Proximal Delaunay Triangulation Regions

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.

4 pages, 4 figures

References in corpus (1)

• Proximal Voronoï Regions

Cited by in corpus (2)

• Two Forms of Proximal Physical Geometry. Axioms, Sewing Regions Together, Classes of Regions, Duality, and Parallel Fibre Bundles
• Strongly Proximal Continuity \& Strong Connectedness