-
polychoron Euler characteristics". MathWorld.
Uniform Polychora,
Jonathan Bowers Uniform polychoron Viewer - Java3D
Applet with
sources R. Klitzing,
polychora...
- 4-polytopes are the
complete set of 10
regular self-intersecting star
polychora (four-dimensional polytopes). They are
named in
honor of
their discoverers:...
- as
polychora, like
polyhedra for 3-polytopes, from the Gr****
roots poly ("many") and
choros ("room" or "space"). The
names of the
uniform polychora started...
- polytope. In four dimensions, the 10
regular star
polychora are
called the Schläfli–Hess
polychora.
Analogous to the
regular star polyhedra,
these 10...
- In geometry, the term
semiregular polyhedron (or
semiregular polytope) is used
variously by
different authors. In its
original definition, it is a polyhedron...
- of faces; the term
aggrandizement is
given for
extension of
cells (of
polychora),
though it
appears to be less-commonly used. Coxeter, H. M. S. (1975)...
-
polyhedra made of two
dimensional polygons, in four
dimensions there are
polychora made of polyhedra. In
three dimensions,
there are 5
regular polyhedra...
- are
facets inside Kepler–Poinsot star
polyhedra and Schläfli–Hess star
polychora.
There are five
regular Platonic solids the tetrahedron, the cube, the...
- In geometry, an
icosidodecahedron or
pentagonal gyrobirotunda is a
polyhedron with
twenty (icosi-)
triangular faces and
twelve (dodeca-)
pentagonal faces...
- In geometry, the Schläfli
symbol is a
notation of the form { p , q , r , . . . } {\displaystyle \{p,q,r,...\}} that
defines regular polytopes and tessellations...
