This link has been bookmarked by 8 people . It was first bookmarked on 01 Aug 2008, by Bruno Martins.
I’m sure you’ve seen them before. Given a set of points, a Voronoi diagram defines a series of cells surrounding each point. Each cell contains all points that are closer to its defining point than to any other point in the set. Subsequently, the “borders
code howto processing maths processing.org programming tutorial visualisation algorithms diagram diagrams geometry voronoi noise
"Voronoi diagrams can also be used to make maps, not just analyze them. Say you have a set of points that represent air quality sample locations. To quickly generalize the sample points into a local map… bam! Voronoi diagram!"
Given a set of points, a Voronoi diagram defines a series of cells surrounding each point. Each cell contains all points that are closer to its defining point than to any other point in the set. Subsequently, the “borders” of the cells are equidistant
Would you like to comment?
Join Diigo for a free account, or sign in if you are already a member.