Matches in DBpedia 2016-04 for { <http://wikidata.dbpedia.org/resource/Q3116079> ?p ?o }
Showing triples 1 to 36 of
36
with 100 triples per page.
- Q3116079 subject Q7035965.
- Q3116079 subject Q8376114.
- Q3116079 abstract "The pentagonal trapezohedron or deltohedron is the third in an infinite series of face-transitive polyhedra which are dual polyhedra to the antiprisms. It has ten faces (i.e., it is a decahedron) which are congruent kites.It can be decomposed into two pentagonal pyramids and a pentagonal antiprism in the middle. It can also be decomposed into two pentagonal pyramids and a dodecahedron in the middle.".
- Q3116079 thumbnail Pentagonal_trapezohedron.svg?width=300.
- Q3116079 wikiPageExternalLink Mathematical_analysis_of_uniform_polyhedron_trapezohedron_having_2n_congruent_right_kite_faces_4n_edges_and_2n_2_vertices_lying_on_a_spherical_surface_generalized_formula_for_uniform_polyhedrons_with_congruent_right_kite_faces_.
- Q3116079 wikiPageExternalLink conway_notation.html.
- Q3116079 wikiPageExternalLink vp.html.
- Q3116079 wikiPageExternalLink pentagonal_trapezohedron.wrl.
- Q3116079 wikiPageWikiLink Q1048057.
- Q3116079 wikiPageWikiLink Q1053857.
- Q3116079 wikiPageWikiLink Q107061.
- Q3116079 wikiPageWikiLink Q1142819.
- Q3116079 wikiPageWikiLink Q1154713.
- Q3116079 wikiPageWikiLink Q1183559.
- Q3116079 wikiPageWikiLink Q141458.
- Q3116079 wikiPageWikiLink Q154210.
- Q3116079 wikiPageWikiLink Q160738.
- Q3116079 wikiPageWikiLink Q176061.
- Q3116079 wikiPageWikiLink Q178296.
- Q3116079 wikiPageWikiLink Q198438.
- Q3116079 wikiPageWikiLink Q2777905.
- Q3116079 wikiPageWikiLink Q2913954.
- Q3116079 wikiPageWikiLink Q3847067.
- Q3116079 wikiPageWikiLink Q3847476.
- Q3116079 wikiPageWikiLink Q45089.
- Q3116079 wikiPageWikiLink Q4967904.
- Q3116079 wikiPageWikiLink Q550430.
- Q3116079 wikiPageWikiLink Q6640332.
- Q3116079 wikiPageWikiLink Q7035965.
- Q3116079 wikiPageWikiLink Q7208207.
- Q3116079 wikiPageWikiLink Q7254877.
- Q3116079 wikiPageWikiLink Q735071.
- Q3116079 wikiPageWikiLink Q8376114.
- Q3116079 comment "The pentagonal trapezohedron or deltohedron is the third in an infinite series of face-transitive polyhedra which are dual polyhedra to the antiprisms. It has ten faces (i.e., it is a decahedron) which are congruent kites.It can be decomposed into two pentagonal pyramids and a pentagonal antiprism in the middle. It can also be decomposed into two pentagonal pyramids and a dodecahedron in the middle.".
- Q3116079 label "Pentagonal trapezohedron".
- Q3116079 depiction Pentagonal_trapezohedron.svg.
