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Computational Methods for Algebraic Spline Surfaces : ESF Exploratory Workshop
Overview of attention for book
Table of Contents
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Book Overview
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Chapter 1
Approximate Parametrisation of Confidence Sets
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Chapter 2
Challenges in Surface-Surface Intersections
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Chapter 3
Computing the Topology of Three-Dimensional Algebraic Curves
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Chapter 4
Distance Properties of ∈-Points on Algebraic Curves
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Chapter 5
Distance Separation Measures Between Parametric Curves and Surfaces Toward Intersection and Collision Detection Applications
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Chapter 6
Elementary Theory of Del Pezzo Surfaces
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Chapter 7
The Geometry of the Tangent Developable
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Chapter 8
Computational Methods for Algebraic Spline Surfaces
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Chapter 9
Polynomial C 2 Spline Surfaces Guided by Rational Multisided Patches
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Chapter 10
A Recursive Taylor Method for Algebraic Curves and Surfaces
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Chapter 11
Self-Intersection Problems and Approximate Implicitization
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Chapter 12
Singularities of Some Projective Rational Surfaces
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Chapter 13
On the Shape Effect of a Control Point: Experimenting with NURBS Surfaces
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Chapter 14
Third Order Invariants of Surfaces
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Chapter 15
Universal Rational Parametrizations and Spline Curves on Toric Surfaces
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Chapter 16
Panel Discussion
Overall attention for this book and its chapters
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Mentioned by
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institution with syllabi
Citations
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5
Dimensions
Readers on
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Mendeley
Book overview
1. Approximate Parametrisation of Confidence Sets
2. Challenges in Surface-Surface Intersections
3. Computing the Topology of Three-Dimensional Algebraic Curves
4. Distance Properties of ∈-Points on Algebraic Curves
5. Distance Separation Measures Between Parametric Curves and Surfaces Toward Intersection and Collision Detection Applications
6. Elementary Theory of Del Pezzo Surfaces
7. The Geometry of the Tangent Developable
8. Computational Methods for Algebraic Spline Surfaces
9. Polynomial C 2 Spline Surfaces Guided by Rational Multisided Patches
10. A Recursive Taylor Method for Algebraic Curves and Surfaces
11. Self-Intersection Problems and Approximate Implicitization
12. Singularities of Some Projective Rational Surfaces
13. On the Shape Effect of a Control Point: Experimenting with NURBS Surfaces
14. Third Order Invariants of Surfaces
15. Universal Rational Parametrizations and Spline Curves on Toric Surfaces
16. Panel Discussion
Summary
Syllabi
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