Matches in DBpedia 2014 for { <http://dbpedia.org/resource/Cairo_pentagonal_tiling> ?p ?o. }
Showing items 1 to 29 of
29
with 100 items per page.
- Cairo_pentagonal_tiling abstract "In geometry, the Cairo pentagonal tiling is a dual semiregular tiling of the Euclidean plane. It is given its name because several streets in Cairo are paved in this design. It is one of 14 known isohedral pentagon tilings.It is also called MacMahon's net after Percy Alexander MacMahon and his 1921 publication New Mathematical Pastimes.Conway calls it a 4-fold pentille.This tiling can be seen as the union of two flattened perpendicular hexagonal tilings. Each hexagon is divided into four pentagons. These are not regular pentagons: their sides are not equal (they have four short ones and a long one in the ratio 1:sqrt(3)-1), and their angles in sequence are 120°, 120°, 90°, 120°, 90°.".
- Cairo_pentagonal_tiling thumbnail Tiling_Dual_Semiregular_V3-3-4-3-4_Cairo_Pentagonal.svg?width=300.
- Cairo_pentagonal_tiling wikiPageExternalLink defining-a-cairo-type-tiling.
- Cairo_pentagonal_tiling wikiPageID "2957180".
- Cairo_pentagonal_tiling wikiPageRevisionID "605900612".
- Cairo_pentagonal_tiling dual Snub_square_tiling.
- Cairo_pentagonal_tiling faceList Pentagon.
- Cairo_pentagonal_tiling faceType "V3.3.4.3.4".
- Cairo_pentagonal_tiling hasPhotoCollection Cairo_pentagonal_tiling.
- Cairo_pentagonal_tiling imageFile "Tiling Dual Semiregular V3-3-4-3-4 Cairo Pentagonal.svg".
- Cairo_pentagonal_tiling propertyList Isohedral_figure.
- Cairo_pentagonal_tiling rotationGroup "p4, [4,4]+,".
- Cairo_pentagonal_tiling symmetryGroup "p4g, [4+,4], p4, [4,4]+,".
- Cairo_pentagonal_tiling title "Cairo Tessellation".
- Cairo_pentagonal_tiling type List_of_convex_uniform_tilings.
- Cairo_pentagonal_tiling urlname "CairoTessellation".
- Cairo_pentagonal_tiling subject Category:Tessellation.
- Cairo_pentagonal_tiling comment "In geometry, the Cairo pentagonal tiling is a dual semiregular tiling of the Euclidean plane. It is given its name because several streets in Cairo are paved in this design. It is one of 14 known isohedral pentagon tilings.It is also called MacMahon's net after Percy Alexander MacMahon and his 1921 publication New Mathematical Pastimes.Conway calls it a 4-fold pentille.This tiling can be seen as the union of two flattened perpendicular hexagonal tilings.".
- Cairo_pentagonal_tiling label "Cairo pentagonal tiling".
- Cairo_pentagonal_tiling label "Pavage du Caire".
- Cairo_pentagonal_tiling label "Teselación de El Cairo".
- Cairo_pentagonal_tiling sameAs Teselación_de_El_Cairo.
- Cairo_pentagonal_tiling sameAs Pavage_du_Caire.
- Cairo_pentagonal_tiling sameAs m.08g29k.
- Cairo_pentagonal_tiling sameAs Q3063105.
- Cairo_pentagonal_tiling sameAs Q3063105.
- Cairo_pentagonal_tiling wasDerivedFrom Cairo_pentagonal_tiling?oldid=605900612.
- Cairo_pentagonal_tiling depiction Tiling_Dual_Semiregular_V3-3-4-3-4_Cairo_Pentagonal.svg.
- Cairo_pentagonal_tiling isPrimaryTopicOf Cairo_pentagonal_tiling.