Explain the concept of Voronoi Diagrams in Computational Geometry.

Explain the concept of Voronoi Diagrams in Computational Geometry.

Voronoi Diagrams in Computational Geometry are a way to partition a given space into regions based on the proximity to a set of points called the "sites" or "generators". Each region in the diagram consists of all points that are closer to a particular site than any other site in the set. In other words, the Voronoi Diagram divides the space into cells, where each cell represents the area closest to a specific site. These diagrams have various applications, such as in computer graphics, pattern recognition, and spatial analysis.