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在幾何學中，扭稜六邊形鑲嵌是歐幾里德平面上六邊形鑲嵌的一種變形，是種平面鑲嵌，屬於半正鑲嵌圖的一種，它的每個頂點上皆有4個三角形和一個六邊形。在施萊夫利符號中用s{6,3}來表示。 康威稱扭稜六邊形鑲嵌為snub hexatille，因為扭稜六邊形鑲嵌可由六邊形鑲嵌透過扭稜變換而構造出來。
, Плосконосая шестиугольная мозаика (или пло … Плосконосая шестиугольная мозаика (или плосконосая тришестиугольная мозаика) — это полуправильная мозаика на евклидовой плоскости. В каждой вершине имеется четыре треугольника и один шестиугольник. Мозаика имеет символ Шлефли sr{3,6}. связана с гиперболической мозаикой с символом Шлефли sr{4,6}. Конвей назвал мозаику snub hextille (плосконосый шестипаркет), построенной с помощью операции отсечения углов и применённой к шестиугольному паркету (hextille). Существует на плоскости 3 правильные и 8 . Только одна не имеет отражения в качестве симметрии. Существует только одна плосконосой тришестиугольной мозаики (а именно, раскраска с индексами (3.3.3.3.6): 11213.)раскраска с индексами (3.3.3.3.6): 11213.)
, En geometrio, la riproĉa seslatera kahelar … En geometrio, la riproĉa seslatera kahelaro estas kahelaro de la eŭklida ebeno. Kiel la nomo sugestas, ĝi povas esti farita per riproĉigo de la regula seslatera kahelaro.Estas kvar trianguloj kaj unu seslatero ĉirkaŭ ĉiu vertico. Ĝia simbolo de Schläfli estas s{3,6} aŭ s{6,3}. Ĉi tiu kahelaro estas la sola nememspegulsimetria duonregula kahelaro de la eŭklida ebeno.a duonregula kahelaro de la eŭklida ebeno.
, In geometry, the snub hexagonal tiling (or … In geometry, the snub hexagonal tiling (or snub trihexagonal tiling) is a semiregular tiling of the Euclidean plane. There are four triangles and one hexagon on each vertex. It has Schläfli symbol sr{3,6}. The snub tetrahexagonal tiling is a related hyperbolic tiling with Schläfli symbol sr{4,6}. Conway calls it a snub hextille, constructed as a snub operation applied to a hexagonal tiling (hextille). There are three regular and eight semiregular tilings in the plane. This is the only one which does not have a reflection as a symmetry. There is only one uniform coloring of a snub trihexagonal tiling. (Labeling the colors by numbers, "3.3.3.3.6" gives "11213".)rs by numbers, "3.3.3.3.6" gives "11213".)
, Le pavage hexagonal adouci est, en géométrie, un pavage semi-régulier du plan euclidien. Il est constitué de triangles équilatéraux et d'hexagones.
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In geometry, the snub hexagonal tiling (or … In geometry, the snub hexagonal tiling (or snub trihexagonal tiling) is a semiregular tiling of the Euclidean plane. There are four triangles and one hexagon on each vertex. It has Schläfli symbol sr{3,6}. The snub tetrahexagonal tiling is a related hyperbolic tiling with Schläfli symbol sr{4,6}. Conway calls it a snub hextille, constructed as a snub operation applied to a hexagonal tiling (hextille). There are three regular and eight semiregular tilings in the plane. This is the only one which does not have a reflection as a symmetry. does not have a reflection as a symmetry.
, En geometrio, la riproĉa seslatera kahelar … En geometrio, la riproĉa seslatera kahelaro estas kahelaro de la eŭklida ebeno. Kiel la nomo sugestas, ĝi povas esti farita per riproĉigo de la regula seslatera kahelaro.Estas kvar trianguloj kaj unu seslatero ĉirkaŭ ĉiu vertico. Ĝia simbolo de Schläfli estas s{3,6} aŭ s{6,3}. Ĉi tiu kahelaro estas la sola nememspegulsimetria duonregula kahelaro de la eŭklida ebeno.a duonregula kahelaro de la eŭklida ebeno.
, Плосконосая шестиугольная мозаика (или пло … Плосконосая шестиугольная мозаика (или плосконосая тришестиугольная мозаика) — это полуправильная мозаика на евклидовой плоскости. В каждой вершине имеется четыре треугольника и один шестиугольник. Мозаика имеет символ Шлефли sr{3,6}. связана с гиперболической мозаикой с символом Шлефли sr{4,6}. Конвей назвал мозаику snub hextille (плосконосый шестипаркет), построенной с помощью операции отсечения углов и применённой к шестиугольному паркету (hextille). Существует на плоскости 3 правильные и 8 . Только одна не имеет отражения в качестве симметрии.а не имеет отражения в качестве симметрии.
, 在幾何學中，扭稜六邊形鑲嵌是歐幾里德平面上六邊形鑲嵌的一種變形，是種平面鑲嵌，屬於半正鑲嵌圖的一種，它的每個頂點上皆有4個三角形和一個六邊形。在施萊夫利符號中用s{6,3}來表示。 康威稱扭稜六邊形鑲嵌為snub hexatille，因為扭稜六邊形鑲嵌可由六邊形鑲嵌透過扭稜變換而構造出來。
, Le pavage hexagonal adouci est, en géométrie, un pavage semi-régulier du plan euclidien. Il est constitué de triangles équilatéraux et d'hexagones.
|
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, Плосконосая тришестиугольная мозаика
, Pavage hexagonal adouci
, 扭稜六邊形鑲嵌
, Riproĉa seslatera kahelaro
|
