This diagram does not only look good, it also make a lot of sense in various contexts. The idea behind this diagram is the division of a space into smaller regions defined by points inside that space. The division is made by borderlines that have the smallest distance to the points.
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| Leaf detail, via physics.utoronto.ca |
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| Construction of voronoi diagrams (via http://www.pushpullbar.com) |
Voronoi diagrams can occur in 2 and 3-dimensional spaces. So it´s possible to get 3dimensional structures based on a voronoi diagram, which I found a pretty amazing idea. Some examples:
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| via math.berkeley.edu |
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| 3d voronoi (via qhull.org) |
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