Advanced Course on FAIRSHAPE

Description

Inhalt 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