Mathematics of Surfaces XIII

Table of Contents

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   Book Overview
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   Chapter 1 Computing Isophotes on Free-Form Surfaces Based on Support Function Approximation
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   Chapter 2 Swept Volume Parameterization for Isogeometric Analysis
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   Chapter 3 Numerical Checking of C 1 for Arbitrary Degree Quadrilateral Subdivision Schemes
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   Chapter 4 The Invariant Functions of the Rational Bi-cubic Bézier Surfaces
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   Chapter 5 Crazy Cuts: Dissecting Planar Shapes into Two Identical Parts
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   Chapter 6 Piecewise Rational Manifold Surfaces with Sharp Features
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   Chapter 7 Deriving Box-Spline Subdivision Schemes
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   Chapter 8 Geometric Characterizations of Graphs Using Heat Kernel Embeddings
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    Chapter 9 Compressive Algorithms—Adaptive Solutions of PDEs and Variational Problems
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    Chapter 10 Symmetry-Aware Mesh Processing
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    Chapter 11 Recent Advances in Computational Conformal Geometry
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    Chapter 12 Finite Curvature Continuous Polar Patchworks
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    Chapter 13 A New Approach to Point Membership Classification in B-rep Solids
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    Chapter 14 Probabilistic Modeling and Visualization of the Flexibility in Morphable Models
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    Chapter 15 Parameterizing Singularities of Positive Integral Index
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    Chapter 16 Two Step Time Discretization of Willmore Flow
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    Chapter 17 Surface Triangulation and the Downstream Effects on Flattening
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    Chapter 18 On Mesh Editing, Manifold Learning, and Diffusion Wavelets
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    Chapter 19 Gradient Approximation on Uniform Meshes by Finite Differences and Cubic Spline Interpolation
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    Chapter 20 Metric Methods in Surface Triangulation
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    Chapter 21 Setback Vertex Blends in Digital Shape Reconstruction
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    Chapter 22 Learning a Self-organizing Map Model on a Riemannian Manifold
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    Chapter 23 Surface Quasi-Conformal Mapping by Solving Beltrami Equations