Computational Methods for Algebraic Spline Surfaces

ESF Exploratory Workshop

  • Tor Dokken
  • Bert Jüttler
Conference proceedings

Table of contents

  1. Front Matter
    Pages I-VII
  2. G. Gatellier, A. Labrouzy, B. Mourrain, J. P. Técourt
    Pages 27-43
  3. Sonia Pérez-Díaz, Juana Sendra, J.Rafael Sendra
    Pages 45-61
  4. Josef Schicho
    Pages 77-94
  5. Pal Hermunn Johansen
    Pages 95-106
  6. Kȩstutis Karčciauskas, Jörg Peters
    Pages 119-134
  7. Huahao Shou, Ralph Martin, Guojin Wang, Adrian Bowyer, Irina Voiculescu
    Pages 135-154
  8. Panagiotis Kaklis, Spyridon Dellas
    Pages 183-192
  9. Jens Gravesen
    Pages 193-211
  10. Rimvydas Krasauskas, Margarita Kazakevičiūté
    Pages 213-231
  11. Pages 232-237

About these proceedings


The papers included in this volume provide an overview about the
state-of-the-art in approximative implicitization and various related
topics, including both the theoretical basis and the existing
computational techniques.  The novel idea of approximate
implicitization has strengthened the existing link between Computer
Aided Geometric Design and classical algebraic geometry. There is a
growing interest from researchers and professionals both in CAGD and
Algebraic Geometry, to meet and combine knowledge and ideas, in order
to better solve industrial--type challenges, as well as to initiate new
directions for basic research. This volume will support this exchange
of ideas between the various communities.


Algebra Algebraic Geometry Approximation Theory Computer Aided Geometric Design Invariant Numerical Methods Topology geometry

Authors and affiliations

  • Tor Dokken
    • 1
  • Bert Jüttler
    • 2
  1. 1.SINTEF Applied MathematicsOsloNorway
  2. 2.Institute of Applied GeometryJohannes Kepler UniversityLinzAustria

Bibliographic information