-
mathematician Ludwig Schläfli in the mid-19th century. It is also
called C16,
hexadecachoron, or
hexdecahedroid [sic?] . It is the 4-dimensional
member of an infinite...
-
runcitruncated tesseract,
runcicantellated 16-cell, or
prismatorhombated hexadecachoron is
bounded by 80 cells: 8
truncated cubes, 16 cuboctahedra, 24 octagonal...
-
sequence of
bitruncated hypercubes: The
truncated 16-cell,
truncated hexadecachoron,
cantic tesseract which is
bounded by 24 cells: 8
regular octahedra...
-
polydodecahedron (pD).
Norman Johnson advocated the
names n-cell, or pentachoron,
hexadecachoron,
tesseract or octachoron, icositetrachoron, hexacosichoron, and hecatonicosachoron...
-
segment 2.
Square (regular tetragon) 3.
Regular octahedron 4.
Regular hexadecachoron (16-cell) or 4-orthoplex 5.
Regular triacontakaiditeron (pentacross)...
-
party graph ). The 4-dimensional cross-polytope also goes by the name
hexadecachoron or 16-cell. It is one of the six
convex regular 4-polytopes.
These 4-polytopes...
-
icositetrachoron (Acronym rico) (George Olshevsky,
Jonathan Bowers)
Cantellated hexadecachoron Disicositetrachoron Amboicositetrachoron (Neil
Sloane & John Horton...
- with
rotational freedom 4-polytope
Hecatonicosachoron Hexacosichoron Hexadecachoron Icositetrachoron Pentachoron Tesseract Hypercone Convex regular 4-polytope...
- (3.6.6) 56 248 384 192 19
Runcitruncated tesseract Prismatorhombated hexadecachoron (proh) t0,1,3{4,3,3} (1) (3.8.8) (2) (4.4.8) (1) (3.4.4) (1) (3.4.3...
-
there are six of them: the
pentachoron (5-cell),
tesseract (8-cell),
hexadecachoron (16-cell),
octacube (24-cell),
hecatonicosachoron (120-cell), and the...
