- In geometry, a
hypercube is an n-dimensional
analogue of a
square (n = 2) and a cube (n = 3). It is a closed, compact,
convex figure whose 1-skeleton consists...
- In geometry, a
hypercubic honeycomb is a
family of
regular honeycombs (tessellations) in n-dimensional
spaces with the Schläfli
symbols {4,3...3,4} and...
- skew and inverse-skew
factors and uses a
stretched hypercubic honeycomb. The
stretched hypercubic honeycomb becomes a
simplectic honeycomb after subdivision...
- In geometry, the
alternated hypercube honeycomb (or
demicubic honeycomb) is a
dimensional infinite series of honeycombs,
based on the
hypercube honeycomb...
- Usually,
simplicial adjacency is much
stronger than
hypercubic adjacency; accordingly,
hypercubic DP is much
stronger than
simplicial DP.
Specific definitions...
- In geometry, the
quarter hypercubic honeycomb (or
quarter n-cubic honeycomb) is a
dimensional infinite series of honeycombs,
based on the
hypercube honeycomb...
- In four-dimensional geometry, the 24-cell is the
convex regular 4-polytope (four-dimensional
analogue of a
Platonic solid) with Schläfli
symbol {3,4,3}...
-
compounds of
hypercubic honeycombs, all
sharing vertices and
faces with
another hypercubic honeycomb. This
compound can have any
number of
hypercubic honeycombs...
-
uniform 5-polytopes
under the
Coxeter B 5 {\displaystyle \mathrm {B} _{5}}
hypercubic group. The demipenteract, with one
hundred and
twenty cells, is the only...
-
certain lattice ****ng. For example, the
hypercubic periodic boundary condition corresponds to the
hypercubic lattice ****ng. It is then
preferred to...
