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- Q17009349 subject Q7035965.
- Q17009349 abstract "In geometry, a ditrigonary polyhedron is a uniform star polyhedron with Wythoff symbol: 3 | p q. There are three of them, each including two types of faces, being of triangles, pentagons, or pentagrams. Their vertex figures have the same vertex arrangement, but different edges.They have 20 vertices, shared with the regular dodecahedron. They are also related to the compound of five cubes which shares the same vertex arrangement and the same edge arrangement.".
- Q17009349 thumbnail Dodecahedron.png?width=300.
- Q17009349 wikiPageExternalLink 2254.
- Q17009349 wikiPageExternalLink ~rl.
- Q17009349 wikiPageExternalLink uniform.pdf.
- Q17009349 wikiPageExternalLink kaleido.
- Q17009349 wikiPageExternalLink dual.html.
- Q17009349 wikiPageExternalLink poly.html.
- Q17009349 wikiPageExternalLink unipoly.
- Q17009349 wikiPageExternalLink misc.htm.
- Q17009349 wikiPageExternalLink TIBKAT%3A22693604X.
- Q17009349 wikiPageWikiLink Q1048057.
- Q17009349 wikiPageWikiLink Q1105291.
- Q17009349 wikiPageWikiLink Q127840.
- Q17009349 wikiPageWikiLink Q129916.
- Q17009349 wikiPageWikiLink Q1481248.
- Q17009349 wikiPageWikiLink Q158652.
- Q17009349 wikiPageWikiLink Q169451.
- Q17009349 wikiPageWikiLink Q178296.
- Q17009349 wikiPageWikiLink Q182186.
- Q17009349 wikiPageWikiLink Q19821.
- Q17009349 wikiPageWikiLink Q2114050.
- Q17009349 wikiPageWikiLink Q2241033.
- Q17009349 wikiPageWikiLink Q2878957.
- Q17009349 wikiPageWikiLink Q3033698.
- Q17009349 wikiPageWikiLink Q3100408.
- Q17009349 wikiPageWikiLink Q3893244.
- Q17009349 wikiPageWikiLink Q3972858.
- Q17009349 wikiPageWikiLink Q598843.
- Q17009349 wikiPageWikiLink Q7035965.
- Q17009349 wikiPageWikiLink Q80553.
- Q17009349 wikiPageWikiLink Q8087.
- Q17009349 comment "In geometry, a ditrigonary polyhedron is a uniform star polyhedron with Wythoff symbol: 3 | p q. There are three of them, each including two types of faces, being of triangles, pentagons, or pentagrams. Their vertex figures have the same vertex arrangement, but different edges.They have 20 vertices, shared with the regular dodecahedron. They are also related to the compound of five cubes which shares the same vertex arrangement and the same edge arrangement.".
- Q17009349 label "Ditrigonary polyhedra".
- Q17009349 depiction Dodecahedron.png.