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- Bowyer–Watson_algorithm abstract "In computational geometry, the Bowyer–Watson algorithm is a method for computing the Delaunay triangulation of a finite set of points in any number of dimensions. The algorithm can be used to obtain a Voronoi diagram of the points, which is the dual graph of the Delaunay triangulation.The Bowyer–Watson algorithm is an incremental algorithm. It works by adding points, one at a time, to a valid Delaunay triangulation of a subset of the desired points. After every insertion, any triangles whose circumcircles contain the new point are deleted, leaving a star-shaped polygonal hole which is then re-triangulated using the new point. By using the connectivity of the triangulation to efficiently locate triangles to remove, the algorithm can take O(N log N) operations to triangulate N points, although special degenerate cases exist where this goes up to O(N2).The algorithm is sometimes known just as the Bowyer Algorithm or the Watson Algorithm. Adrian Bowyer and David Watson devised it independently of each other at the same time, and each published a paper on it in the same issue of The Computer Journal (see below).".
- Bowyer–Watson_algorithm wikiPageExternalLink triangulate.
- Bowyer–Watson_algorithm wikiPageID "11454768".
- Bowyer–Watson_algorithm wikiPageLength "4983".
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- Bowyer–Watson_algorithm wikiPageRevisionID "678407025".
- Bowyer–Watson_algorithm wikiPageWikiLink Adrian_Bowyer.
- Bowyer–Watson_algorithm wikiPageWikiLink Category:Geometric_algorithms.
- Bowyer–Watson_algorithm wikiPageWikiLink Computational_geometry.
- Bowyer–Watson_algorithm wikiPageWikiLink Delaunay_triangulation.
- Bowyer–Watson_algorithm wikiPageWikiLink Dimension.
- Bowyer–Watson_algorithm wikiPageWikiLink Dual_graph.
- Bowyer–Watson_algorithm wikiPageWikiLink Fortunes_algorithm.
- Bowyer–Watson_algorithm wikiPageWikiLink Hilbert_curve.
- Bowyer–Watson_algorithm wikiPageWikiLink Pseudocode.
- Bowyer–Watson_algorithm wikiPageWikiLink Star-shaped_polygon.
- Bowyer–Watson_algorithm wikiPageWikiLink The_Computer_Journal.
- Bowyer–Watson_algorithm wikiPageWikiLink Voronoi_diagram.
- Bowyer–Watson_algorithm wikiPageWikiLinkText "Bowyer–Watson algorithm".
- Bowyer–Watson_algorithm hasPhotoCollection Bowyer–Watson_algorithm.
- Bowyer–Watson_algorithm wikiPageUsesTemplate Template:Cite_journal.
- Bowyer–Watson_algorithm wikiPageUsesTemplate Template:Reflist.
- Bowyer–Watson_algorithm subject Category:Geometric_algorithms.
- Bowyer–Watson_algorithm comment "In computational geometry, the Bowyer–Watson algorithm is a method for computing the Delaunay triangulation of a finite set of points in any number of dimensions. The algorithm can be used to obtain a Voronoi diagram of the points, which is the dual graph of the Delaunay triangulation.The Bowyer–Watson algorithm is an incremental algorithm. It works by adding points, one at a time, to a valid Delaunay triangulation of a subset of the desired points.".
- Bowyer–Watson_algorithm label "Bowyer–Watson algorithm".
- Bowyer–Watson_algorithm sameAs Algorithme_de_Bowyer-Watson.
- Bowyer–Watson_algorithm sameAs m.02rd9fq.
- Bowyer–Watson_algorithm sameAs Q4951461.
- Bowyer–Watson_algorithm sameAs Q4951461.
- Bowyer–Watson_algorithm wasDerivedFrom Bowyer–Watson_algorithm?oldid=678407025.
- Bowyer–Watson_algorithm isPrimaryTopicOf Bowyer–Watson_algorithm.