Uses quadtrees to construct triangulations with extra Steiner vertices added to the original input. Triangulates planar point sets and polygons, with all angles bounded away from zero, using a number of triangles within a constant of optimal. Triangulates planar point sets with all angles non-obtuse, using linearly many triangles. Triangulates higher dimensional point sets with no small solid angles and a number of simplices within a constant of optimal. Augments any higher dimensional point set so the Delaunay triangulation has linear complexity.
(BibTeX -- Citations -- Preliminary copy of journal version -- MIT hypertext bibliography -- CiteSeer -- ACM DL (JCSS))
First half of journal version of Separator based sparsification for dynamic planar graph algorithms.
(BibTeX)
Journals -- Publications -- David Eppstein -- Theory Group -- Inf. & Comp. Sci. -- UC Irvine
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