Apeir octahedron

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Apeir octahedron
Rank4
Dimension3
TypeRegular
Notation
Schläfli symbol
Elements
Cellsblended Petrial hexagonal tilings
FacesN  zigzags
Edges3NM 
VerticesNM 
Vertex figureOctahedron
Related polytopes
ArmyChon
RegimentChon
Petrie dualPetrial apeir octahedron
Abstract & topological properties
Schläfli type{∞,3,4}
Properties
ConvexNo
Dimension vector(0,2,2,2)

The apeir octahedron is a regular skew honeycomb of full rank. It can be constructed by applying the apeir operation to the octahedron.