Mathematical Methods for Curves and Surfaces
M. Daehlen, T. Lyche, and
L. L. Schumaker
(eds.)
Vanderbilt University Press 1995
ISBN 8265-1268-2
NOTE: The links in this document are to postscript files.
Their average size is about 150K. However, a number of the
papers include postscript figures, and their sizes range up
to 7MB. Files larger than 1MB are marked with a #
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- Preface
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Participants
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Contents
- * Rachid Ait Haddou and Luc Biard:
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G2 Approximation of an Offset Curve by Tschirnhausen Quartics
- * Peter Alfeld, Marian Neamtu, and Larry L. Schumaker:
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Circular Bernstein-Bezier Polynomials
- * M. Atteia and H. Jaouni:
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The Construction of a Basis of Periodic Wavelets
- # Cristin Barghiel, Richard Bartels and David Forsey:
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Pasting Spline Surfaces
- * M. Bozzini and L. Lenarduzzi:
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Recovering a Function with Discontinuities in Dimension Two
- * G. Brunnett, P.~E. Crouch and F. Silva Leite
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Spline Elements on Spheres
- * M. D. Buhmann, F. Derrien and A. Le Mehaute
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Spectral Properties and Knot Removal for Interpolation
by Pure Radial Sums
- * J. M. Carnicer, M. Garcia and J. M. Pena
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Convex Curves from Convex Control Polygons
- * Paul de Faget de Casteljau
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Courbes et Profils Esthetiques contre Fonctions Orthogonales
- * W. L. F. Degen
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High Accuracy Approximation of Parametric Curves
- # George C. Donovan, Jeffrey S. Geronimo and Douglas P. Hardin
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A Class of Orthogonal Multiresolution Analyses in 2D
- * N. Dyn, J.~A. Gregory and D. Levin
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Piecewise Uniform Subdivision Schemes
- * M. Ellens and E. Cohen
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An Approach to C^(-1) and C^(0) Feature Lines
- * G. Farin
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The Geometry of C^1 Projective Curves and Surfaces
- # Gregory E. Fasshauer
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Adaptive Least Squares Fitting with Radial Basis Functions
on the Sphere
- * M. S. Floater
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Rational Cubic Implicitization
- * Tim N. T. Goodman
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Bernstein-Schoenberg Operators
- # Baining Guo
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Avoiding Topological Anomalies in Quadric Surface Patches
- * A. W. Habib and R. N. Goldman
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Notions of Geometric Continuity Based on Geometric Invariants
- # Jan Hadenfeld
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Local Energy Fairing of B--Spline Surfaces
- * Mark A. Halstead, Brian A. Barsky, Stanley A. Klein
and Robert B. Mandell
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Geometric Modeling of the Cornea Using Videokeratography
- * T. Hermann, G. Lukacs and T. Varady
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Techniques for Variable Radius Rolling Ball Blends
- * Christoph M. Hoffmann and Jorg Peters
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Geometric Constraints for CAGD
- * Josef Hoschek and Helmut Pottmann
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Interpolation and Approximation with Developable B--Spline Surfaces
- * Armin Iske
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Characterization of Function Spaces Associated with
Conditionally Positive Definite Functions
- * B. Juttler
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Spatial Rational Motions and their Application
in Computer Aided Geometric Design
- * Leif Kobbelt
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Interpolatory Refinement as a Low Pass Filter
- * Leif Kobbelt and Hartmut Prautzsch
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Approximating the Length of a Spline by its Control Polygon
- * Andreas Kolb, Helmut Pottmann, and Hans-Peter Seidel
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Surface Reconstruction Based Upon Minimal Norm Networks
- * Suresh Lodha and Ron Goldman
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Duality between Degree Elevation and Differentiation
for B-bases and L-bases
- * Weiyin Ma and Jean-Pierre Kruth
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NURBS Curve and Surface Fitting and Interpolation
- * Stephen Mann
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Using Local Optimization in Surface Fitting
- * C. Manni and P. Sablonniere
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C^1 Comonotone Hermite Interpolation via Parametric Surfaces
- * A. Markus, G. Renner and J. Vancza
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Genetic Algorithms in Free Form Curve Design
- * Marie-Laurence Mazure
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Blossoming of Chebyshev Splines
- * Even Mehlum
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Appell and the Apple (Nonlinear Splines in Space)
- * Knut Morken
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Parametric Interpolation by Quadratic Polynomials in the Plane
- * M. Pasadas, M. C. Lopez de Silanes and J. J. Torrens
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Approximation of Parametric Surfaces by Discrete Smoothing
D^m-splines with Tangent Conditions
- * Helmut Pottmann
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Studying NURBS Curves and Surfaces with Classical Geometry
- * M. J. D. Powell
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An Algorithm that Straightens and Smooths Piecewise Linear Curves
in Two Dimensions
- * Dirk-Jan Ripmeester
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Upper Bounds on the Dimension of Bivariate Spline Spaces
and Duality in the Plane
- * Paul Sablonniere and Driss Sbibih
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Some Families of B-splines with Hexagonal Support
on a Three-direction Mesh
- * R. Schaback
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Creating Surfaces from Scattered Data Using Radial Basis Functions
- * Thomas W. Sederberg and Eugene Greenwood
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Shape Blending of 2--D Piecewise Curves
- * Kenji Ueda
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Normalized Cyclide Bezier Patches
- * R. van Damme and L. Alboul
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Tight Triangulations
- * T. Varady and A. P. Rockwood
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Vertex Blending Based on the Setback Split
- * J. Warren
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Binary Subdivision Schemes for Functions over Irregular Knot Sequences
- * Frank Weller and Hans Hagen
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Tensor-Product Spline Spaces with Knot Segments
- * Zongmin Wu
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Characterization of Positive Definite Radial Functions