default search action
Google
Google Scholar
Semantic Scholar
Internet Archive Scholar
CiteSeerX
ORCIDComputer Aided Geometric Design, Volume 19
Volume 19, Number 1, January 2002
- Mohamed F. Hassan, Ioannis P. Ivrissimtzis, Neil A. Dodgson
, Malcolm A. Sabin:
An interpolating 4-point C2 ternary stationary subdivision scheme. 1-18 - Volker Weiss, László Andor, Gábor Renner, Tamás Várady:
Advanced surface fitting techniques. 19-42 - Tait S. Smith, Rida T. Farouki, Mohammad al-Kandari, Helmut Pottmann:
Optimal slicing of free-form surfaces. 43-64 - Thomas Hermann:
Degree elevation for generalized Poisson functions. 65-70 - Mahendra Kumar Jena, P. Shunmugaraj, P. C. Das:
A subdivision algorithm for trigonometric spline curves. 71-88
Volume 19, Number 2, February 2002
- Chandrajit L. Bajaj, Guoliang Xu, Robert J. Holt, Arun N. Netravali:
Hierarchical multiresolution reconstruction of shell surfaces. 89-112 - Jörg Peters:
C2 free-form surfaces of degree (3, 5). 113-126 - Marc Vigo Anglada, Núria Pla Garcia, Josep Cotrina Navau:
Regular triangulations of dynamic sets of points. 127-149 - Falai Chen, Thomas W. Sederberg:
A new implicit representation of a planar rational curve with high order singularity. 151-167
Volume 19, Number 3, March 2002
- Marc Alexa:
Refinement operators for triangle meshes. 169-172 - Pál Benkö, Géza Kós, Tamás Várady, László Andor, Ralph R. Martin:
Constrained fitting in reverse engineering. 173-205 - H. P. Dikshit, Anupam Ojha:
On C1-continuity of Wachspress quadrilateral patches. 207-222 - Jaime Gutierrez, Rosario Rubio San Miguel, Josef Schicho:
Polynomial parametrization of curves without affine singularities. 223-234
Volume 19, Number 4, April 2002
- Ioannis P. Ivrissimtzis, Neil A. Dodgson, Malcolm A. Sabin, Mohamed F. Hassan:
The refinability of the four point scheme. 235-238 - Voon Pang Kong, B. H. Ong:
Shape preserving F3 curve interpolation. 239-256 - John E. Lavery:
Shape-preserving, multiscale interpolation by univariate curvature-based cubic L1 splines in Cartesian and polar coordinates. 257-273 - Carlos F. Borges, Tim Pastva:
Total least squares fitting of Bézier and B-spline curves to ordered data. 275-289 - Esmeralda Mainar, Juan Manuel Peña:
A basis of C-Bézier splines with optimal properties. 291-295
Volume 19, Number 5, May 2002
- Lian Fang:
A rational quartic Bézier representation for conics. 297-312 - Jesús M. Carnicer, Marta García-Esnaola:
Lagrange interpolation on conics and cubics. 313-326 - Ana Marco, José-Javier Martínez:
Implicitization of rational surfaces by means of polynomial interpolation. 327-344 - Panagiotis D. Kaklis, Alexandros I. Ginnis:
Planar C2 cubic spline interpolation under geometric boundary conditions. 345-363
Volume 19, Number 6, June 2002
- Guodong Chen, Guo-Jin Wang:
Optimal multi-degree reduction of Bézier curves with constraints of endpoints continuity. 365-377 - Yonggang Lü, Guozhao Wang, Xunnian Yang:
Uniform hyperbolic polynomial B-spline curves. 379-393 - Rida T. Farouki, Mohammad al-Kandari, Takis Sakkalis:
Structural invariance of spatial Pythagorean hodographs. 395-407 - Ligang Liu, Guojin Wang:
Explicit matrix representation for NURBS curves and surfaces. 409-419 - Rachid Ait-Haddou, Luc Biard, Michael A. Slawinski:
Minimizing blossoms under symmetric linear constraints. 421-431 - Richard R. Patterson:
Using duality to implicitize and find cusps and inflection points of Bézier curves. 433-444 - Javier Sánchez-Reyes:
p-Bézier curves, spirals, and sectrix curves. 445-464 - Choong-Gyoo Lim:
Universal parametrization in constructing smoothly-connected B-spline surfaces. 465-478
Volume 19, Number 7, July 2002
- Rainer Müller:
Universal parametrization and interpolation on cubic surfaces. 479-502 - Xuli Han:
Quadratic trigonometric polynomial curves with a shape parameter. 503-512 - Xiuzi Ye, Yiyu Cai, Chee-Kong Chui, James H. Anderson:
Constructive modeling of G1 bifurcation. 513-531 - Prosenjit Bose, Suneeta Ramaswami, Godfried T. Toussaint, Alain Turki:
Experimental results on quadrangulations of sets of fixed points. 533-552 - Ralph R. Martin, Huahao Shou, Irina Voiculescu, Adrian Bowyer, Guojin Wang:
Comparison of interval methods for plotting algebraic curves. 553-587 - Stephen Mann:
Adjusting control points to achieve continuity. 589-602
Volume 19, Number 8, October 2002
- Hyeong In Choi, Chang Yong Han:
Euler-Rodrigues frames on spatial Pythagorean-hodograph curves. 603-620 - Ronald N. Goldman, Géraldine Morin:
The affine invariant analytic blossom. 621-623 - Dieter Lasser:
Tensor product Bézier surfaces on triangle Bézier surfaces. 625-643 - Caiming Zhang, Fuhua Cheng:
Triangular patch modeling using combination method. 645-662 - Rachid Ait-Haddou, Walter Herzog:
Convex subdivision of a Bézier curve. 663-671 - Jaime Gutierrez, Rosario Rubio San Miguel, Josef Schicho:
Corrigendum to: "Polynomial parametrization of curves without affine singularities": [Computer Aided Geometric Design 19(3) (2002) 223-234]. 673
Volume 19, Number 9, December 2002
- Udo Diewald, Serena Morigi, Martin Rumpf:
A cascadic geometric filtering approach to subdivision. 675-694 - I. Gansca, Willem F. Bronsvoort, G. Coman, L. Tambulea:
Self-intersection avoidance and integral properties of generalized cylinders. 695-707 - Byung-Gook Lee, Yunbeom Park, Jaechil Yoo:
Application of Legendre-Bernstein basis transformations to degree elevation and degree reduction. 709-718 - Laureano González-Vega, Ioana Necula:
Efficient topology determination of implicitly defined algebraic plane curves. 719-743
manage site settings
To protect your privacy, all features that rely on external API calls from your browser are turned off by default. You need to opt-in for them to become active. All settings here will be stored as cookies with your web browser. For more information see our F.A.Q.
last updated on 2025-07-25 19:08 CEST by the dblp team
all metadata released as open data under CC0 1.0 license
see also: Terms of Use | Privacy Policy | Imprint
dblp was originally created in 1993 at:
since 2018, dblp has been operated and maintained by:
the dblp computer science bibliography is funded and supported by:
