triangulations's Usage Examples:

any two points in a given triangulation can be calculated exactly (triangulations are eigenstates of the distance operator).

Delaunay triangulations maximize the minimum angle of all the angles of the triangles in the.

When there are no holes or added points, triangulations form maximal.

Delaunay conforming triangulations are recommended over constrained triangulations.

A pseudotriangulation (pseudo-triangulations) is a partition of a region of the plane into pseudotriangles, and a.

Special cases of PSLGs are triangulations (polygon triangulation, point-set triangulation).

Point-set triangulations are maximal PSLGs in the sense.

triangulations are special cases of planar straight-line graphs.

A particularly interesting kind of triangulations are the Delaunay triangulations.

229 rooted tree structures formed from nine carbon atoms, and 229 triangulations of a polygon formed by adding three vertices to each side of a triangle.

(1977), and indeed Kirkpatrick (1980) showed that the weights of the two triangulations can differ by a linear factor.

whether any two triangulations of a triangulable space have subdivisions that are combinatorially equivalent, i.

the subdivided triangulations are built up.

The question of which manifolds have piecewise-linear triangulations has led to much research in topology.

point location in triangulations (though most of the theoretical analysis were performed in 2D and 3D random Delaunay triangulations).

The vertices of this graph are the triangulations of π {\displaystyle \pi } , and two triangulations are adjacent in it whenever they differ by.

Equivalently, the vertices of an associahedron correspond to the triangulations of a regular polygon with n + 1 sides and the edges correspond to edge.

a graph formed from the triangulations of a point set, in which each vertex represents a triangulation and two triangulations are connected by an edge.

When discussing Voronoi tessellations and Delaunay triangulations in the plane, a set of points in the plane is said to be in general.

This generalizes the defining property of two-dimensional Delaunay triangulations of points, that each edge have a circle through its two endpoints containing.

between binary trees and triangulations of convex polygons, rotation distance is equivalent to the flip distance for triangulations of convex polygons.

Synonyms:

surveying;

Antonyms:

untidy;