Difference between revisions of "Template:A8 honeycombs"
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the <math>{\tilde{A}}_8</math> [[Coxeter group]]. The symmetry can be multiplied by the ring symmetry of the [[Coxeter diagram]]s: | the <math>{\tilde{A}}_8</math> [[Coxeter group]]. The symmetry can be multiplied by the ring symmetry of the [[Coxeter diagram]]s: | ||
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| − | !colspan= | + | !colspan=5|A8 honeycombs |
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![[:File:Regular_enneagon_symmetries.png|Enneagon<BR>symmetry]] | ![[:File:Regular_enneagon_symmetries.png|Enneagon<BR>symmetry]] | ||
Revision as of 16:38, 20 February 2016
This honeycomb is one of 45 unique uniform honeycombs[1] constructed by the <math>{\tilde{A}}_8</math> Coxeter group. The symmetry can be multiplied by the ring symmetry of the Coxeter diagrams:
References
- ↑ * Weisstein, Eric W. "Necklace". MathWorld., A000029 46-1 cases, skipping one with zero marks