Mathematical methods for curves and surfaces II. 2nd international conference, Lillehammer, Norway, July 3–8, 1997. (English) Zbl 0892.00046

Nashville, TN: Vanderbilt Univ. Press. xx, 556 p. (1998).

Show indexed articles as search result.

The articles of this volume will be reviewed individually. The preceding conference (1st, 1995) has been reviewed (see Zbl 0827.00050).
Indexed articles:
Albrecht, Gudrun, A practical classification method for rational quadratic Bézier triangles with respect to quadrics, 1-8 [Zbl 0904.65023]
Anderson, I. J.; Cox, M. G.; Forbes, A. B.; Mason, J. C.; Turner, D. A., An efficient and robust algorithm for solving the foot point problem, 9-16 [Zbl 0904.65019]
Baumgarten, Christoph; Farin, Gerald, Smooth rational cubic spline interpolation, 17-24 [Zbl 0904.65007]
Bogacki, Przemyslaw; Weinstein, Stanley E., Generalized Fréchet distance between curves, 25-32 [Zbl 0904.65018]
Brunnett, Guido; Wendt, Jörg, Elastic splines with tension control, 33-40 [Zbl 0904.65010]
Carnicer, J. M., Sign consistency and shape properties, 41-48 [Zbl 0904.65021]
Champion, R.; Lenard, C. T.; Mills, T. M., Actuarial science and variational splines, 49-54 [Zbl 0904.65011]
Conti, C.; Morandi, R.; Rabut, C., Shape-preserving quasi-interpolating univariate cubic splines, 55-62 [Zbl 0904.65012]
Conti, Costanza; Rabut, Christophe, A technique for the construction of generalized B-splines, 63-70 [Zbl 0904.65013]
Davydov, Oleg, Locally linearly independent basis for \(C^1\) bivariate splines of degree \(q\geq 5\), 71-78 [Zbl 0904.65014]
Dietz, Ulrich, Fair surface reconstruction from point clouds, 79-86 [Zbl 0904.65022]
Elsässer, Bernhard, Approximation with rational B-spline curves and surfaces, 87-94 [Zbl 0904.65020]
Farouki, Rida T.; Rampersad, Joanne, Cycles upon cycles: An anecdotal history of higher curves in science and engineering, 95-116 [Zbl 0904.65017]
Fasshauer, Gregory E.; Schumaker, Larry L., Scattered data fitting on the sphere, 117-166 [Zbl 0904.65015]
Feng, Yu Yu; Kozak, Jernej, On spline interpolation of space data, 167-174 [Zbl 0904.65008]
Fiorot, J.-C.; Gibaru, O., The smooth \(G^2\) filling of a rectangular patch hole joining four heterogeneous surfaces, 175-182 [Zbl 0905.65023]
Floater, Michael S., Local and global convexity preservation, 183-190 [Zbl 1004.65023]
Goodman, T. N. T.; Lee, S. L., Convergence of cascade algorithms, 191-212 [Zbl 0905.65136]
Goodman, T. N. T.; Lee, S. L., Refinable vectors of spline functions, 213-220 [Zbl 0905.65137]
Gravesen, Jens, De Casteljau’s algorithm revisited, 221-228 [Zbl 0905.65015]
Hamann, Bernd; Jordan, Benjamin W., Triangulations from repeated bisection, 229-236 [Zbl 0905.65143]
Hartmann, Erich, The normal form of a planar curve and its application to curve design, 237-244 [Zbl 0905.65016]
Hegland, Markus; Roberts, Stephen; Altas, Irfan, Finite element thin plate splines for data mining applications, 245-252 [Zbl 0905.65010]
Hoschek, Josef; Dietz, Ulrich; Wilke, Wilhelm, A geometric concept of reverse engineering of shape: Approximation and feature lines, 253-262 [Zbl 0905.65024]
Jüttler, Bert, Convex surface fitting with parametric Bézier surfaces, 263-270 [Zbl 0905.65011]
Kimmel, Ron, A natural geometric norm for multi-channel image processing, 271-278 [Zbl 0901.68216]
Kobbelt, Leif, Fairing by finite difference methods, 279-286 [Zbl 0905.65025]
Kocić, Ljubiša M.; Simoncelli, Alba Chiara, Towards free-form fractal modelling, 287-294 [Zbl 0905.65026]
Kouibia, A.; Pasadas, M.; Torrens, J. J., Fairness approximation by modified discrete smoothing \(D^m\)-splines, 295-302 [Zbl 0905.65027]
Kuroda, Mitsuru; Higashi, Masatake; Saitoh, Tsuyoshi; Watanabe, Yumiko; Kuragano, Tetsuzo, Interpolating curve with B-spline curvature function, 303-310 [Zbl 0905.65007]
Le Méhauté, A., Some families of triangular finite elements which can provide sequences of nested spaces, 311-318 [Zbl 0906.65108]
Lukács, Gábor; Andor, László, Computing natural division lines on free-form surfaces based on measured data, 319-326 [Zbl 0905.65028]
Mainar, E.; Peña, J. M., Evaluation and subdivision algorithms for totally positive systems, 327-334 [Zbl 0905.65017]
Mann, Stephen; Davidchuk, Matthew, A parametric hybrid triangular Bézier patch, 335-342 [Zbl 0905.65029]
Manni, C.; Sampoli, M. L., Comonotone parametric Hermite interpolation, 343-350 [Zbl 0905.65008]
Matsekewich, T.; Volpin, O.; Bercovier, M., “Discrete” \(G^1\) assembly of patches over irregular meshes, 351-358 [Zbl 0905.65030]
Mäurer, Christoph; Krasauskas, Rimvydas, Joining cyclide patches along quartic boundary curves, 359-366 [Zbl 0905.65031]
Paluszny, Marco; Bühler, Katja, Canal surfaces and inversive geometry, 367-374 [Zbl 0905.65032]
Plonka, Gerlind; Strela, Vasily, From wavelets to multiwavelets, 375-399 [Zbl 0905.65138]
Poliakoff, Janet F.; Wong, Yew Kee; Thomas, Peter D., An analysis of biarc algorithms for 2-D curves, 401-408 [Zbl 0905.65018]
Sabin, Malcolm, Two-sided patches suitable for inclusion in a B-spline surface, 409-416 [Zbl 0906.65016]
Schaback, Robert, Optimal geometric Hermite interpolation of curves, 417-428 [Zbl 0905.65009]
Scheuermann, Gerik; Hagen, Hans; Krüger, Heinz, An interesting class of polynomial vector fields, 429-436 [Zbl 0908.68206]
Schneider, Mike, Interpolation with developable strip-surfaces consisting of cylinders and cones, 437-444 [Zbl 0905.65033]
Seidel, Hans-Peter; Slusallek, Philipp; Stamminger, Marc, Global illumination computations with hierarchical finite element methods, 445-460 [Zbl 0901.68206]
Skytt, Vibeke, Boundary curves in reverse engineering, 461-468 [Zbl 0905.65034]
Sochen, Nir; Zeevi, Yehoshoua Y., Representation of images by surfaces and higher dimensional manifolds in non-Euclidean space, 469-476 [Zbl 0901.68217]
Torrens, J. J., Discrete smoothing \(D^m\)-splines: Applications to surface fitting, 477-484 [Zbl 0905.65012]
Ueda, Kenji, Spherical Pythagorean-hodograph curves, 485-492 [Zbl 0905.65019]
Ugail, Hassan; Bloor, Malcolm I. G.; Wilson, Michael J., On interactive design using the PDE method, 493-500 [Zbl 0905.65035]
Várady, Tamás; Hoffmann, Chris M., Vertex blending: Problems and solutions, 501-527 [Zbl 0905.65036]
Walker, Marshall, Adding constraints to Gordonesque surfaces, 529-536 [Zbl 0906.65017]
Wallner, Johannes, Generalized multiresolution analysis for arc splines, 537-544 [Zbl 0905.65020]
Westgaard, Geir; Heimann, Justus, Analysis and visualization of geometric curve properties, 545-552 [Zbl 0905.65021]

MSC:

00B25	Proceedings of conferences of miscellaneous specific interest
65-06	Proceedings, conferences, collections, etc. pertaining to numerical analysis
41-06	Proceedings, conferences, collections, etc. pertaining to approximations and expansions
68-06	Proceedings, conferences, collections, etc. pertaining to computer science

Keywords:

Lillehammer (Norway); Proceedings; Conference; Curves; Surfaces

Citations:

Zbl 0827.00050