- Degree elevation for p-Bezier curves G.Casciola S.Morigi y
- L'ALGORITMO PAM NELLA MODELLAZIONE CON SUPERFICI SPLINE IN COORDINATE SFERICHE
- University of Bologna -Department of Mathematics Piazza di Porta S.Donato, 5 -40127 -Bologna
- Circle as a p-spline curve G.Casciola and S.Morigi
- University of Bologna -Department of Mathematics Piazza di Porta S.Donato, 5 -40127 -Bologna
- A non-stationary uniform tension controlled interpolating 4-point scheme
- Shape Preserving Surface Reconstruction using Locally Anisotropic Radial Basis Function
- Fast surface reconstruction and hole filling using positive definite Radial Basis Functions
- A Recurrence Relation for Rational B-Splines Giulio Casciola
- University of Bologna -Department of Mathematics Piazza di Porta S.Donato, 5 -40127 -Bologna
- Degree elevation for single-valued curves in polar coordinates
- Spline curves in polar and Cartesian coordinates
- University of Bologna -Department of Mathematics Piazza di Porta S.Donato, 5 -40127 -Bologna
- University of Bologna -Department of Mathematics Piazza di Porta S.Donato, 5 -40127 -Bologna
- Rational Interpolants with Tension Parameters Giulio Casciola and Lucia Romani
- Eurographics Italian Chapter July 11-12-2002 XCMODEL 3.0 --AN ACADEMIC
- University of Bologna -Department of Mathematics Piazza di Porta S.Donato, 5 -40127 -Bologna
- IL PROBLEMA SSI NELLA MODELLAZIONE SOLIDA CON SUPERFICI NURBS
- International Journal of Shape Modeling, Vol. 2, No. 2&3 (1996) 103{116 fc World Scienti c Publishing Company
- A New Approach to Perspective Views of Spherical Coordinate Functions
- A Piecewise Rational Quintic Hermite Interpolant for Use in CAGD
- Sulle Dynamic NURBS e la simulazione di processi dinamici
- University of Bologna -Department of Mathematics Piazza di Porta S.Donato, 5 -40127 -Bologna
- Shape approx. Interpolation
- University of Bologna -Department of Mathematics Piazza di Porta S.Donato, 5 -40127 -Bologna
- University of Bologna -Department of Mathematics Piazza di Porta S.Donato, 5 -40127 -Bologna
- Modelling of curves and surfaces in polar and Cartesian coordinates
- University of Bologna -Department of Mathematics Piazza di Porta S.Donato, 5 -40127 -Bologna
- XCCURV: UN SISTEMA PER LA MODELLAZIONE GEOMETRICA DI
