解説Delaunay Triangulation (100 Points).svg	Diagram of the Delaunay Triangulation of 100 random points. Plotted using Mathematica. Code (and points used) given below.
日付	2007年4月13日
原典	Own drawing, Inkscape 0.45
作者	Inductiveload
許可 (ファイルの再利用)	Public domainPublic domainfalsefalse この作品の著作権者である私は、この作品についての権利を放棄しパブリックドメインとします。これは全世界で適用されます。 一部の国では、これが法的に可能ではない場合があります。その場合は、次のように宣言します。 私は、あらゆる人に対して、法により必要とされている条件を除き、如何なる条件も課すことなく、あらゆる目的のためにこの著作物を使用する権利を与えます。
その他のバージョン	25 Point Delaunay Triangulation 50 Point Delaunay Triangulation

This code needs the DiscreteMath` module to be loaded.

points = Table[Random[], {100}, {2}]
PlanarGraphPlot[points,
  LabelPoints -> False] 

As random points were used, here are the points for this particular diagram:

{{0.939718, 0.00149083}, {0.459635, 0.328918}, {0.545203, 0.521633}, 
 {0.142404, 0.982294}, {0.733818, 0.0352899}, {0.150613, 0.903548}, 
 {0.636916, 0.557598}, {0.0998009, 0.48953}, {0.424942, 0.925505},
 {0.441789, 0.623109}, {0.40419, 0.765702}, {0.472585, 0.453032},
 {0.464472, 0.764211}, {0.0129508, 0.124114}, {0.919269, 0.242578}, 
 {0.870547, 0.14182}, {0.185451, 0.207288}, {0.719935, 0.238272},
 {0.548535, 0.64969}, {0.620134, 0.748742}, {0.123593, 0.724185},
 {0.178345, 0.125632}, {0.719403, 0.958484}, {0.705759, 0.6726}, 
 {0.254932, 0.194273}, {0.692809, 0.548486}, {0.335663, 0.951695}, 
 {0.822261, 0.406666}, {0.150212, 0.744407}, {0.102327, 0.168394},
 {0.601678, 0.0947169}, {0.482193, 0.419652}, {0.478085, 0.370531}, 
 {0.303848, 0.29402}, {0.758682, 0.412048}, {0.598089, 0.62142}, 
 {0.50375, 0.217775}, {0.90528, 0.0729336}, {0.168087, 0.26608}, 
 {0.0830191, 0.666267}, {0.0178743, 0.521673}, {0.980692, 0.497873}, 
 {0.416196, 0.426957}, {0.498499, 0.078221}, {0.938112, 0.0564251}, 
 {0.194651, 0.784201}, {0.17943, 0.644377}, {0.596562, 0.162781},
 {0.67568, 0.426602}, {0.691281, 0.0898479}, {0.507594, 0.160522},
 {0.608262, 0.42358}, {0.489719, 0.638848}, {0.62757, 0.925707},
 {0.0735229, 0.211892}, {0.129071, 0.847486}, {0.135411, 0.155467},
 {0.93442, 0.0632851}, {0.955981, 0.511089}, {0.337858, 0.900504},
 {0.280301, 0.0844871}, {0.646577, 0.810656}, {0.772707, 0.923965}, 
 {0.0383153, 0.387075}, {0.282988, 0.285117}, {0.410746, 0.461368},
 {0.209465, 0.0732255}, {0.281675, 0.613882}, {0.0740536, 0.917759},
 {0.347255, 0.550597}, {0.118073, 0.40667}, {0.0093963, 0.650093},
 {0.837772, 0.322183}, {0.362819, 0.839438}, {0.065065, 0.398217},
 {0.324504, 0.452362}, {0.782077, 0.1131}, {0.913758, 0.990994},
 {0.572613, 0.0398746}, {0.632083, 0.377112}, {0.498559, 0.122116}, 
 {0.284828, 0.826515}, {0.380486, 0.715446}, {0.275432, 0.176422},
 {0.542714, 0.393263}, {0.912613, 0.336984}, {0.477649, 0.995046},
 {0.58811, 0.884622}, {0.695572, 0.881946}, {0.674352, 0.893628}, 
 {0.122959, 0.842071}, {0.0422684, 0.516516}, {0.6244, 0.719956},
 {0.75744, 0.690001}, {0.243914, 0.00450979}, {0.482008, 0.513579}, 
 {0.7012, 0.611247}, {0.569394, 0.176595}, {0.223551, 0.616201}, 
 {0.981285, 0.291973}}