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- Dual_polyhedron abstract "In geometry, polyhedra are associated into pairs called duals, where the vertices of one correspond to the faces of the other. Starting with any given polyhedron, the dual of its dual is the original polyhedron. The dual of an isogonal polyhedron, having equivalent vertices, is one which is isohedral, having equivalent faces, and of one which is isotoxal, having equivalent edges, is also isotoxal. The regular polyhedra — the Platonic solids and Kepler-Poinsot polyhedra — form dual pairs, with the exception of the regular tetrahedron which is self-dual.Duality is closely related to reciprocity or polarity.".
- Dual_polyhedron thumbnail Dual_Cube-Octahedron.svg?width=300.
- Dual_polyhedron wikiPageExternalLink vp.html.
- Dual_polyhedron wikiPageExternalLink unipoly.
- Dual_polyhedron wikiPageExternalLink Stella.html.
- Dual_polyhedron wikiPageID "8815".
- Dual_polyhedron wikiPageRevisionID "644698130".
- Dual_polyhedron anchor "Duality".
- Dual_polyhedron hasPhotoCollection Dual_polyhedron.
- Dual_polyhedron title "Dual polyhedron".
- Dual_polyhedron title "Dual tessellation".
- Dual_polyhedron title "Duality".
- Dual_polyhedron title "Self-dual polyhedron".
- Dual_polyhedron urlname "DualPolyhedron".
- Dual_polyhedron urlname "DualTessellation".
- Dual_polyhedron urlname "Self-DualPolyhedron".
- Dual_polyhedron subject Category:Duality_theories.
- Dual_polyhedron subject Category:Polyhedra.
- Dual_polyhedron subject Category:Polytopes.
- Dual_polyhedron subject Category:Self-dual_polyhedra.
- Dual_polyhedron type Abstraction100002137.
- Dual_polyhedron type Cognition100023271.
- Dual_polyhedron type DualityTheories.
- Dual_polyhedron type Explanation105793000.
- Dual_polyhedron type HigherCognitiveProcess105770664.
- Dual_polyhedron type Process105701363.
- Dual_polyhedron type PsychologicalFeature100023100.
- Dual_polyhedron type Theory105989479.
- Dual_polyhedron type Thinking105770926.
- Dual_polyhedron type Thing.
- Dual_polyhedron comment "In geometry, polyhedra are associated into pairs called duals, where the vertices of one correspond to the faces of the other. Starting with any given polyhedron, the dual of its dual is the original polyhedron. The dual of an isogonal polyhedron, having equivalent vertices, is one which is isohedral, having equivalent faces, and of one which is isotoxal, having equivalent edges, is also isotoxal.".
- Dual_polyhedron label "Duaal veelvlak".
- Dual_polyhedron label "Dual d'un polyèdre".
- Dual_polyhedron label "Dual polyhedron".
- Dual_polyhedron label "Duální mnohostěn".
- Dual_polyhedron label "Poliedro dual".
- Dual_polyhedron label "Poliedro dual".
- Dual_polyhedron label "Poliedro dual".
- Dual_polyhedron label "Poliedro duale".
- Dual_polyhedron label "Políedre dual".
- Dual_polyhedron label "Wielościan dualny".
- Dual_polyhedron label "Двойственный многогранник".
- Dual_polyhedron label "双対多面体".
- Dual_polyhedron label "쌍대다면체".
- Dual_polyhedron seeAlso Pole_and_polar.
- Dual_polyhedron sameAs Duální_mnohostěn.
- Dual_polyhedron sameAs Poliedro_dual.
- Dual_polyhedron sameAs Poliedro_dual.
- Dual_polyhedron sameAs Dual_d'un_polyèdre.
- Dual_polyhedron sameAs Poliedro_duale.
- Dual_polyhedron sameAs 双対多面体.
- Dual_polyhedron sameAs 쌍대다면체.
- Dual_polyhedron sameAs Duaal_veelvlak.
- Dual_polyhedron sameAs Wielościan_dualny.
- Dual_polyhedron sameAs Poliedro_dual.
- Dual_polyhedron sameAs m.02fs5.
- Dual_polyhedron sameAs Q1053857.
- Dual_polyhedron sameAs Q1053857.
- Dual_polyhedron sameAs Dual_polyhedron.
- Dual_polyhedron wasDerivedFrom Dual_polyhedron?oldid=644698130.
- Dual_polyhedron depiction Dual_Cube-Octahedron.svg.
- Dual_polyhedron isPrimaryTopicOf Dual_polyhedron.