Voronoi diagram

The Voronoi diagram of all the points is computed.

A domain of danger may be measured by constructing a Voronoi diagram around the group members.

Among other things, he defined the Voronoi diagram.

Sometimes the induced combinatorial structure is referred to as the Voronoi diagram.

The closest pair of points corresponds to two adjacent cells in the Voronoi diagram.

In autonomous robot navigation, Voronoi diagrams are used to find clear routes.

The problem may be solved using Voronoi diagrams in optimal time .

In mathematics, a Voronoi diagram is a way of dividing space into a number of regions.

Voronoi diagram - which can be regarded as a discrete form of the medial axis.

The Voronoi diagram of n points in d-dimensional space requires storage space.

This is the geometric stability of Voronoi diagrams.

Informal use of Voronoi diagrams can be traced back to Descartes in 1644.

This design uses - a voronoi diagram - to create cellular shapes that are visible on key approaches to the arena.

Therefore Voronoi diagram boundaries consist of segments of such lines or planes.

In polymer physics, Voronoi diagrams can be used to represent free volumes of polymers.

In machine learning, Voronoi diagrams are used to do 1-NN classifications.

The segments of the Voronoi diagram are all the points in the plane that are equidistant to two sites.

Each cell of the Voronoi diagram is integrated and the centroid is computed.

A zone diagram is a certain geometric object which a variation on the notion of Voronoi diagram.

RD processors can be used to create Voronoi diagrams and perform skeletonisation.

Snow's efforts to connect the incidence of cholera with potential geographic sources centered around creating what is now known as a Voronoi diagram.

In epidemiology, Voronoi diagrams can be used to correlate sources of infections in epidemics.

In networking, Voronoi diagrams can be used in derivations of the capacity of a wireless network.

In climatology, Voronoi diagrams are used to calculate the rainfall of an area, based on a series of point measurements.

In computer graphics, Voronoi diagrams are used to procedurally generate organic or lava-looking textures.