Tetrahedral antiprismatic symmetry
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| Tetrahedral antiprismatic symmetry | |
|---|---|
| Rank | 4 |
| Space | Spherical |
| Order | 48 |
Tetrahedral antiprismatic symmetry, also known as tetapic symmetry and notated as (A3×2×A1)/2, is a 4D spherical symmetry group. It is the symmetry group of the tetrahedral antiprism.
Convex polytopes with (A3×2×A1)/2 symmetry[edit | edit source]
- Tetrahedral antiprism (isogonal)/Tetrahedral antitegum (isotopic)
- Tetratetrahedral prism (isogonal)/Rhombic hexahedral tegum (isotopic)
- Truncated tetrahedral alterprism (isogonal)/Triakis tetrahedral altertegum (isotopic)
- Rhombitetratetrahedral alterprism (isogonal)/Deltoidal dodecahedral altertegum (isotopic)
- Great rhombitetratetrahedral alterprism (isogonal)/Disdyakis hexahedral altertegum (isotopic)
- Great rhombitetratetrahedral alterprism (isogonal)/Disdyakis hexahedral altertegum (isotopic)