- In
trigonometry and geometry,
triangulation is the
process of
determining the
location of a
point by
forming triangles to the
point from
known points...
- four or more sides. The
various triangulations of
these faces complete the
various possible Delaunay triangulations.
Edges of the
Voronoi diagram going...
-
union is P.
Triangulations may be
viewed as
special cases of
planar straight-line graphs. When
there are no
holes or
added points,
triangulations form maximal...
- instances, the
triangles of a
triangulation are
required to meet edge-to-edge and vertex-to-vertex.
Different types of
triangulations may be defined, depending...
-
triangulable space.
Triangulations can also be used to
define a
piecewise linear structure for a space, if one exists.
Triangulation has
various applications...
- Look up
triangulation in Wiktionary, the free dictionary.
Triangulation is the
process of
determining the
location of a
point by
forming triangles to...
-
triangulations are
special cases of
planar straight-line graphs. A
particularly interesting kind of
triangulations are the
Delaunay triangulations. They...
- coalition.
These are
harmful to children. In the
field of psychology,
triangulations are
necessary steps in the child's development. When a two-party relationship...
- two-dimensional
Delaunay triangulations of points, that each edge have a
circle through its two
endpoints containing no
other vertices. A
triangulation satisfying these...
- used for
convex polygons.
Aside from the
properties of all
triangulations, fan
triangulations have the
following properties: All
convex polygons, but not...
