- of
space by
parallelohedra form a
Bravais lattice, and
every Bravais lattice can be
formed in this way. The three-dimensional
parallelohedra are analogous...
- is
attached to a like face of
another copy.
There are five
kinds of
parallelohedra, one of
which is the cuboid.
Every three-dimensional parallelohedron...
- The
truncated octahedron is one of five three-dimensional
primary parallelohedra.
ancient Chinese die
sculpture in Bonn Rubik's Cube
variant model made...
-
plesiohedron is
necessarily zero. The
plesiohedra include the five
parallelohedra.
These are
polyhedra that can tile
space in such a way that
every tile...
-
referred to as the
parallelohedra. They are the
subject of
mathematical interest, such as in
higher dimensions.
These five
parallelohedra can be used to classify...
- doi:10.2307/3609622, JSTOR 3609622 Alexandrov, A. D. (2005), "8.1
Parallelohedra",
Convex Polyhedra, Springer, pp. 349–359 Eppstein,
David (1996), "Zonohedra...
- prism. Any
parallelepiped tessellates Euclidean 3-space, as do the five
parallelohedra including the cube,
hexagonal prism,
truncated octahedron, and rhombic...
- Grünbaum,
Branko (2010-12-01). "The
Bilinski Dodecahedron and ****orted
Parallelohedra, Zonohedra, Monohedra, Isozonohedra, and Otherhedra". The Mathematical...
-
generalization of a
parallelohedron and parallelogon, this
includes all
parallelohedra in the
first sense Zonotope This
disambiguation page
lists mathematics...
-
Russian crystallographer Evgraf Fedorov completed the
classification of
parallelohedra,
convex polyhedra that tile
space by translations.
Mathematics in the...
