- colorings, all
wythoffian Trihexagonal tiling – 2 colorings, both
wythoffian Snub
square tiling – 2 colorings, both
alternated wythoffian Truncated...
-
Archimedean Polytopes,
established by
computer analysis,
adding only one non-
Wythoffian convex 4-polytope, the
grand antiprism. 1966
Norman Johnson completes...
- a
Wythoff mirror construction are
called non-
Wythoffian. They
generally can be
derived from
Wythoffian forms either by
alternation (deletion of alternate...
-
their application to
three of the snub polyhedra.
There are a few non-
Wythoffian uniform polyhedra,
which no
Schwarz triangles can generate; however, most...
-
hyperbolic uniform honeycombs has not been
proven and an
unknown number of non-
Wythoffian forms exist. Two
known examples are
cited with the {3,5,3}
family below...
-
symmetry of
order 23040 (6
factorial x 25). This
family has 3×16−1=47
Wythoffian uniform polytopes,
generated by
marking one or more
nodes of the D6 Coxeter-Dynkin...
- of the
finite faces of
these two
prismatic tilings constructs one non-
Wythoffian uniform tiling of the plane. It is
called the
elongated triangular tiling...
-
paracompact hyperbolic honeycombs in the
third dimension generate 151
unique Wythoffian constructions of
paracompact honeycombs. 23 four-dimensional Euclidean...
-
dimensions and the
grand antiprism in four dimensions. Equivalently, the
Wythoffian polytopes can be
generated by
applying basic operations to the regular...
-
Oxford University Press. Shepherd, G. C. (1954), "A
Construction for
Wythoffian Polytopes",
Canadian Journal of Mathematics, 6 (128–134): 128–134, doi:10...
