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Voronoi diagram partitions the space in a proximity graph (cells) according to some sites. Each cell is the portion of the space where every points are closer to a given site than any other sites. | Visual Math
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SIMULATE IT NOW on Instagram: "A Voronoi diagram divides a plane into regions where every point belongs to its nearest “site.” Each region is a polygon whose boundaries are the set of points equidistant from two or more sites. This simulation shows Voronoi diagrams in real time as sites move and interact, so you can see how borders change with motion. You can adjust site count, drift speed, and site repulsion, and switch between distance metrics (Euclidean, Manhattan, Chebyshev) to see how the g
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