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- Alpha_shape abstract "In computational geometry, an alpha shape, or α-shape, is a family of piecewise linear simple curves in the Euclidean plane associated with the shape of a finite set of points. They were first defined by Edelsbrunner, Kirkpatrick & Seidel (1983). The alpha-shape associated with a set of points is a generalization of the concept of the convex hull, i.e. every convex hull is an alpha-shape but not every alpha shape is a convex hull.".
- Alpha_shape wikiPageExternalLink alphashapes.
- Alpha_shape wikiPageExternalLink alpha.html.
- Alpha_shape wikiPageExternalLink index.html.
- Alpha_shape wikiPageExternalLink Chapter_main.html.
- Alpha_shape wikiPageExternalLink Celikik.pdf.
- Alpha_shape wikiPageID "33029175".
- Alpha_shape wikiPageRevisionID "573762042".
- Alpha_shape hasPhotoCollection Alpha_shape.
- Alpha_shape subject Category:Computational_geometry.
- Alpha_shape subject Category:Convex_hulls.
- Alpha_shape type ConvexHulls.
- Alpha_shape type Covering109257949.
- Alpha_shape type Hull113139918.
- Alpha_shape type Husk113139647.
- Alpha_shape type NaturalObject100019128.
- Alpha_shape type Object100002684.
- Alpha_shape type PhysicalEntity100001930.
- Alpha_shape type Sheath105238036.
- Alpha_shape type Whole100003553.
- Alpha_shape comment "In computational geometry, an alpha shape, or α-shape, is a family of piecewise linear simple curves in the Euclidean plane associated with the shape of a finite set of points. They were first defined by Edelsbrunner, Kirkpatrick & Seidel (1983). The alpha-shape associated with a set of points is a generalization of the concept of the convex hull, i.e. every convex hull is an alpha-shape but not every alpha shape is a convex hull.".
- Alpha_shape label "Alpha shape".
- Alpha_shape sameAs m.0h53_2d.
- Alpha_shape sameAs Q4735174.
- Alpha_shape sameAs Q4735174.
- Alpha_shape sameAs Alpha_shape.
- Alpha_shape wasDerivedFrom Alpha_shape?oldid=573762042.
- Alpha_shape isPrimaryTopicOf Alpha_shape.