Quality triangulations made smaller

Alper Üngör
2005 European Workshop on Computational Geometry  
We study alternative types of Steiner points (to circumcenters) for computing quality guaranteed Delaunay triangulations in three dimensions. We show through experiments that their effective use results in smaller (in the number of tetrahedra) triangulations than the output of the traditional circumcenter refinement methods.
dblp:conf/ewcg/Ungor05 fatcat:pb366665xffopop4oe2kp7lsnm