Template:A4 honeycombs
Appearance
This honeycomb is one of seven unique uniform honeycombs[1] constructed by the Coxeter group. The symmetry can be multiplied by the symmetry of rings in the Coxeter–Dynkin diagrams:
| A4 honeycombs | ||||
|---|---|---|---|---|
| Pentagon symmetry |
Extended symmetry |
Extended diagram |
Extended group |
Honeycomb diagrams |
| a1 | [3[5]] | (None) | ||
| i2 | [[3[5]]] | ×2 | ||
| r10 | [5[3[5]]] | ×10 | ||
References
[edit]- ^ mathworld: Necklace, OEIS sequence A000029 8-1 cases, skipping one with zero marks