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- 2_51_honeycomb abstract "In 8-dimensional geometry, the 251 honeycomb is a space-filling uniform tessellation. It is composed of 241 polytope and 8-simplex facets arranged in a 8-demicube vertex figure. It is the final figure in the 2k1 family.".
- 2_51_honeycomb thumbnail Gosset_2_41_petrie.svg?width=300.
- 2_51_honeycomb wikiPageExternalLink productCd-0471010030.html.
- 2_51_honeycomb wikiPageID "19550444".
- 2_51_honeycomb wikiPageRevisionID "574977093".
- 2_51_honeycomb hasPhotoCollection 2_51_honeycomb.
- 2_51_honeycomb subject Category:9-polytopes.
- 2_51_honeycomb comment "In 8-dimensional geometry, the 251 honeycomb is a space-filling uniform tessellation. It is composed of 241 polytope and 8-simplex facets arranged in a 8-demicube vertex figure. It is the final figure in the 2k1 family.".
- 2_51_honeycomb label "2 51 honeycomb".
- 2_51_honeycomb sameAs m.04mz8n9.
- 2_51_honeycomb sameAs Q4633289.
- 2_51_honeycomb sameAs Q4633289.
- 2_51_honeycomb wasDerivedFrom 2_51_honeycomb?oldid=574977093.
- 2_51_honeycomb depiction Gosset_2_41_petrie.svg.
- 2_51_honeycomb isPrimaryTopicOf 2_51_honeycomb.