May 26, 2006 · In this paper we prove that in each simple closed polygon there exist at least two eliminating edges; this lower bound is tight since for all n ...
In this paper we prove that in each simple closed polygon there exist at least two eliminating edges; this lower bound is tight since for all n _> 5 there ...
Reducing Simple Polygons to Triangles - A Proof for an Improved Conjecture. Authors: Thorsten Graf. Thorsten Graf. View Profile. , Kamakoti Veezhinathan.
Reducing Simple Polygons to Triangles — A Proof for an Improved Conjecture ICALP, 1998. ICALP 1998 · DBLP · Scholar · DOI. Full names. Links ISxN. @ ...
Partition polygon P into non-overlapping triangles using diagonals only. • Is this always possible for any simple polygon? If not, which polygons are.
Reducing simple polygons to triangles—a proof for an improved conjecture. Proc. 25th Int. Colloq. on Automata Language and Programming ICALP'98, Lecture ...
Jul 31, 2016 · Here's an elementary proof, but it will simultaneously prove the triangulation theorem and the Jordan curve theorem for simple (non-self-intersecting) polygons ...
Missing: Conjecture. | Show results with:Conjecture.
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Most algorithms that operate on simple polygons actually require a decomposition of the polygon into simple pieces that are easier to manage. In the most ...
Adding chords to C subdivides the spherical plane into regions: triangles or trapezoids with two horizontal segments and two nonhorizontal segments, all of ...
How do we cut a polygon into triangles that are all as “round” as possible, e.g., minimizing the maximum angle used? In this paper, we give the optimal upper ...