Category:Spherical polyhedra

**spherical polyhedron**
	tiling of the sphere in which the surface is divided or partitioned by great arcs into bounded regions
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Subclass of	polyhedron; tessellation (sphere);
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In mathematics, a spherical polyhedron is a tiling of the sphere (2-sphere) in which the surface is divided or partitioned by great arcs into bounded regions called spherical polygons.

Subcategories

This category has the following 13 subcategories, out of 13 total.

D

Divertabah‎ (6 F)

F

Flower of life on spherical polyhedra‎ (1 C, 2 F)

H

Hosohedra‎ (4 C, 7 F)

S

Sphere symmetry‎ (32 F)
Spherical compounds of Platonic solids‎ (2 C)
Spherical cuboctahedron‎ (1 C, 2 F)
Spherical polyhedra made of great circles‎ (5 C, 2 F)
Spherical pyramids‎ (1 C, 12 F)

📚

Set of Catalan solids; spherical; yellow with red edges‎ (1 C, 15 F)
Set of spherical tilings; shiny ryb‎ (2 C)

Media in category "Spherical polyhedra"

The following 11 files are in this category, out of 11 total.

25 great circles colored.png 1,193 × 1,189; 49 KB
31 great circles colored triangles.png 787 × 793; 70 KB
31greatcircle-3views.png 2,386 × 840; 213 KB
Icosahedron to Sphere.png 400 × 400; 73 KB
Kised truncated icosahedron spherical.png 796 × 795; 227 KB
Sphere5tesselation.gif 360 × 391; 3.05 MB
Spherical digonal prism.svg 539 × 539; 4 KB
Spherical monogonal prism.svg 539 × 539; 4 KB
Spherical trigonal lucanicohedron.svg 595 × 595; 6 KB
Tetragonal dihedron.png 594 × 600; 15 KB
Truncated trigonal dihedron.svg 624 × 624; 4 KB

Category:Spherical polyhedra

Subcategories

D

F

H

S

📚

Media in category "Spherical polyhedra"

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