-
solid figure or to its
boundary surface. The
terms solid polyhedron and
polyhedral surface are
commonly used to
distinguish the two concepts. Also, the term...
- In mathematics, a
polyhedral complex is a set of
polyhedra in a real
vector space that fit
together in a
specific way.
Polyhedral complexes generalize...
- In com****tional geometry, a
polyhedral terrain in three-dimensional
Euclidean space is a
polyhedral surface that
intersects every line
parallel to some...
- surface, with each
value being equally likely. Dice may also have
other polyhedral or
irregular shapes, may have
faces marked with
numerals or
symbols instead...
-
Polyhedral combinatorics is a
branch of mathematics,
within combinatorics and
discrete geometry, that
studies the
problems of
counting and
describing the...
- In
geometric graph theory, a
branch of mathematics, a
polyhedral graph is the
undirected graph formed from the
vertices and
edges of a
convex polyhedron...
- Use of the
polyhedral model (also
called the
polytope model)
within a
compiler requires software to
represent the
objects of this
framework (sets of integer-valued...
- In geometry, the
polyhedral groups are the
symmetry groups of the
Platonic solids.
There are
three polyhedral groups: The
tetrahedral group of
order 12...
-
Dymaxion map projection, also
called the
Fuller projection, is a kind of
polyhedral map
projection of the Earth's
surface onto the
unfolded net of an icosahedron...
- In mathematics, and more
specifically in
algebraic topology and
polyhedral combinatorics, the
Euler characteristic (or
Euler number, or Euler–Poincaré...
