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・ Omoglymmius fraudulentus
・ Omoglymmius fringillus
・ Omoglymmius fulgens
・ Omoglymmius germaini
・ Omoglymmius germari
・ Omoglymmius gorgo
・ Omoglymmius gracilicornis
・ Omoglymmius greensladei
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・ Omoglymmius hamatus
・ Omoglymmius hemipunctatus
・ Omoglymmius hesperus
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・ Omnitruncated 7-simplex honeycomb
Omnitruncated 8-simplex honeycomb
・ Omnitruncated polyhedron
・ Omnitruncated simplectic honeycomb
・ Omnitruncated tesseractic honeycomb
・ Omnitruncation
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・ Omniturf
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・ Omnium Gatherum
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・ Omnium II
・ Omnium in mentem
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Omnitruncated 8-simplex honeycomb : ウィキペディア英語版
Omnitruncated 8-simplex honeycomb

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Irr. 8-simplex
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In eight-dimensional Euclidean geometry, the omnitruncated 8-simplex honeycomb is a space-filling tessellation (or honeycomb). It is composed entirely of omnitruncated 8-simplex facets.
The facets of all omnitruncated simplectic honeycombs are called permutahedra and can be positioned in ''n+1'' space with integral coordinates, permutations of the whole numbers (0,1,..,n).
== A lattice ==

The A lattice (also called A) is the union of nine A8 lattices, and has the vertex arrangement of the dual honeycomb to the omnitruncated 8-simplex honeycomb, and therefore the Voronoi cell of this lattice is an omnitruncated 8-simplex
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= dual of .

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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