Tag Info

The process of generating a subdivision of ${R}^{2}$ consisting of conforming triangles from a given point set. The delaunay triangulation has the special property that no 4 points lie in the circumcircle of any given triangle. The concept extends to ${R}^{3}$ (sometimes referred to as a tetrahedralization), and ${R}^{d}$ (as mesh of simplices).

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