NURBS with Extraordinary Points: High-degree, Non-uniform, Rational Subdivision Schemes
Thomas J. Cashman, Ursula H. Augsdörfer, Neil A. Dodgson, Malcolm A. Sabin
In ACM Transactions on Graphics, 28(3), July 2009.
Abstract: We present a subdivision framework that adds extraordinary vertices to NURBS of arbitrarily high degree. The surfaces can represent any odd degree NURBS patch exactly. Our rules handle non-uniform knot vectors, and are not restricted to midpoint knot insertion. In the absence of multiple knots at extraordinary points, the limit surfaces have bounded curvature.
Article URL: http://doi.acm.org/10.1145/1531326.1531352
BibTeX format:
@article{Cashman:2009:NWE,
  author = {Thomas J. Cashman and Ursula H. Augsdörfer and Neil A. Dodgson and Malcolm A. Sabin},
  title = {NURBS with Extraordinary Points: High-degree, Non-uniform, Rational Subdivision Schemes},
  journal = {ACM Transactions on Graphics},
  volume = {28},
  number = {3},
  pages = {46:1--46:9},
  month = jul,
  year = {2009},
}
Search for more articles by Thomas J. Cashman.
Search for more articles by Ursula H. Augsdörfer.
Search for more articles by Neil A. Dodgson.
Search for more articles by Malcolm A. Sabin.

Return to the search page.


graphbib: Powered by "bibsql" and "SQLite3."