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Hexicated 7-orthoplexes
From Wikipedia, the free encyclopedia
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In seven-dimensional geometry, a hexicated 7-orthoplex (also hexicated 7-cube) is a convex uniform 7-polytope, including 6th-order truncations (hexication) from the regular 7-orthoplex.
There are 32 hexications for the 7-orthoplex, including all permutations of truncations, cantellations, runcinations, sterications, and pentellations. 12 are represented here, while 20 are more easily constructed from the 7-cube.
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Hexitruncated 7-orthoplex
Alternate names
- Petitruncated heptacross
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Hexicantellated 7-orthoplex
Alternate names
- Petirhombated heptacross
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Hexicantitruncated 7-orthoplex
Alternate names
- Petigreatorhombated heptacross
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Hexiruncitruncated 7-orthoplex
Alternate names
- Petiprismatotruncated heptacross
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Hexiruncicantellated 7-orthoplex
In seven-dimensional geometry, a hexiruncicantellated 7-orthoplex is a uniform 7-polytope.
Alternate names
- Petiprismatorhombated heptacross
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Hexisteritruncated 7-orthoplex
Alternate names
- Peticellitruncated heptacross
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Hexiruncicantitruncated 7-orthoplex
Alternate names
- Petigreatoprismated heptacross
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Hexistericantitruncated 7-orthoplex
Alternate names
- Peticelligreatorhombated heptacross
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Hexisteriruncitruncated 7-orthoplex
Alternate names
- Peticelliprismatotruncated heptacross
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Hexipenticantitruncated 7-orthoplex
Alternate names
- Petiterigreatorhombated heptacross
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Hexisteriruncicantitruncated 7-orthoplex
Alternate names
- Great petacellated heptacross
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Hexipentiruncicantitruncated 7-orthoplex
Alternate names
- Petiterigreatoprismated heptacross
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Notes
References
External links
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