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Uniform 10-polytope
Type of geometrical object / From Wikipedia, the free encyclopedia
In ten-dimensional geometry, a 10-polytope is a 10-dimensional polytope whose boundary consists of 9-polytope facets, exactly two such facets meeting at each 8-polytope ridge.
![]() 10-simplex |
![]() Truncated 10-simplex |
![]() Rectified 10-simplex | |||||||||
![]() Cantellated 10-simplex |
![]() Runcinated 10-simplex | ||||||||||
![]() Stericated 10-simplex |
![]() Pentellated 10-simplex |
![]() Hexicated 10-simplex | |||||||||
![]() Heptellated 10-simplex |
![]() Octellated 10-simplex |
![]() Ennecated 10-simplex | |||||||||
![]() 10-orthoplex |
![]() Truncated 10-orthoplex |
![]() Rectified 10-orthoplex | |||||||||
![]() 10-cube |
![]() Truncated 10-cube |
![]() Rectified 10-cube | |||||||||
![]() 10-demicube |
![]() Truncated 10-demicube |
A uniform 10-polytope is one which is vertex-transitive, and constructed from uniform facets.