Page 31 - Geometric Modeling and Algebraic Geometry
P. 31
1 The GAIA Project 25
ˇ
53. Z. S´ ır. Approximate parametrisation of confidence sets. In Computational methods for
algebraic spline surfaces, pages 1–10. Springer, Berlin, 2005.
54. V. Skytt. Challenges in surface-surface intersections. In Computational methods for
algebraic spline surfaces, pages 11–26. Springer, Berlin, 2005.
55. V. Skytt. A recursive approach to surface-surface intersections. In Mathematical methods
for curves and surfaces: Tromsø 2004, Mod. Methods Math., pages 327–338. Nashboro
Press, Brentwood, TN, 2005.
56. J. B. Thomassen. Self-intersection problems and approximate implicitization. In Compu-
tational methods for algebraic spline surfaces, pages 155–170. Springer, Berlin, 2005.
57. J. B. Thomassen, P. H. Johansen, and T. Dokken. Closest points, moving surfaces, and
algebraic geometry. In Mathematical methods for curves and surfaces: Tromsø 2004,
Mod. Methods Math., pages 351–362. Nashboro Press, Brentwood, TN, 2005.
58. E. Wings and B. J¨uttler. Generating tool paths on surfaces for a numerically controlled
calotte cutting system. Computer-Aided Design, 36:325–331, 2004.
59. E. Wurm, B. J¨uttler, and M.-S. Kim. Approximate rational parameterization of implicitly
defined surfaces. In R. Martin, H. Bez, and M. Sabin, editors, Mathematics of Surfaces
XI, volume 3604 of LNCS, pages 434–447. Springer, 2005.
60. E. Wurm, J.B. Thomassen, B. J¨uttler, and T. Dokken. Comparative benchmarking of
methods for approximate parameterization. In M. Neamtu and M. Lucian, editors, Geo-
metric Modeling and Computing: Seattle 2003, pages 537–548. Nashboro Press, Brent-
wood, 2004.