Proximal Delaunay Triangulation Regions
classification
🧮 math.MG
keywords
delaunaytriangulationproximalregionsadditionconvexeveryleader
read the original abstract
A main result in this paper is the proof that proximal Delaunay triangulation regions are convex polygons. In addition, it is proved that every Delaunay triangulation region has a local Leader uniform topology.
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