「tilings」の共起表現(1語右で並び替え)

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共起表現

「tilings」の共起表現一覧(1語右で並び替え)

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ertex arrangement as two other simple rhombic	tilings, and the triangular tiling.
l), composed of two matching planes of square	tilings and cubic holes connecting them.
These symmetries of overlapping	tilings are not considered triangle groups.
Substitution	tilings are notably useful as ways of defining aperio
Formally, the Pinwheel	tilings are the tilings whose tiles are isometric cop
Chavey lists all those edge-to-edge	tilings by regular polygons which are at most 3-unifo
There are also	tilings by overlapping triangles, which correspond to
of faces at every vertex, these polyhedra and	tilings can be shown by alternating two colors so all
Each family contains up to 8 uniform	tilings, defined by a Wythoff symbol or Coxeter-Dynki
Other quasiregular	tilings exist on the hyperbolic plane, like the trihe
There are 3 regular and 8 semiregular	tilings in the plane.
This operation (for polyhedra and	tilings) is also called expansion by Alicia Boole Sto
distringuish it from other similar hyperbolic	tilings, like 3-7 kisrhombille.
Such periodic	tilings may be classified by the number of orbits of
It is one of three regular	tilings of the plane.
which pack without overlapping, analogous to	tilings of concave polygons.
elated as a part of sequence of polyhedra and	tilings of pentagons with face configurations (V3.3.3
to a sequence of polyhedra and continue into	tilings of the hyperbolic plane.
me symmetry group, and thus yields heptagonal	tilings of Hurwitz surfaces.
	Tilings of the plane can also be quasiregular, specif
to mathematics, it describes the quaquaversal	tilings of euclidean 3-space defined by Conway-Radin
For some classes of	tilings on a regular grid in two dimensions, it is po
There are an infinite number of uniform	tilings on the hyperbolic plane based on the (p q r)
	Tilings or tessellations of the plane.
nstruction there are eight hyperbolic uniform	tilings that can be based from the regular heptagonal
the uniform polyhedra there are eight uniform	tilings that can be based from the regular square til
the uniform polyhedra there are eight uniform	tilings that can be based from the regular hexagonal
(The sequence progresses into	tilings the hyperbolic plane to any n.)
For 2-dimensional	tilings, they can be given by a vertex configuration
They strongly resemble Penrose	tilings, to which the designs on the Darb-e Imam shri
The translational rhombic and zig-zag rhombic	tilings, which are topologically equivalent to the sq
g sequence of uniform truncated polyhedra and	tilings with 3.2n.2n
pologically part of sequence of polyhedra and	tilings with vertex figure (3.2n.3.2n) and (*n33) ref
s a part of sequence of regular polyhedra and	tilings with vertex figure (4n).
a sequence of truncated rhombic polyhedra and	tilings with [n,3] Coxeter group symmetry.
it relates to the infinite series of 3-color	tilings with the face configurations V3.2n.3.2n, the

共起表現

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「tilings」の共起表現一覧(1語右で並び替え)