GART

Voronoi Cells

Sites from the seed, cells from the nearest-site rule. Some cells fill with copies of themselves, each ring an even step inside the last, like the rings of a contour map.

Voronoi Cells: Sites from the seed, cells from the nearest-site rule. Some cells fill with copies of themselves, each ring an even step inside the last, like the rings of a contour map.Voronoi Cells: Sites from the seed, cells from the nearest-site rule. Some cells fill with copies of themselves, each ring an even step inside the last, like the rings of a contour map.

About this pattern

Georgy Voronoy, 1908

Voronoi Cells, voronoi diagram, drawn by GART: Sites from the seed, cells from the nearest-site rule. Some cells fill with copies of themselves, each ring an even step inside the last, like the rings of a contour map.
Voronoi Cells · CC BY 4.0

Sites from the seed, cells from the nearest-site rule. This is the tessellation as a drawing, not a cage for particles. The same seed and count as Delaunay Mesh give the dual.

TopicsVoronoi diagram (opens in a new tab)

Behind the mathematics