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- Pentagonal_polytope abstract "In geometry, a pentagonal polytope is a regular polytope in n dimensions constructed from the Hn Coxeter group. The family was named by George Olshevsky, because the two-dimensional pentagonal polytope is a pentagon. It can be named by its Schläfli symbol as {5, 3n − 1} (dodecahedral) or {3n − 1, 5} (icosahedral).".
- Pentagonal_polytope thumbnail Cross_graph_1.svg?width=300.
- Pentagonal_polytope wikiPageExternalLink productCd-0471010030.html.
- Pentagonal_polytope wikiPageID "33020517".
- Pentagonal_polytope wikiPageRevisionID "599629863".
- Pentagonal_polytope hasPhotoCollection Pentagonal_polytope.
- Pentagonal_polytope subject Category:Multi-dimensional_geometry.
- Pentagonal_polytope subject Category:Polytopes.
- Pentagonal_polytope comment "In geometry, a pentagonal polytope is a regular polytope in n dimensions constructed from the Hn Coxeter group. The family was named by George Olshevsky, because the two-dimensional pentagonal polytope is a pentagon. It can be named by its Schläfli symbol as {5, 3n − 1} (dodecahedral) or {3n − 1, 5} (icosahedral).".
- Pentagonal_polytope label "Pentagonal polytope".
- Pentagonal_polytope label "类五边形形".
- Pentagonal_polytope sameAs m.0h51plx.
- Pentagonal_polytope sameAs Q7164984.
- Pentagonal_polytope sameAs Q7164984.
- Pentagonal_polytope wasDerivedFrom Pentagonal_polytope?oldid=599629863.
- Pentagonal_polytope depiction Cross_graph_1.svg.
- Pentagonal_polytope isPrimaryTopicOf Pentagonal_polytope.
