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simplectic honeycomb : ウィキペディア英語版 | simplectic honeycomb }_3 |- !Triangular tiling !Tetrahedral-octahedral honeycomb |- |120px With red and yellow equilateral triangles |160px With cyan and yellow tetrahedra, and red rectified tetrahedra (octahedron) |- ! ! |} In geometry, the simplectic honeycomb (or n-simplex honeycomb) is a dimensional infinite series of honeycombs, based on the !Tessellation !Vertex figure !Facets per vertex figure !Vertices per vertex figure !Edge figure |- align=center |1 |}_2 | Triangular tiling 2-simplex honeycomb | Hexagon (Truncated triangle) |3+3 triangles |6 |Line segment |- align=center |3 |}_4 |4-simplex honeycomb |80px Runcinated 5-cell |5+5 5-cells 10+10 rectified 5-cells |20 |60px Triangular antiprism |- align=center |5 |}_6 |6-simplex honeycomb |80px Pentellated 6-simplex |7+7 6-simplex 21+21 rectified 6-simplex 35+35 birectified 6-simplex |42 |4-simplex antiprism |- align=center |7 |}_8 |8-simplex honeycomb |80px Heptellated 8-simplex |9+9 8-simplex 36+36 rectified 8-simplex 84+84 birectified 8-simplex 126+126 trirectified 8-simplex |72 |6-simplex antiprism |- align=center |9 |}_ |10-simplex honeycomb |80px Ennecated 10-simplex |11+11 10-simplex 55+55 rectified 10-simplex 165+165 birectified 10-simplex 330+330 trirectified 10-simplex 462+462 quadrirectified 10-simplex |110 |8-simplex antiprism |- align=center |11 | |11-simplex honeycomb |... |... |... |... |}
抄文引用元・出典: フリー百科事典『 ウィキペディア(Wikipedia)』 ■ウィキペディアで「simplectic honeycomb」の詳細全文を読む
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