Difold tetraswirlchoric symmetry
(Redirected from A3+×4)
| Difold tetraswirlchoric symmetry | |
|---|---|
| Rank | 4 |
| Space | Spherical |
| Order | 48 |
Difold tetraswirlchoric symmetry, also known as 1-swirltettic symmetry and notated A3●K2, A3+×4, or [3,3:1], is a 4D spherical symmetry group.
Subgroups[edit | edit source]
![[icon]](/wiki/File:Excavated_expanded_cuboctahedron.png){kind=small} | This section is empty. You can help by adding to it. |
Convex polytopes with A3●K2 symmetry[edit | edit source]
- 1-bitritetrahedral swirlprism (isogonal)/1-bitritetrahedral swirltegum (isotopic)
- Biapiculatotetrahedral 1-bitritetrahedral swirlprism (isogonal)/Edge-truncated tetrahedral intersected 1-bitritetrahedral swirltegum (isotopic)
- Difold ditetraswirlchoron (isogonal)/Ditetraswirlic hexadecachoron (isotopic)
- Swirlprismatostellated joined hexadecachoron (isogonal)/Swirlprismatodiminished rectified tesseract (isotopic)
- Tetragonal-antiwedge difold tritetraswirlchoron (isogonal)/Tetragonal-antiwedge intersected tritetraswirlic icositetrachoron (isotopic)
External links[edit | edit source]
- Bowers, Jonathan. "Symmetries of Four Dimensions - Part 4" (#1-stettic).