e/Kepler–Poinsot polyhedron

New Query

Information
has glosseng: In geometry, a Kepler–Poinsot polyhedron is any of four regular star polyhedra. They may be obtained by stellating the regular convex dodecahedron and icosahedron, and differ from these in having regular pentagrammic faces or vertex figures.
lexicalizationeng: Kepler-Poinsot polyhedra
lexicalizationeng: Kepler-Poinsot polyhedron
lexicalizationeng: Kepler–Poinsot polyhedron
subclass of(noun) a solid figure bounded by plane polygons or faces
polyhedron
Meaning
Catalan
has glosscat: Els sòlids de Kepler-Poinsot són els políedres estelats regulars. Cadascun té cares que són polígons convexos regulars congruents o polígons estelats i té el mateix nombre de cares que es troben a cada vèrtex (compareu amb els políedres platònics.
lexicalizationcat: Políedre de Kepler-Poinsot
Esperanto
has glossepo: La pluredroj de Keplero-Poinsot estas la regulaj nekonveksaj stelaj pluredroj. Estas 4 pluredroj de Keplero-Poinsot. Ĉiu el ili havas edroj kiu estas kongruaj regulaj plurlateroj.
lexicalizationepo: Pluredro de Keplero-Poinsot
Finnish
has glossfin: Kepler–Poinsot'n kappaleet ovat tähdenmuotoisia säännöllisiä monitahokkaita.
lexicalizationfin: Keplerin–Poinsot'n kappale
French
has glossfra: Les solides de Kepler-Poinsot sont les polyèdres étoilés réguliers. Chacun possède des faces qui sont des polygones convexes réguliers congruents ou des polygones étoilés et possède le même nombre de faces se rencontrant à chaque sommet (comparer avec les solides de Platon).
lexicalizationfra: solide de Kepler-Poinsot
Italian
has glossita: Un poliedro (o solido) di Keplero-Poinsot è un poliedro regolare non convesso, in cui tutte le facce sono formate da identici poligoni regolari (includendo tra essi anche i poligoni stellati) e che ha lo stesso numero di facce che si incontrano in uno stesso vertice.
lexicalizationita: Poliedri di Keplero-Poinsot
lexicalizationita: Poliedro di Keplero-Poinsot
Japanese
has glossjpn: 星型正多面体は、ドイツの数学者ヨハネス・ケプラーが最初に発見した、各面が互いに交差する凸でない正多面体である。ケプラー・ポアンソの立体と呼ばれることもある。これらは正多面体を星型化することによって作ることができる。
lexicalizationjpn: 星型正多面体
Korean
has glosskor: 케플러-포인샷 다면체(Kepler-Poinsot polyhedron)는 모든 면이 정다각형으로 이루어져 있으나, 볼록하지 않은 다면체를 말한다. 종류 | class="prettytable" |- ! 이름 ! 그림 ! colspan=2| 면 ! 변 ! 꼭지점 ! 꼭지점 구성 ! 대칭군 |- | 소형 별모양 십이면체 | | 12 || 12 오각별 | 30 || 12 || 5/2.5/2.5/2.5/2.5/2 | Ih |- | 대형 십이면체 | | 12 || 12 오각형 | 30 || 12 | (5.5.5.5.5)/2 || Ih |- | 대형 별모양 십이면체 | | 12 || 12 오각별 || 30 | 20 | 5/2.5/2.5/2 || Ih |- | 대형 이십면체 | | 20 || 20 삼각형 || 30 | 12 | (3.3.3.3.3)/2 || Ih |}
lexicalizationkor: 케플러-포인샷 다면체
Dutch
has glossnld: De Kepler-Poinsot-lichaam is een populaire naam voor de regelmatige sterveelvlakken. Elk lichaam heeft vlakken die of regelmatige congruente convexe veelhoeken of sterveelhoeken zijn. Alle lichamen hebben op ieder hoekpunt hetzelfde aantal vlakken (vergelijk dit met de Platonische lichamen).
lexicalizationnld: Kepler-Poinsot-lichaam
Polish
has glosspol: Wielościany Keplera-Poinsota to zwyczajowa nazwa dla foremnych wielościanów gwiaździstych posiadających ściany będące przystającymi wielokątami wypukłymi bądź wielokątami gwiaździstymi.
lexicalizationpol: Wielościan Keplera-Poinsota
Portuguese
has glosspor: Um Poliedro de Kepler-Poinsot é um poliedro regular não convexo. Todas as suas faces são polígonos regulares iguais. E em todos os vértices encontram-se o mesmo número de faces (comparar com Sólidos Platónicos).
lexicalizationpor: Poliedros de Kepler-Poinsot
Castilian
has glossspa: Un sólido de Kepler (también llamado sólido de Kepler-Poinsot) es un poliedro regular no convexo, cuyas caras son todas polígonos regulares y que tiene en todos sus vértices el mismo número de caras que se encuentran (compárese con los sólidos platónicos).
lexicalizationspa: Solidos de Kepler Poinsot
lexicalizationspa: Solidos de Kepler-Poinsot
lexicalizationspa: Sólidos de Kepler-Poinsot
Chinese
has glosszho: 星型正多面體(多面體)是一類凹多面體,共有四個。它們的表面均為正多邊形或正星形且每個頂點都有相同數目的邊連接。
lexicalizationzho: 星形正多面體
Media
media:imgAlexander%27s Star.jpg
media:imgAlexander's Star.jpg
media:imgCD 3.png
media:imgCD 5-2.png
media:imgCD 5.png
media:imgCD dot.png
media:imgCD ring.png
media:imgDodecahedron.png
media:imgFirst stellation of dodecahedron facets.png
media:imgFirst stellation of dodecahedron facets.svg
media:imgGrande Dodecaedro Stellato.jpg
media:imgGrande Dodecaedro.jpg
media:imgGrande Icosaedro.jpg
media:imgGravitation.png
media:imgGreat dodecahedron tiling.png
media:imgGreat dodecahedron.png
media:imgGreat icosahedron tiling.png
media:imgGreat icosahedron.png
media:imgGreat stellated dodecahedron tiling.png
media:imgGreat stellated dodecahedron.png
media:imgGreatDodecahedron.jpg
media:imgGreatIcosahedron.jpg
media:imgGreatStellatedDodecahedron.jpg
media:imgIcosahedron.png
media:imgKepler-Poinsot solids (es).svg
media:imgKepler-Poinsot solids (it).svg
media:imgKepler-Poinsot solids.svg
media:imgMarble floor mosaic Basilica of St Mark Vencice.jpg
media:imgPentagon.svg
media:imgPentagram.svg
media:imgPiccolo Dodecaedro Stellato.jpg
media:imgSecond stellation of dodecahedron facets.png
media:imgSecond stellation of dodecahedron facets.svg
media:imgSistema di cinque poliedri.JPG
media:imgSixteenth stellation of icosahedron facets.png
media:imgSmall stellated dodecahedron tiling.png
media:imgSmall stellated dodecahedron.png
media:imgSmallStellatedDodecahedron.jpg
media:imgThird stellation of dodecahedron facets.png
media:imgThird stellation of dodecahedron facets.svg
media:imgTriangle.Equilateral.svg

Query

Word: (case sensitive)
Language: (ISO 639-3 code, e.g. "eng" for English)


Lexvo © 2008-2025 Gerard de Melo.   Contact   Legal Information / Imprint