Designing Fair Curves and Surfaces

Part I. Fairing Point Sets and Curves. 1. Approximation with Aesthetic Constraints H. G. Burchard, J. A. Ayers, W. H. Frey and N. S. Sapidis; 2. Curvature Integration through Constrained Optimization Alan K. Jones; 3. Automatic Fairing of Point Sets M. Eck and R. Jaspert; 4. Tight String Method to Fair Piecewise Linear Curves Mark Feldman; Part II. Designing Fair Surfaces: 5. Measures of Fairness for Curves and Surfaces John Roulier and Thomas Rando; 6. Minimum Variation Curves and Surfaces for Computer-Aided Geometric Design Henry P. Moreton and Carlo H. S‚quin; 7. Convexity Preserving Surface Interpolation Tim Gallagher and Bruce Piper; Part III. Interactive Techniques for Aesthetic Surface Design: 8. The Highlight Band, a Simplified Reflection Model for Interactive Smoothness Evaluation K .P. Beier and Y. Chen; 9. Interactive Design Using Partial Differential Equations M. I. G. Bloor and M. J. Wilson; 10. Polynomial Splines of Nonuniform Degree: Controlling Convexity and Fairness A. I. Ginnis, P. D. Kaklis, and N. S. Sapidis; Part IV. Special Applications: 11. Constructing C1 Surfaces of Arbitrary Topology Using Biquadratic and Bicubic Splines Jorg Peters; 12. A Convolution Approach to N-Sided Patches and Vertex Blending Yan Zhao and Alyn Rockwood.