-
infinitely many
triangular tilings existing around each
vertex in an order-3
apeirogonal tiling vertex figure. It is a part of a
sequence of
regular honeycombs...
- In geometry, an
apeirogonal hosohedron or
infinite hosohedron is a
tiling of the
plane consisting of two
vertices at infinity. It may be
considered an...
-
apeirogonal honeycomb (or ∞,8,3 honeycomb) a
regular space-filling
tessellation (or honeycomb). Each
infinite cell
consists of an order-8
apeirogonal...
- In geometry, an
apeirogonal antiprism or
infinite antiprism is the
arithmetic limit of the
family of antiprisms; it can be
considered an
infinite polyhedron...
- In geometry, an
apeirogonal tiling is a
tessellation of the
Euclidean plane,
hyperbolic plane, or some
other two-dimensional
space by apeirogons. Tilings...
-
apeirogonal honeycomb (or ∞,7,3 honeycomb) a
regular space-filling
tessellation (or honeycomb). Each
infinite cell
consists of an order-7
apeirogonal...
-
ideal sphere. The Schläfli
symbol of the
apeirogonal tiling honeycomb is {∞,6,3}, with
three order-6
apeirogonal tilings meeting at each edge. The vertex...
- arrangement. In the
geometry of
hyperbolic 3-space, the order-5-infinite
apeirogonal honeycomb (or ∞,5,∞ honeycomb) is a
regular space-filling tessellation...
-
apeirogonal honeycomb or ∞,5,3
honeycomb a
regular space-filling
tessellation (or honeycomb). Each
infinite cell
consists of an order-5
apeirogonal tiling...
-
apeirogonal tiling {∞,6}
around each edge. All
vertices are ultra-ideal (existing
beyond the
ideal boundary) with
infinitely many order-6
apeirogonal...
