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1 Introduction
2 Preliminaries
3 Hermite and Cubic Spline Interpolation
4 A Simple Approximation Technique - Uniform Cubic B-splines
5 Splines in a More General Setting
6 The One-Sided Basis
7 Divided Differences
8 General B-splines
9 B-spline Properties
10 Bezier Curves
11. Knot Insertion
12 The Oslo Algorithm
13 Parametric vs. Geometric Continuity
14 Uniformly-Shaped Beta-spline Surfaces
15 Geometric Continuity, Reparametrization, and the Chain Rule
16 Continuously-Shaped Beta-splines
17 An Explicity Formulation for Cubic Beta-splines
18 Discretely-Shaped Beta-splines
19 B-spline Representations for Beta-splines
20 Rendering and Evaluation
21 Selected Applications
| Price | Condition | Delivery | Seller | Action |
| $99.99 | Digital |
| WonderClub |
Patricia Behnke
reviewed An Introduction To Splines For Use In Computer Graphics And Geometric Modeling on September 18, 2014
An Introduction To Splines For Use In Computer Graphics And Geometric Modeling
A good book in content and diverse information, but the author needs to explain processes better, many topics needed more details to flesh-out his message.
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Add An Introduction To Splines For Use In Computer Graphics And Geometric Modeling, As the field of computer graphics develops, techniques for modeling complex curves and surfaces are increasingly important. A major technique is the use of parametric splines in which a curve is defined by piecing together a succession of curve segments, , An Introduction To Splines For Use In Computer Graphics And Geometric Modeling to the inventory that you are selling on WonderClubX
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Add An Introduction To Splines For Use In Computer Graphics And Geometric Modeling, As the field of computer graphics develops, techniques for modeling complex curves and surfaces are increasingly important. A major technique is the use of parametric splines in which a curve is defined by piecing together a succession of curve segments, , An Introduction To Splines For Use In Computer Graphics And Geometric Modeling to your collection on WonderClub |
