 17 - May, 20, 2001, 333-350
  15. Frank Zeilfelder, Oleg Davydov, and Günther Nürnberger
    Interpolation by splines on triangulations
    In: New Developments in Approximation Theory. 2nd International Dortmund Meeting (IDoMAT) ’98, Witten, Germany, February, 23 - 27, 1998, 1999, 49-70
  16. Oleg Davydov, Günther Nürnberger, and Frank Zeilfelder
    Cubic Spline Interpolation on Nested Polygon Triangulations
    In: Curve and Surface Fitting, Saint-Malo 1999, Saint Malo, July 1-8, 1999, 2000, 161-170
  17. Günther Nürnberger and Frank Zeilfelder
    Developments in bivariate spline interpolation
    Journal of Computational and Applied Mathematics 120 (1/2): 125-152, 2000
  18. Günther Nürnberger and Frank Zeilfelder
    Interpolation by spline spaces on classes of triangulations
    Journal of Computational and Applied Mathematics 119 (1/2): 347-376, 2000