Template:Infobox polyhedron

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Usage

{{Infobox polyhedron
| name          = 
| image         = only image file name
| caption       = image caption
| type          = general type of this shape
| euler         = Euler characteristic
| faces         = face count and types
| edges         = edge count
| vertices      = vertex count
| vertex_config = list faces around a vertex
| schläfli      = Schläfli symbol
| wythoff       = Wythoff symbol
| conway        = Conway polyhedron notation
| coxeter       = Coxeter-Dynkin diagram
| symmetry      = symmetry group
| rotation_group = rotation group
| surface_area  = some simple formula(e)
| volume        = some simple formula(e)
| angle         = dihedral angle
| dual          = dual polyhedron of this shape
| properties    =
| vertex_figure = only image file name
| net           = only image file name
| net_caption   = net caption
}}

Legacy parameters

• Image_File → image
• Polyhedron_Type → type
• Euler_characteristic → euler
• Face_List → faces
• Edge_Count → edges
• Vertex_Count → vertices
• Vertex_List → vertex_config
• Wythoff_Symbol → wythoff
• Symmetry_Group → symmetry
• Dual → dual
• Property_List → properties
• VertexImage_File → vertex_figure
• Net_Image_File → net

Examples

Set of pyramidal right n-gonal frustums
Examples: right pentagonal and square frustums (n = 5 and n = 4)
Faces	n isosceles trapezoids, 2 regular n-gons
Edges	3n
Vertices	2n
Symmetry group	Cnv, [1,n], (*nn)
Dual polyhedron	convex asymmetric right n-gonal bipyramid
Properties	convex
Net
Example: net of right trigonal frustum (n = 3)

The code below results in the infobox on the right:

{{Infobox polyhedron
| name          = Set of pyramidal right {{mvar|n}}-gonal frustums
| image         = [[File:Pentagonal frustum.svg|110px]][[Image:Usech kvadrat piramid.png|110px]]
| caption       = Examples: right pentagonal and square frustums<br>{{math|1=(''n'' = 5}} and {{math|1=''n'' = 4)}}
| type          =
| faces         = {{mvar|n}} isosceles [[trapezoid]]s, 2 [[Regular polygon|regular {{mvar|n}}-gons]]
| edges         = 3{{mvar|n}}
| vertices      = 2{{mvar|n}}
| wythoff       =
| symmetry      = [[Symmetry group#Three dimensions|C<sub>{{mvar|n}}v</sub>]], [1,{{mvar|n}}], (*{{mvar|nn}})
| dual          = convex [[Bipyramid#Asymmetric/inverted right bipyramids|asymmetric right {{mvar|n}}-gonal bipyramid]]
| properties    = [[Convex set|convex]]
| net           = Net of right trigonal frustum.png
| net_caption   = Example: net of right trigonal frustum {{math|1=(''n'' = 3)}}
}}

See also

• Template:Infobox polygon

Polyhedron templates:

• {{Polyhedra}}

Tables:

• {{Cupolae}}
• {{Polyhedron operators}}
• {{Reg hyperbolic tiling stat table}}
• {{Reg tiling stat table}}
• {{Uniform hyperbolic tiling stat table}}
• {{Uniform tiling full table}}
• {{Uniform tiling list table}}
• {{Uniform tiling stat table}}

Database:

• {{Even polygon db}}
• {{Prism polyhedra db}}
• {{Reg polyhedra db}}
• {{Semireg dual polyhedra db}}
• {{Semireg polyhedra db}}
• {{Uniform hyperbolic tiles db}}
• {{Uniform polyhedra db}}
• {{Uniform tiles db}}

Info- and navboxes:

• {{Honeycombs}}
• {{Infobox polygon}}
• {{Infobox polyhedron}}
• {{Polyhedron types}}
• {{Tessellation}}

Other:

• {{Coxeter–Dynkin diagram}}
• {{Honeycomb}}

The above documentation is transcluded from Template:Infobox polyhedron/doc. (edit | history)
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