snub disphenoid
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snub disphenoid
Summary
snub disphenoid is a polyhedron[1]. It draws 56 Wikipedia views per month (polyhedron category, ranking #25 of 156).[2]
Key Facts
- snub disphenoid is credited with the discovery of Norman Johnson[3].
- snub disphenoid's image is recorded as Snub disphenoid.png[4].
- snub disphenoid's instance of is recorded as polyhedron[5].
- snub disphenoid's subclass of is recorded as strictly-convex deltahedron[6].
- snub disphenoid's subclass of is recorded as Johnson solid[7].
- snub disphenoid's subclass of is recorded as dodecahedron[8].
- snub disphenoid's subclass of is recorded as snub polyhedron[9].
- snub disphenoid's Commons category is recorded as Snub disphenoid[10].
- snub disphenoid's catalog code is recorded as J84[11].
- snub disphenoid's Freebase ID is recorded as /m/0494gc[12].
- snub disphenoid's has facet polytope is recorded as equilateral triangle[13].
- snub disphenoid's described by source is recorded as Meyers Konversations-Lexikon, 4th edition (1885–1890)[14].
- snub disphenoid's short name is recorded as {'lang': 'mul', 'text': 'J84'}[15].
- snub disphenoid's has part is recorded as vertex[16].
- snub disphenoid's has part is recorded as edge[17].
- snub disphenoid's has part is recorded as face[18].
- snub disphenoid's MathWorld ID is recorded as SnubDisphenoid[19].
- snub disphenoid's 3D model is recorded as J84 snub disphenoid wireframe.stl[20].
- snub disphenoid's 3D model is recorded as J84 snub disphenoid.stl[21].
- snub disphenoid's Zenodo ID is recorded as 10729583/files/j84[22].
- snub disphenoid's maintained by WikiProject is recorded as WikiProject Mathematics[23].
- snub disphenoid's Bowers acronym is recorded as snadow[24].
- snub disphenoid's polyhedron net is recorded as Johnsonkoerpernetz84.svg[25].
Body
Works and Contributions
snub disphenoid is credited with the discovery of Norman Johnson[3].
Why It Matters
snub disphenoid draws 56 Wikipedia views per month (polyhedron category, ranking #25 of 156).[2] It has Wikipedia articles in 11 language editions, a strong signal of global cultural recognition.[26] It is known by 17 alternative names across languages and contexts.[27]