File:Impossible convex partition small.png

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(This illustrates a convex partition of the plane which cannot be recreated as a simple Voronoi diagram. The dashed lines represent the reflections of the nearby solid lines, and the dots represent candidate Voronoi centers.)
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This illustrates a convex partition of the plane which cannot be recreated as a simple Voronoi diagram. The dashed lines represent the reflections of the nearby solid lines, and the dots represent candidate Voronoi centers.
This illustrates a convex partition of the plane which cannot be recreated as a simple Voronoi diagram. The dashed lines represent the reflections of the nearby solid lines, and the dots represent candidate Voronoi centers.
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[[Category: Images]]

Latest revision as of 12:12, 11 July 2011

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Date/TimeThumbnailDimensionsUserComment
current05:03, 28 July 2008Thumbnail for version as of 05:03, 28 July 2008228×230 (16 KB)Neylon (Talk | contribs) (This illustrates a convex partition of the plane which cannot be recreated as a simple Voronoi diagram. The dashed lines represent the reflections of the nearby solid lines, and the dots represent candidate Voronoi centers.)

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