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  • Variance group
    ...own in the tables of uniform [[Table of uniform polyhedra by Kana mnemonic|polyhedra]] and [[Table of uniform polychora by Kana mnemonic|polychora]] by their [[
    1 KB (153 words) - 06:31, 14 March 2008
  • Square antiprism
    ...tion]]s of a square antiprism in the [!z] plane are [[octagon]]s, giving a regular octagon in the middle and degenerating to squares at the ends. {{Polyhedra}}
    1,011 B (142 words) - 22:00, 14 March 2014
  • Octahedral truncate
    ...yhedron. It is special because it is one of only five regular-faced convex polyhedra that can tile the realm (the others being the [[cube]], [[triangular prism]
    949 B (118 words) - 10:13, 2 March 2014
  • Platonic solids
    <[#ontology [kind topic] [cats Essays Regular Polytope]]> == The Regular Polyhedra ==
    2 KB (362 words) - 21:46, 11 February 2014
  • Polytope
    ...lytopes. Polytopes are grouped by their dimension into the ''polygons'', ''polyhedra'', ''polychora'', ''polytera'', ''polypeta'', etc. ...exed by their [[Bowers acronym]] or [[Kana mnemonic]]. See also [[Table of regular polytopes by elemental name]] and [[List of uniform polychora]].
    3 KB (392 words) - 13:09, 15 March 2014
  • Main Page
    ***[[List of convex regular-faced polyhedra]] ***[[Table of regular polytopes by elemental name]]
    2 KB (214 words) - 13:09, 15 March 2014
  • Icosahedron
    <[#ontology [kind topic] [cats 3D Regular Polytope] [alt [[freebase:03vyw]] [[wikipedia:Icosahedron]]]]> | vfigure=Regular [[pentagon]], edge 1
    2 KB (240 words) - 13:50, 26 March 2017
  • Conway symbol
    '''Conway polyhedron notation''' is used to describe [[polyhedron|polyhedra]] based on a seed polyhedron modified by various [[operator]]s. The seed polyhedra are the [[Platonic solid]]s, represented by their first letter of their nam
    8 KB (1,280 words) - 19:50, 11 February 2014
  • SSC3
    === Regular polygon === The ''regular polygon'' sequence class is written as <2, ''n''>, where ''n'' is the numbe
    12 KB (1,483 words) - 22:22, 11 February 2014
  • CRF polychora discovery project
    {{selfref|See also: [[List of convex regular-faced polyhedra]]}} This page documents an ongoing project to discover as many [[Polytope#Convex regular-faced polytope|CRF polychora]] as possible, and perhaps as a long-term goal
    9 KB (1,334 words) - 04:05, 9 March 2019
  • Segmentotope
    ...sseract]]). The full list can be obtained from [http://www.orchidpalms.com/polyhedra/segmentochora/artConvSeg_7.pdf Klitzing's paper] (PDF format). ... B are lower-dimensional polytopes. For segmentochora, A and B are usually polyhedra, although one of them can be lower-dimensional, as is the case with the [[w
    31 KB (3,718 words) - 10:04, 15 March 2016
  • Hopf fibration
    ...l of their symmetries are subsymmetries of the Hopf fibration; just as the polyhedra themselves belong to a subsymmetry of the 2-sphere. You can spot some of these subsymmetries in various 4D regular polytopes:
    7 KB (1,120 words) - 08:41, 7 March 2014

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