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- Uniform_2_k1_polytope abstract "In geometry, 2k1 polytope is a uniform polytope in n dimensions (n = k+4) constructed from the En Coxeter group. The family was named by their Coxeter symbol as 2k1 by its bifurcating Coxeter-Dynkin diagram, with a single ring on the end of the 2-node sequence. It can be named by an extended Schläfli symbol {3,3,3k,1}.".
- Uniform_2_k1_polytope thumbnail 4-simplex_t0.svg?width=300.
- Uniform_2_k1_polytope wikiPageExternalLink gossetfig.
- Uniform_2_k1_polytope wikiPageID "18621102".
- Uniform_2_k1_polytope wikiPageLength "7478".
- Uniform_2_k1_polytope wikiPageOutDegree "106".
- Uniform_2_k1_polytope wikiPageRevisionID "681481649".
- Uniform_2_k1_polytope wikiPageWikiLink 2_21_polytope.
- Uniform_2_k1_polytope wikiPageWikiLink 2_31_polytope.
- Uniform_2_k1_polytope wikiPageWikiLink 2_41_polytope.
- Uniform_2_k1_polytope wikiPageWikiLink 2_51_honeycomb.
- Uniform_2_k1_polytope wikiPageWikiLink 5-cell.
- Uniform_2_k1_polytope wikiPageWikiLink 5-orthoplex.
- Uniform_2_k1_polytope wikiPageWikiLink 5-simplex.
- Uniform_2_k1_polytope wikiPageWikiLink 6-polytope.
- Uniform_2_k1_polytope wikiPageWikiLink 6-simplex.
- Uniform_2_k1_polytope wikiPageWikiLink 7-simplex.
- Uniform_2_k1_polytope wikiPageWikiLink 8-simplex.
- Uniform_2_k1_polytope wikiPageWikiLink 9-simplex.
- Uniform_2_k1_polytope wikiPageWikiLink Alicia_Boole_Stott.
- Uniform_2_k1_polytope wikiPageWikiLink Category:Polytopes.
- Uniform_2_k1_polytope wikiPageWikiLink Coxeter_group.
- Uniform_2_k1_polytope wikiPageWikiLink Coxeter–Dynkin_diagram.
- Uniform_2_k1_polytope wikiPageWikiLink Cross-polytope.
- Uniform_2_k1_polytope wikiPageWikiLink Demihypercube.
- Uniform_2_k1_polytope wikiPageWikiLink E9_honeycomb.
- Uniform_2_k1_polytope wikiPageWikiLink Edge_(geometry).
- Uniform_2_k1_polytope wikiPageWikiLink En_(Lie_algebra).
- Uniform_2_k1_polytope wikiPageWikiLink Face_(geometry).
- Uniform_2_k1_polytope wikiPageWikiLink Facet_(geometry).
- Uniform_2_k1_polytope wikiPageWikiLink Geometry.
- Uniform_2_k1_polytope wikiPageWikiLink Gosset–Elte_figures.
- Uniform_2_k1_polytope wikiPageWikiLink Harold_Scott_MacDonald_Coxeter.
- Uniform_2_k1_polytope wikiPageWikiLink Norman_Johnson_(mathematician).
- Uniform_2_k1_polytope wikiPageWikiLink Petrie_polygon.
- Uniform_2_k1_polytope wikiPageWikiLink Schläfli_symbol.
- Uniform_2_k1_polytope wikiPageWikiLink Simplex.
- Uniform_2_k1_polytope wikiPageWikiLink Tetrahedron.
- Uniform_2_k1_polytope wikiPageWikiLink Uniform_1_k2_polytope.
- Uniform_2_k1_polytope wikiPageWikiLink Uniform_k_21_polytope.
- Uniform_2_k1_polytope wikiPageWikiLink Uniform_polytope.
- Uniform_2_k1_polytope wikiPageWikiLink Vertex_(geometry).
- Uniform_2_k1_polytope wikiPageWikiLink Vertex_figure.
- Uniform_2_k1_polytope wikiPageWikiLink File:2-simplex_t0.svg.
- Uniform_2_k1_polytope wikiPageWikiLink File:2_41_polytope_petrie.svg.
- Uniform_2_k1_polytope wikiPageWikiLink File:3-simplex_t0.svg.
- Uniform_2_k1_polytope wikiPageWikiLink File:4-simplex_t0.svg.
- Uniform_2_k1_polytope wikiPageWikiLink File:5-orthoplex.svg.
- Uniform_2_k1_polytope wikiPageWikiLink File:5-simplex_t0.svg.
- Uniform_2_k1_polytope wikiPageWikiLink File:6-simplex_t0.svg.
- Uniform_2_k1_polytope wikiPageWikiLink File:7-simplex_t0.svg.
- Uniform_2_k1_polytope wikiPageWikiLink File:8-simplex_t0.svg.
- Uniform_2_k1_polytope wikiPageWikiLink File:9-simplex_t0.svg.
- Uniform_2_k1_polytope wikiPageWikiLink File:Cross_graph_5.svg.
- Uniform_2_k1_polytope wikiPageWikiLink File:E6_graph.svg.
- Uniform_2_k1_polytope wikiPageWikiLink File:Gosset_2_31_polytope.svg.
- Uniform_2_k1_polytope wikiPageWikiLinkText "dimensional series".
- Uniform_2_k1_polytope wikiPageUsesTemplate Template:CDD.
- Uniform_2_k1_polytope wikiPageUsesTemplate Template:Honeycombs.
- Uniform_2_k1_polytope wikiPageUsesTemplate Template:Polytopes.
- Uniform_2_k1_polytope subject Category:Polytopes.
- Uniform_2_k1_polytope hypernym Polytope.
- Uniform_2_k1_polytope type Polytope.
- Uniform_2_k1_polytope type Space.
- Uniform_2_k1_polytope comment "In geometry, 2k1 polytope is a uniform polytope in n dimensions (n = k+4) constructed from the En Coxeter group. The family was named by their Coxeter symbol as 2k1 by its bifurcating Coxeter-Dynkin diagram, with a single ring on the end of the 2-node sequence. It can be named by an extended Schläfli symbol {3,3,3k,1}.".
- Uniform_2_k1_polytope label "Uniform 2 k1 polytope".
- Uniform_2_k1_polytope sameAs Q7884998.
- Uniform_2_k1_polytope sameAs m.04lh1d3.
- Uniform_2_k1_polytope sameAs Q7884998.
- Uniform_2_k1_polytope wasDerivedFrom Uniform_2_k1_polytope?oldid=681481649.
- Uniform_2_k1_polytope depiction 4-simplex_t0.svg.
- Uniform_2_k1_polytope isPrimaryTopicOf Uniform_2_k1_polytope.