「tiling」の共起表現一覧(1語右で並び替え)
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ch as new bleachers in the main gymnasium, new | tiling and additional classrooms. |
uniform polyteron, uniform polypeton, uniform | tiling, and convex uniform honeycomb articles were co |
Aperiodic | tiling and Penrose tiling for a mathematical viewpoin |
The other two are the triangular | tiling and the hexagonal tiling. |
pport visualization of data from the company's | tiling array platform and was also partly supported v |
Tiling arrays and mutagenesis identified many non-cod | |
he station was extensively renovated, with new | tiling at platform level, a partial new floor in the |
alesman briefly before joining the family roof | tiling business. |
ere's only 3 unique honeycombs from the square | tiling, but all 6 tiling truncations are listed below |
ost symmetric genus 3 surface, together with a | tiling by 56 triangles, meeting at 24 vertices, with |
As | tiling by reflection domain of (2,3,3) triangle group |
This is the only edge-to-edge | tiling by regular convex polygons which contains an o |
ich are topologically equivalent to the square | tiling, can be constructed from rhombi or parallelogr |
The snub square | tiling can be seen related to this 3-colored square t |
The snub square | tiling can be constructed as a snub operation from th |
The | tiling constructed by Conway is a Pinwheel tiling, bu |
to New Zealand as a young man and worked as a | tiling contractor. |
nately it can be seen as a bisected triangular | tiling divided into 6 triangles, or as an infinite ar |
same impossibility proof shows that no domino | tiling exists whenever any two white squares are remo |
It is constructed from a triangular | tiling extruded into prisms. |
It is constructed from a hexagonal | tiling extruded into prisms. |
It is constructed from a Snub square | tiling extruded into prisms. |
It is constructed from a truncated hexagonal | tiling extruded into prisms. |
is constructed from a great rhombitrihexagonal | tiling extruded into prisms. |
It is constructed from a truncated square | tiling extruded into prisms. |
Each uniform | tiling generates a dual uniform tiling, also given be |
The dual order-7 triangular | tiling has the same symmetry group, and thus yields t |
The dual order-3 heptagonal | tiling has the same symmetry group, and thus yields h |
This form of the Penrose | tiling has two prototiles, a fat rhombus (shown blue |
omorphism group of order 168), and the induced | tiling has 24 heptagons, meeting at 56 vertices. |
The symmetry group of the order-3 heptagonal | tiling has fundamental domain the (2,3,7) Schwarz tri |
The symmetry group of the order-7 triangular | tiling has fundamental domain the (2,3,7) Schwarz tri |
The lyrics included 'If you were some | tiling, I would grout you.' and 'If you were ten pint |
d Danish oak with leather upholstery and slate | tiling in a way that articulated a new grouping of ma |
the one encountered above with the pentagonal | tiling in two dimensions. |
A patch of newer | tiling in the wall near the northern end of the subwa |
in the early fourteenth century, with complex | tiling in carpet-patterns and pictorial vignettes pie |
As the name implies this | tiling is constructed by a truncation operation appli |
This | tiling is part of sequence of snubbed polyhedra with |
This | tiling is topologically part of sequence of rectified |
This | tiling is also topologically part of sequence of poly |
This | tiling is topologically related as a part of sequence |
This | tiling is topologically related as a part of sequence |
proof of Hurwitz's automorphisms theorem, the | tiling is the universal tiling that covers all Hurwit |
(a polyhedron or a polychoron for example) or | tiling is isohedral or face-transitive when all its f |
This | tiling is topologically related as a part of sequence |
The symmetry group of the | tiling is the (2,3,7) triangle group, and a fundament |
This hyperbolic | tiling is topologically related as a part of sequence |
proof of Hurwitz's automorphisms theorem, the | tiling is the universal tiling that covers all Hurwit |
ins much of the original green tesserae mosaic | tiling, is a rare survival and was one of the reasons |
If there are n orbits of vertices, a | tiling is known as n-uniform or n-isogonal; if there |
The bisected hexagonal | tiling is a useful starting point for making paper mo |
The dual | tiling is the order-7 triangular tiling. |
The dual | tiling is the order-3 heptagonal tiling. |
In geometry, the triheptagonal | tiling is a semiregular tiling of the hyperbolic plan |
In geometry, the prismatic pentagonal | tiling is a dual uniform tiling in the Euclidean plan |
In geometry, the truncated square | tiling is a semiregular tiling of the Euclidean plane |
In geometry, the truncated hexagonal | tiling is a semiregular tiling of the Euclidean plane |
In geometry, the Triakis triangular | tiling is a tiling of the Euclidean plane. |
In particular, the celebrated Penrose | tiling is an example of an aperiodic substitution til |
In geometry, the trihexagonal | tiling is a semiregular tiling of the Euclidean plane |
In geometry, the order-3 heptagonal | tiling is a regular tiling of the hyperbolic plane. |
In geometry, the order-5 square | tiling is a regular tiling of the hyperbolic plane. |
In geometry, the Truncated order-3 heptagonal | tiling is a semiregular tiling of the hyperbolic plan |
In geometry, the snub square | tiling is a semiregular tiling of the Euclidean plane |
In geometry, the tetrakis square | tiling is a tiling of the Euclidean plane. |
In geometry, the floret pentagonal | tiling is a dual semiregular tiling of the Euclidean |
The dual | tiling is called an order-7 triakis triangular tiling |
The sanctuary | tiling is in brown opus sectile. |
The quaquaversal | tiling is a nonperiodic tiling of the euclidean 3-spa |
The dual | tiling is called an order-3 heptakis heptagonal tilin |
A quasiperiodic | tiling is a tiling of the plane that exhibits local p |
This | tiling is related to the elongated triangular tiling |
The 3-color | tiling is a tessellation generated by the order-3 per |
The hexagonal | tiling is the densest way to arrange circles in two d |
In geometry, the rhombille | tiling is a tessellation of identical 60° rhombi on t |
If the original | tiling is made of regular faces the new triangles wil |
In this | tiling, isometric copies of T appears in infinitely m |
each tag, including floating, several dynamic | tiling layouts, maximized and magnifier. |
ns (such as index set splitting, loop peeling, | tiling, loop fusion or fission, and transformation of |
creative texture and planar mapping, including | tiling, mirroring, decals, angle, rotate, blur, UV st |
Domino | tiling, of which the mutilated chessboard problem is |
e Schwartz triangle (2 3 3) yields a density 1 | tiling of the sphere, while the triangle (2 3/2 3) yi |
stone, with thick timbers supporting the stone | tiling of the roof. |
In geometry, a kisrhombille is a uniform | tiling of rhombic faces, divided with a center points |
It is analogous to the square | tiling of the plane and to the cubic honeycomb of 3-s |
idea how this procedure yields a substitution | tiling of the entire plane. |
It is analogous to the square | tiling of the plane and to the cubic honeycomb of 3-s |
t is now possible to get perfect parallelogram | tiling of the time-frequency plane, using the method |
ile is the prototile of a monohedral aperiodic | tiling of three-dimensional Euclidean space, but it r |
tal sets with interesting properties (periodic | tiling of the plane, self-similarity in three homothe |
can be considered an infinite polyhedron or a | tiling of the plane. |
A domino | tiling of a region in the Euclidean plane is a tessel |
oloring with seven colors based on a hexagonal | tiling of the plane. |
s the maximum value k such that there exists a | tiling of the plane, and tile t within that tiling, f |
ch DPSSs are used to get a perfect rectangular | tiling of the time-frequency plane. |
A | tiling of the hyperbolic plane |
ntipodal digon faces on a hexagonal hosohedron | tiling on the sphere. |
Tiling on southbound platform, showing the original p | |
ing is a property of a uniform figure (uniform | tiling or uniform polyhedron) that is colored to be v |
k's stations have been decorated with artistic | tiling or murals depicting local historical or tradit |
er Lu and Paul Steinhardt have studied Islamic | tiling patterns, called girih tiles. |
The original Eternity puzzle was a | tiling puzzle with a million-pound prize, created by |
Example of a | tiling puzzle that utilizes negative space. |
The two latter types of | tiling puzzles are also called dissection puzzles. |
Some | tiling puzzles ask you to dissect a given shape first |
Tiling puzzles have a long history. | |
The original | tiling remains on the tunnel walls, although soot and |
Original tree motif | tiling restored on Victoria line platforms represents |
This is the only such | tiling save the regular tessellation of cubes, and is |
This results in a | tiling scheme with blue tiles that create a wavy patt |
stations on this line used a similar Vitrolite | tiling scheme with variations in colour combinations, |
At platform levels a number of the original | tiling schemes survive today or have, as at Lambeth N |
caustic tiles were extensively used for church | tiling schemes, from parish churches (such as Kembert |
It is the dual of the uniform | tiling, snub hexagonal tiling, and has rotational sym |
It is also used as a floor or wall | tiling, sometimes with one fatter rhombus (or square) |
In geometry, the Order 7 truncated heptagonal | tiling, sometimes called the hyperbolic soccerball, i |
lting tessellation, the deltoidal trihexagonal | tiling, superposes a tessellation of the plane by reg |
picture languages, such as array grammars and | tiling systems. |
A | tiling T is a set of prototile placements whose regio |
it is more closely related to the trihexagonal | tiling than to a mathematical lattice. |
ed since 2006, with the original platform wall | tiling, that had become badly damaged, being replaced |
May 1718 at a cost of £630 plus brickwork and | tiling; the total refurbishment was estimated to have |
They all share with the Conway | tiling the property that tiles appear in infinitely m |
iemann surface that is a quotient of a (2,3,n) | tiling, the associated dessin is the Cayley graph giv |
idungsproblem, the logician Hao Wang discussed | tiling the plane by equally sized square plates with |
When considering polyhedrons as a spherical | tiling, this restriction may be relaxed, since digons |
y displayed on the original Edwardian platform | tiling to this day. |
The station's | tiling took some damage and was replaced with a diffe |
choose many different sets of prototiles for a | tiling: translating or rotating any one of the protot |
ent integers, is the 9 x 13 rectangle, and the | tiling uses five rectangles1. |
erent integers, is the 11 x 11 square, and the | tiling uses five rectangles1. |
was erected and in 1902 the oak pews and floor | tiling were installed. |
e dual tessellation of the truncated hexagonal | tiling which has one triangle and two dodecagons at e |
the dual tessellation of the truncated square | tiling which has one square and two octagons at each |
ual tessellation of the truncated trihexagonal | tiling which has one square and one hexagon and one d |
This | tiling which alternates large and small squares can b |
It can be seen as parallel planes of square | tiling with alternating offsets caused by layers of p |
It is an equilateral triangular | tiling with each triangle divided into three obtuse t |
It can be seen as an equilateral hexagonal | tiling with each hexagon divided into 12 triangles fr |
ong and short edge lengths will produce a snub | tiling with perfect equilateral triangle faces. |
be quasiregular, specifically the trihexagonal | tiling, with vertex configuration (3.6)2. |
It can be seen as a hexagonal | tiling with each hexagon divided into three rhombi me |
It is square | tiling with each square divided into four triangles f |
e used as a unit, it can be shown that a space | tiling with such units can achieve a densest sphere p |
A | tiling with rectangles is a tiling which uses rectang |
Compare to trihexagonal | tiling with vertex configuration 3.6.3.6. |
of prototiles is said to be aperiodic if every | tiling with those prototiles is an aperiodic tiling. |
.4 represents a regular tessellation, a square | tiling, with 4 squares around each vertex. |
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