Voronoi diagrams are a way of partitioning space into cells based on a set of points such that every location within each cell is closer to it's generating point than to any other point. They have been studied for a very long time and found to be useful in many practical and artistic applications.
Of particular interest to me is how Voronoi diagrams can be used to closely model natural space partitioning behaviors seen biological and physical systems like diatoms, radiolaria, bubbles / foams, cracked mud, tree canopies, leaf venation, and more.
This page collects a few visual experiments I built in modern JavaScript using p5.js and d3-delaunay.
View the source code on Github
