Voronoï tessellation from Delaunay tessellation; this is a list of pairs made of a site (a vertex) and a list of edges.
Arguments
- tessellation
output of
delaunay
Value
A list of pairs representing the Voronoï tessellation. Each
pair is named: the first component is called
"site", and the second component is called "cell".
Examples
library(tessellation)
d <- delaunay(centricCuboctahedron())
v <- voronoi(d)
#> Voronoï diagram with one bounded cell.
# the Voronoï diagram has 13 cells (one for each site):
length(v)
#> [1] 13
# there is only one bounded cell:
length(Filter(isBoundedCell, v)) # or attr(v, "nbounded")
#> [1] 1