Voronoi Art

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Given a finite set of points
S
, the Voronoi diagram for
S
partitions the plane into convex polygons, where each polygon
P
contains one point
s
P
of
S
such that all the points of
P
are closer to
s
P
than to any other point of
S
.
A picture is divided into blocks of pixels of size
n
with at most
r
random points, where
r
is proportional to the mean gray level of each block. Then a Voronoi diagram is constructed for this set of points.

External Links

Voronoi Diagram (Wolfram MathWorld)

Permanent Citation

Enrique Zeleny
​
​"Voronoi Art"​
​http://demonstrations.wolfram.com/VoronoiArt/​
​Wolfram Demonstrations Project​
​Published: November 5, 2012