In this paper we present a novel subdivision scheme that can produce a nice-looking interpolation of the control points of the initial polyline, giving the possibility of adjusting the local shape of the limit curve by choosing a set of tension parameters associated with the polyline edges. If compared with the other existing methods, the proposed model is the only one that allows to exactly reproduce conic section arcs of arbitrary length, create a variety of shape effects like bumps and flat edges, and mix them in the same curve in an unrestricted way. While this is impossible using existing 4-point interpolatory schemes, it can be easily done here, since the proposed subdivision scheme is non-stationary and non-uniform at the same time.
Beccari, C., Casciola, G., & Romani, L. (2006). Interpolatory Subdivision Curves with Local Shape Control. In Full Papers Proceedings of WSCG'2006 (pp.43-50). University of West Bohemia.
Citazione: | Beccari, C., Casciola, G., & Romani, L. (2006). Interpolatory Subdivision Curves with Local Shape Control. In Full Papers Proceedings of WSCG'2006 (pp.43-50). University of West Bohemia. |
Tipo: | slide + paper |
Carattere della pubblicazione: | Scientifica |
Presenza di un coautore afferente ad Istituzioni straniere: | No |
Titolo: | Interpolatory Subdivision Curves with Local Shape Control |
Autori: | Beccari, C; Casciola, G; Romani, L |
Autori: | |
Data di pubblicazione: | 2006 |
Lingua: | English |
Nome del convegno: | The 14-th International Conference in Central Europe on Computer Graphics, Visualization and Computer Vision (WSCG) |
ISBN: | 80-86943-03-8 |
Appare nelle tipologie: | 02 - Intervento a convegno |