Prismatic compound of antiprisms
| Compound of n p/q-gonal antiprisms | |||
|---|---|---|---|
n=2
| |||
| Type | Uniform compound | ||
| Index |
| ||
| Polyhedra | n p/q-gonal antiprisms | ||
| Schläfli symbols (n=2) | ß{2,2p/q} ßr{2,p/q} | ||
| Coxeter diagrams (n=2) | |||
| Faces | 2n {p/q} (unless p/q=2), 2np triangles | ||
| Edges | 4np | ||
| Vertices | 2np | ||
| Symmetry group |
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| Subgroup restricting to one constituent |
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In geometry, a prismatic compound of antiprism is a category of uniform polyhedron compound. Each member of this infinite family of uniform polyhedron compounds is a symmetric arrangement of antiprisms sharing a common axis of rotational symmetry.