Dæhlen, Morten (ed.); Floater, Michael (ed.); Lyche, Tom (ed.); Merrien, Jean-Louis (ed.); Mørken, Knut (ed.); Schumaker, Larry L. (ed.) Mathematical methods for curves and surfaces. 7th international conference, MMCS 2008, Tønsberg, Norway, June 26–July 1, 2008. Revised selected papers. (English) Zbl 1182.65006 Lecture Notes in Computer Science 5862. Berlin: Springer (ISBN 978-3-642-11619-3/pbk). ix, 445 p. (2010). Show indexed articles as search result. The articles of this volume will be reviewed individually. The preceding conference has been reviewed (see Zbl 1065.65003).Indexed articles:Bae, Egil; Weickert, Joachim, Partial differential equations for interpolation and compression of surfaces, 1-14 [Zbl 1274.65025]Bartoň, Michael; Jüttler, Bert; Wang, Wenping, Construction of rational curves with rational rotation-minimizing frames via Möbius transformations, 15-25 [Zbl 1274.65026]Béla, Szilvia; Jüttler, Bert, Fat arcs for implicitly defined curves, 26-40 [Zbl 1274.65027]Bobach, Tom; Constantiniu, Alexandru; Steinmann, Paul; Umlauf, Georg, Geometric properties of the adaptive Delaunay tessellation, 41-54 [Zbl 1274.65057]Bommes, David; Vossemer, Tobias; Kobbelt, Leif, Quadrangular parameterization for reverse engineering, 55-69 [Zbl 1274.65030]Brodtkorb, André Rigland; Hagen, Trond Runar, A comparison of three commodity-level parallel architectures: multi-core CPU, Cell BE and GPU, 70-80 [Zbl 1274.65357]Carnicer, Jesús; Delgado, Jorge, Mean distance from a curve to its control polygon, 81-92 [Zbl 1274.65031]Costantini, Paolo; Pelosi, Francesca; Sampoli, Maria Lucia, Compactly supported splines with tension properties on a three-direction mesh, 93-110 [Zbl 1274.65032]Craciun, Gheorghe; García-Puente, Luis David; Sottile, Frank, Some geometrical aspects of control points for toric patches, 111-135 [Zbl 1274.65033]Delgado, Jorge; Peña, Juan Manuel, A comparison of different progressive iteration approximation methods, 136-152 [Zbl 1274.65034]Destelle, François; Gérot, Cédric; Montanvert, Annick, A topological lattice refinement descriptor for subdivision schemes, 153-177 [Zbl 1274.65035]Dubuc, Serge, Subdivision schemes and norms, 178-193 [Zbl 1274.65036]Farouki, Rida T.; Giannelli, Carlotta; Sestini, Alessandra, Geometric design using space curves with rational rotation-minimizing frames, 194-208 [Zbl 1274.65037]Fortes, Miguel A.; González, Pedro; Moncayo, Maria; Pasadas, Miguel, Multiresolution analysis for minimal energy \(C ^{r }\)-surfaces on Powell-Sabin type meshes, 209-223 [Zbl 1274.65038]Franchini, Elena; Morigi, Serena; Sgallari, Fiorella, Segmentation of 3D tubular structures by a PDE-based anisotropic diffusion model, 224-241 [Zbl 1274.65058]Gérot, Cédric; Destelle, François; Montanvert, Annick, Smoothing the antagonism between extraordinary vertex and ordinary neighbourhood on subdivision surfaces, 242-260 [Zbl 1274.65039]Hjelmervik, Jon Mikkelsen; Léon, Jean-Claude, Simplification of FEM-models on Cell BE, 261-273 [Zbl 1274.65040]Ivrissimtzis, Ioannis, Effects of noise on quantized triangle meshes, 274-284 [Zbl 1274.65041]Lávička, Miroslav; Bastl, Bohumír; Šír, Zbyněk, Reparameterization of curves and surfaces with respect to their convolution, 285-298 [Zbl 1274.65044]Peters, Jörg; Karčiauskas, Kęstutis, An introduction to guided and polar surfacing, 299-315 [Zbl 1274.65049]Pitolli, Francesca; Bretti, Gabriella, An iterative algorithm with joint sparsity constraints for magnetic tomography, 316-328 [Zbl 1274.65062]Remogna, Sara, Constructing good coefficient functionals for bivariate \(C ^{1}\) quadratic spline quasi-interpolants, 329-346 [Zbl 1274.65016]Rieger, Christian; Schaback, Robert; Zwicknagl, Barbara, Sampling and stability, 347-369 [Zbl 1274.65022]Sablonnière, Paul, Shape preserving Hermite interpolation by rational biquadratic splines, 370-384 [Zbl 1274.65017]Saunders, Bonita; Wang, Qiming, Tensor product B-spline mesh generation for accurate surface visualizations in the NIST digital library of mathematical functions, 385-393 [Zbl 1274.65051]Šír, Zbyněk; Kosinka, Jiří, Low degree Euclidean and Minkowski Pythagorean hodograph curves, 394-418 [Zbl 1274.65024]Speleers, Hendrik; Dierckx, Paul; Vandewalle, Stefan, On the local approximation power of quasi-hierarchical Powell-Sabin splines, 419-433 [Zbl 1274.65020]Yoshida, Norimasa; Fukuda, Ryo; Saito, Takafumi, Logarithmic curvature and torsion graphs, 434-443 [Zbl 1274.65054] Cited in 2 Reviews MSC: 65-06 Proceedings, conferences, collections, etc. pertaining to numerical analysis 65D17 Computer-aided design (modeling of curves and surfaces) 65D18 Numerical aspects of computer graphics, image analysis, and computational geometry 00B25 Proceedings of conferences of miscellaneous specific interest Citations:Zbl 1065.65003 PDFBibTeX XMLCite \textit{M. Dæhlen} (ed.) et al., Mathematical methods for curves and surfaces. 7th international conference, MMCS 2008, Tønsberg, Norway, June 26--July 1, 2008. Revised selected papers. Berlin: Springer (2010; Zbl 1182.65006) Full Text: DOI