J. E. Martínez Legaz, V. Roshchina, M. Todorov
The classic Voronoi cells can be generalized to a higher-order version by considering the cells of points for which a given k-element subset of the set of sites consists of the k closest sites. We study the structure of the k-order Voronoi cells and illustrate our theoretical findings with a case study of two-dimensional higher-orderVoronoi cells for four points.
Keywords: Voronoi diagrams, Convex sets
Scheduled
GT11-4 MA-4 Continuous Optimization. Tribute to Marco Antonio López
September 6, 2019 11:20 AM
I2L7. Georgina Blanes building