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- Trihexagonal_tiling abstract "In geometry, the trihexagonal tiling is a semiregular tiling of the Euclidean plane. There are two triangles and two hexagons alternating on each vertex. It has Schläfli symbol of t1{6,3}; its edges form an infinite arrangement of lines. It can also be constructed as a cantic hexagonal tiling, h2{6,3}, if drawn by alternating two colors of triangles.In physics as well as in Japanese basketry, the same pattern is called a Kagome lattice. Conway calls it a hexadeltille, combining alternate elements from a hexagonal tiling (hextille) and triangular tiling (deltille).There are 3 regular and 8 semiregular tilings in the plane.".
- Trihexagonal_tiling thumbnail P12fig1.jpg?width=300.
- Trihexagonal_tiling wikiPageID "2864397".
- Trihexagonal_tiling wikiPageRevisionID "601282626".
- Trihexagonal_tiling hasPhotoCollection Trihexagonal_tiling.
- Trihexagonal_tiling subject Category:Condensed_matter_physics.
- Trihexagonal_tiling subject Category:Crystallography.
- Trihexagonal_tiling subject Category:Japanese_crafts.
- Trihexagonal_tiling subject Category:Quasiregular_polyhedra.
- Trihexagonal_tiling subject Category:Tessellation.
- Trihexagonal_tiling comment "In geometry, the trihexagonal tiling is a semiregular tiling of the Euclidean plane. There are two triangles and two hexagons alternating on each vertex. It has Schläfli symbol of t1{6,3}; its edges form an infinite arrangement of lines. It can also be constructed as a cantic hexagonal tiling, h2{6,3}, if drawn by alternating two colors of triangles.In physics as well as in Japanese basketry, the same pattern is called a Kagome lattice.".
- Trihexagonal_tiling label "Pavage trihexagonal".
- Trihexagonal_tiling label "Trihexagonal tiling".
- Trihexagonal_tiling label "截半六邊形鑲嵌".
- Trihexagonal_tiling label "籠目".
- Trihexagonal_tiling sameAs Pavage_trihexagonal.
- Trihexagonal_tiling sameAs 籠目.
- Trihexagonal_tiling sameAs 삼육각형_타일_덮기.
- Trihexagonal_tiling sameAs m.087nzm.
- Trihexagonal_tiling sameAs Q3131849.
- Trihexagonal_tiling sameAs Q3131849.
- Trihexagonal_tiling wasDerivedFrom Trihexagonal_tiling?oldid=601282626.
- Trihexagonal_tiling depiction P12fig1.jpg.
- Trihexagonal_tiling isPrimaryTopicOf Trihexagonal_tiling.
