| 2009 | ||
|---|---|---|
| j7 | Hendrik Speleers, Paul Dierckx, Stefan Vandewalle: Quasi-hierarchical Powell-Sabin B-splines. Computer Aided Geometric Design 26(2): 174-191 (2009) | |
| 2008 | ||
| c2 | Hendrik Speleers, Paul Dierckx, Stefan Vandewalle: On the Local Approximation Power of Quasi-Hierarchical Powell-Sabin Splines. MMCS 2008: 419-433 | |
| 2007 | ||
| j6 | Hendrik Speleers, Paul Dierckx, Stefan Vandewalle: Weight control for modelling with NURPS surfaces. Computer Aided Geometric Design 24(3): 179-186 (2007) | |
| 2006 | ||
| j5 | Hendrik Speleers, Paul Dierckx, Stefan Vandewalle: Local subdivision of Powell-Sabin splines. Computer Aided Geometric Design 23(5): 446-462 (2006) | |
| 2004 | ||
| j4 | Evelyne Vanraes, Joris Windmolders, Adhemar Bultheel, Paul Dierckx: Automatic construction of control triangles for subdivided Powell-Sabin splines. Computer Aided Geometric Design 21: 671-682 (2004) | |
| 2002 | ||
| c1 | Evelyne Vanraes, Joris Windmolders, Adhemar Bultheel, Paul Dierckx: Dyadic and \sqrt 3 - subdivision for Uniform Powell-Sabin Splines. IV 2002: 639-643 | |
| 1999 | ||
| j3 | Joris Windmolders, Paul Dierckx: Subdivision of uniform Powell-Sabin splines. Computer Aided Geometric Design 16(4): 301-315 (1999) | |
| 1997 | ||
| j2 | Paul Dierckx: On calculating normalized Powell-Sabin B-splines. Computer Aided Geometric Design 15(1): 61-78 (1997) | |
| 1989 | ||
| j1 | Paul Dierckx, Bart Tytgat: Generating the Bézier points of a -spline curve. Computer Aided Geometric Design 6(4): 279-291 (1989) | |
| 1 | Adhemar Bultheel | |
| 2 | Hendrik Speleers | |
| 3 | Bart Tytgat | |
| 4 | Stefan Vandewalle | |
| 5 | Evelyne Vanraes | |
| 6 | Joris Windmolders |
Colors in the list of coauthors
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