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・ Pentagonal antiprism
・ Pentagonal bifrustum
・ Pentagonal bipyramid
・ Pentagonal bipyramidal molecular geometry
・ Pentagonal cupola
・ Pentagonal gyrobicupola
・ Pentagonal gyrocupolarotunda
・ Pentagonal hexecontahedron
・ Pentagonal icositetrahedron
・ Pentagonal number
・ Pentagonal number theorem
・ Pentagonal orthobicupola
・ Pentagonal orthobirotunda
・ Pentagonal orthocupolarotunda
・ Pentagonal planar molecular geometry
Pentagonal polytope
・ Pentagonal prism
・ Pentagonal pyramid
・ Pentagonal pyramidal molecular geometry
・ Pentagonal pyramidal number
・ Pentagonal rotunda
・ Pentagonal tiling
・ Pentagonal trapezohedron
・ Pentagonia
・ Pentagonia (disambiguation)
・ Pentagonia (plant)
・ Pentagonia involucrata
・ Pentagonia orthoneura
・ Pentagonia peruviana
・ Pentagonia rubiflora


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Pentagonal polytope : ウィキペディア英語版
Pentagonal polytope
In geometry, a pentagonal polytope is a regular polytope in ''n'' dimensions constructed from the H''n'' Coxeter group. The family was named by H. S. M. Coxeter, because the two-dimensional pentagonal polytope is a pentagon. It can be named by its Schläfli symbol as (dodecahedral) or (icosahedral).
==Family members==
The family starts as 1-polytopes and ends with ''n'' = 5 as infinite tessellations of 4-dimensional hyperbolic space.
There are two types of pentagonal polytopes; they may be termed the ''dodecahedral'' and ''icosahedral'' types, by their three-dimensional members. The two types are duals of each other.

抄文引用元・出典: フリー百科事典『 ウィキペディア(Wikipedia)
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