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These essays examine the mathematical techniques used to describe and analyze surfaces in three-dimensisonal Euclidean space. The contributors consider basic mathematical tools such as computational geometry, parametric representation for computer-aided design, classical differentialgeometry, and differential forms. Other papers consider algorithms for multivariate splines, recursive division techniques, surface intersections, principal surface patches (including cyclide surfaces), N-sided patches, Gaussian curvature and shell structures, and flexible surface structures.
Achat du livre
The Mathematics of Surfaces, John A. Gregory, Institute of Mathematics and Its Applications
- Langue
- Année de publication
- 1986
- Reliure
- (rigide)
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- Titre
- The Mathematics of Surfaces
- Langue
- Anglais
- Éditeur
- Oxford University Press
- Publié
- 1986
- Format
- rigide
- Pages
- 294
- ISBN10
- 0198536097
- ISBN13
- 9780198536093
- Séries
- Mots clés
- Géométrie, Algorithmes
- Description
- These essays examine the mathematical techniques used to describe and analyze surfaces in three-dimensisonal Euclidean space. The contributors consider basic mathematical tools such as computational geometry, parametric representation for computer-aided design, classical differentialgeometry, and differential forms. Other papers consider algorithms for multivariate splines, recursive division techniques, surface intersections, principal surface patches (including cyclide surfaces), N-sided patches, Gaussian curvature and shell structures, and flexible surface structures.