V2EX convex-hull

Convex Hull

释义 (Definition)

凸包:在几何中,包含一组点的最小凸集合。直观地说,把这些点想象成钉在木板上的钉子,用一根橡皮筋套住并放开,橡皮筋最终形成的边界就是这些点的凸包。(在计算几何、图形学、GIS 等领域常用;也有更高维的“凸包”概念。)

发音 (Pronunciation)

/knvks hl/
/knvks hl/

例句 (Examples)

The convex hull of these points forms a polygon.
这些点的凸包形成一个多边形。

After filtering out noise, the algorithm computes the convex hull to estimate the boundary of the shape in the image.
在过滤掉噪声之后,算法计算凸包来估计图像中形状的边界。

词源 (Etymology)

convex 来自拉丁语 convexus,意为“向外拱起的、凸的”;hull 原指“船体外壳/外壳”。合起来 convex hull 字面上就是“凸的外壳”,形象地表达“包住点集的最外层凸边界”。

相关词 (Related Words)

文学与著作中的用例 (Notable Works)

  • Computational Geometry: Algorithms and Applications(Mark de Berg 等):凸包是核心基础问题之一。
  • *Introduction to Algorithms (CLRS)*:将凸包作为经典几何算法案例讨论。
  • The Art of Computer Programming, Volume 1: Fundamental Algorithms(Donald E. Knuth):在相关算法与几何主题中提及凸包思想与问题。
  • Geometric Tools for Computer Graphics(Philip Schneider, David Eberly):在图形学几何处理语境中出现凸包相关内容。
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