| Ci | ≔ | |VP(vi)| = |{y ∈
: |y − vi| < |y − vj|, ∀j ≠ i}| |
| = | area of cell for vi in Voronoi diagram on the points of P, | |
| D(x) | ≔ | |VP′(x)| = |{y ∈
: |y − x| < |y − vi|, ∀i}| |
| = | area of cell for x in Voronoi diagram on the points of P′. |
| Ci | ≔ | |VP(vi)| = |{y ∈
: |y − vi| < |y − vj|, ∀j ≠ i}| |
| = | area of cell for vi in Voronoi diagram on the points of P, | |
| D(x) | ≔ | |VP′(x)| = |{y ∈
: |y − x| < |y − vi|, ∀i}| |
| = | area of cell for x in Voronoi diagram on the points of P′. |