Compound of two tetrahedra

http://dbpedia.org/resource/Compound_of_two_tetrahedra

In geometry, a compound of two tetrahedra is constructed by two overlapping tetrahedra, usually implied as regular tetrahedra. rdf:langString
En géométrie, un composé de deux tétraèdres est la figure formée par le chevauchement de deux tétraèdres, en général implicitement supposés réguliers. rdf:langString
在幾何學中,二複合四面體是指由兩個四面體互相重疊組成的幾何形狀,通常是指由正四面體組成的複合圖形。 二複合四面體中,只有一種是均勻多面體,即、階數為48階的星形八面體。其有一個正八面體的星狀核和立方體的凸包,且可以與该立方體共用其8個頂點。 rdf:langString
rdf:langString Compound of two tetrahedra
rdf:langString Composé de deux tétraèdres
rdf:langString 二複合四面體
xsd:integer 8010763
xsd:integer 1088010799
rdf:langString left
rdf:langString If the edge crossings were vertices, the mapping on a sphere would be the same as that of a rhombic dodecahedron.
rdf:langString A tetrahedron and its dual tetrahedron
rdf:langString Orthographic projections from the different symmetry axes
rdf:langString The intersection of both solids is the octahedron, and their convex hull is the cube.
xsd:integer 1 2784
rdf:langString Polyhedron 4-4 dual blue.png
rdf:langString Polyhedron 4a.png
rdf:langString Polyhedron 4b.png
rdf:langString Polyhedron 4-4 blue.png
rdf:langString Polyhedron pair 4-4 from blue.png
rdf:langString Polyhedron pair 4-4 from redyellow.png
rdf:langString Polyhedron pair 4-4 from yellow.png
rdf:langString Polyhedron pair 4-4.png
rdf:langString Polyhedron small rhombi 4-4 dual.png
rdf:langString Compound of two tetrahedra
xsd:integer 460
rdf:langString Tetrahedron2-Compound
xsd:integer 1 2430
rdf:langString In geometry, a compound of two tetrahedra is constructed by two overlapping tetrahedra, usually implied as regular tetrahedra.
rdf:langString En géométrie, un composé de deux tétraèdres est la figure formée par le chevauchement de deux tétraèdres, en général implicitement supposés réguliers.
rdf:langString 在幾何學中,二複合四面體是指由兩個四面體互相重疊組成的幾何形狀,通常是指由正四面體組成的複合圖形。 二複合四面體中,只有一種是均勻多面體,即、階數為48階的星形八面體。其有一個正八面體的星狀核和立方體的凸包,且可以與该立方體共用其8個頂點。
xsd:nonNegativeInteger 4627

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