[collection of articles presented at the Advanced Course on "Automatic Fairing and Shape-Perserving Methodologies for CAD/CAM" held at Pfalz Akademie, Lambrecht (near Kaiserslautern), Germany, during the period of March 25th to 29th, 1996]
First Statement of Responsibility
ed. by Josef Hoschek ...
.PUBLICATION, DISTRIBUTION, ETC
Place of Publication, Distribution, etc.
Stuttgart Teubner
Date of Publication, Distribution, etc.
1996
PHYSICAL DESCRIPTION
Specific Material Designation and Extent of Item
288 Seiten Illustrationen, Diagramme 24 cm
GENERAL NOTES
Text of Note
Literaturangaben
CONTENTS NOTE
Text of Note
Fairing and Shape Preserving of Curves - Experiences in CurveFairing - Co-Convexivity preserving Curve Interpolation - Shape Preserving Interpolation by Planar Curves - Shape Preserving Interpolation by Curves in Three Dimensions - A coparative study of two curve fairing methods in Tribon Initial Design Fairing Curves and Surfaces Fairing of B-Spline Curves and Surfaces - Declarative Modeling of fair shapes: An additional approach to curves and surfaces computations Shape Preserving of Curves and Surfaces Shape preserving interpolation with variable degree polynomial splines Fairing of Surfaces Functional Aspects of Fairness - Surface design based on brightness intensity or isophotes-theory and practice - Fair surface blending, an overview of industrial problems - Multivariate Splines with Convex-B-Patch Control Nets are Convex Shape Preserving of Surfaces Parametrizing Wing Surfaces using Partial Differential Equations - Algorithms for convexity preserving interpolation of scattered data - Abstract schemes for functional shape-preserving interpolation - Tensor Product Spline Interpolation subject to Piecewise Bilinear Lower and Upper Bounds - Construction of Surfaces by Shape Preserving Approximation of Contour Data-B-Spline Approximation with Energy constraints - Curvature approximation with application to surface modelling - Scattered Data Approximation with Triangular B-Splines Benchmarks Benchmarking in the area of Planar Shape Preserving Interpolation - Benchmark Processes in the Aerea of Shape - Constrained Approximation
TOPICAL NAME USED AS SUBJECT
Computer-aided design -- Congresses
Curves, Algebraic -- Data processing -- Congresses