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From The Free On-line Dictionary of Computing (05 January 2017) [foldoc]:
Voronoi diagram
(Or "Voronoi tessellation", "Voronoi
decomposition", "Dirichlet tessellation", After {Georgy
Feodosevich Voronoy}) For a set S of points in a {Euclidean
space}, the partition Vor(S) of the plane into the {voronoi
polygons} associated with the members of S, where each
polygon is defined by the set of points nearer to some given
point in S than to any other point in S.
The Voronoi diagram is the dual of the {Delaunay
triangulation} of S.
(2008-04-18)