On Triangulations

机译：关于三角剖分

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Triangulations in 2D and 3D are a necessary part of many applications. This paper brings a brief survey of main triangulations used in computer graphics and computational geometry, then focuses on Delaunay and greedy triangulations in 2D and 3D and presents their most important properties and algorithms. Then three applications from computer graphics and image processing areas are presented and results discussed.

机译：2D和3D三角剖分是许多应用程序的必要部分。本文简要介绍了计算机图形学和计算几何中使用的主要三角剖分，然后重点介绍了2D和3D中的Delaunay和贪婪三角剖分，并介绍了它们最重要的特性和算法。然后介绍了计算机图形学和图像处理领域的三个应用程序并讨论了结果。

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《International Conference on Computational Science and Its Applications(ICCSA 2004) pt.2; 20040514-20040517; Assisi; IT》|2004年|P.544-553|共10页
会议地点 Assisi(IT);Assisi(IT)
作者
Ivana Kolingerova;
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作者单位

Centre of Computer Graphics and Data Visualization Department of Computer Science and Engineering University of West Bohemia, Plze , Czech Republic;

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原文格式 PDF
正文语种 eng
中图分类理论、方法;
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3. Thinning a Triangulation of a Bayesian Network or Undirected Graph to Create a Minimal Triangulation [J] . Jones Edmund, Didelez Vanessa International Journal of Uncertainty, Fuzziness, and Knowledge-based Systems . 2017,第3期

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8. Algorithme Dependant de la Sortie pour la Triangulation de Delaunay 3Dd'Ensembles de Points Constraints (Output Sensitive Construction of the 3D Delaunay Triangulation of Constrained Sets of Points) [R] . Boissonnat, J., Cerezo, A., Devillers, O., 1991

机译：algorithme Dependent de la sortie pour la Triangulation de Delaunay 3Dd'Ensembles de points Constraints（输出敏感构造的约束点集的3D Delaunay三角剖分）

On Triangulations

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