Table of regular polytopes by elemental name (Meta, 10)

From Hi.gher. Space

(Difference between revisions)
m (ontology)
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!bgcolor="#E0E0E0"|cosmo-
!bgcolor="#E0E0E0"|cosmo-
|-
|-
-
|2||-gon||[[pyrogon]]||[[aerogon]]||[[geogon]]
+
|2||-gon||[[triangle|pyrogon]]||[[square|aerogon]]||[[square|geogon]]
|-
|-
-
|3||-hedron||[[pyrohedron]]||[[aerohedron]]||[[geohedron]]|| ||[[hydrohedron]]||[[cosmohedron]]
+
|3||-hedron||[[tetrahedron|pyrohedron]]||[[octahedron|aerohedron]]||[[cube|geohedron]]|| ||[[icosahedron|hydrohedron]]||[[dodecahedron|cosmohedron]]
|-
|-
|4||-choron||[[pyrochoron]]||[[aerochoron]]||[[geochoron]]||[[xylochoron]]||[[hydrochoron]]||[[cosmochoron]]
|4||-choron||[[pyrochoron]]||[[aerochoron]]||[[geochoron]]||[[xylochoron]]||[[hydrochoron]]||[[cosmochoron]]

Revision as of 12:04, 19 February 2014

This is a table of regular polytopes by their Tamfang name.

Dimension pyro- aero- geo- xylo- hydro- cosmo-
2-gonpyrogonaerogongeogon
3-hedronpyrohedronaerohedrongeohedron hydrohedroncosmohedron
4-choronpyrochoronaerochorongeochoronxylochoronhydrochoroncosmochoron
5-teronpyroteronaeroterongeoteron
6-petonpyropetonaeropetongeopeton