Quasi-triangulation explained

A quasi-triangulation is a subdivision of a geometric object into simplices, where vertices are not points but arbitrary sloped line segments.[1] This division is not a triangulation in the geometric sense. It is a topological triangulation, however. A quasi-triangulation may have some of the characteristics of a Delaunay triangulation.

Notes and References

  1. Book: Luzin S.Y. . Lyachek Y.T. . Petrosyan G.S. . Polubasov O.B. . Models and algorithms for automated design of electronic and computer equipment (in Russian) . BHV-Petersburg . 2010 . 224 . 978-5-9775-0576-5 .

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