Difference between revisions of "Template:A4 honeycombs"

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blackwiki>DePiep
m (use {{OEIS}} templates where possible (via WP:JWB))
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This honeycomb is one of [[Uniform 5-polytope#Regular and uniform honeycombs|seven unique uniform honeycombs]]<ref>[http://mathworld.wolfram.com/Necklace.html], [http://oeis.org/A000029 A000029] 8-1 cases, skipping one with zero marks</ref> constructed by the <math>{\tilde{A}}_4</math> [[Coxeter group]]. The symmetry can be multiplied by the symmetry of rings in the [[Coxeter–Dynkin diagram]]s:  
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This honeycomb is one of [[Uniform 5-polytope#Regular and uniform honeycombs|seven unique uniform honeycombs]]<ref>[http://mathworld.wolfram.com/Necklace.html mathworld: Necklace], {{OEIS el|1=A000029}} 8-1 cases, skipping one with zero marks</ref> constructed by the <math>{\tilde{A}}_4</math> [[Coxeter group]]. The symmetry can be multiplied by the symmetry of rings in the [[Coxeter–Dynkin diagram]]s:  
 
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!colspan=5| A4 honeycombs
 
!colspan=5| A4 honeycombs

Revision as of 13:50, 28 March 2018

This honeycomb is one of seven unique uniform honeycombs[1] constructed by the <math>{\tilde{A}}_4</math> Coxeter group. The symmetry can be multiplied by the symmetry of rings in the Coxeter–Dynkin diagrams:

References

  1. mathworld: Necklace, Template:OEIS el 8-1 cases, skipping one with zero marks