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  • Tetrahedral prism
    <[#ontology [kind topic] [cats Uniform Prism Tapertope Bicupolic_ring]]> }}{{STS Uniform polytope
    1 KB (187 words) - 16:49, 19 September 2017
  • List of sets of shapes
    *[[Uniform polytope]]s
    307 B (44 words) - 06:35, 15 November 2007
  • Polytope
    == Uniform polytope == ... which is [[vertex-transitive]] and whose [[facet]]s are lower-dimensional uniform polytopes.
    3 KB (392 words) - 13:09, 15 March 2014
  • Triangular diprism
    }}{{STS Uniform polytope The net of a triangular diprism is three [[cube]]s with four triangular prisms attached to the middle cube:
    2 KB (201 words) - 18:29, 13 March 2016
  • Geochoron
    }}{{STS Uniform polytope ...um of [[tetrahedral]] [[truncation]]s, including forms in-between the five uniform ones; this also means that the very central such section is an [[octahedron
    9 KB (1,403 words) - 17:59, 24 April 2018
  • Duoprism
    <[#ontology [kind class] [cats 4D Ringed_form Uniform Polytope]]> ...'n''-duoprism is bounded by ''m'' ''n''-gonal prisms and ''n'' ''m''-gonal prisms, for a total of ''m+n'' cells. The two types of cells lie on two mutually o
    2 KB (398 words) - 19:54, 8 February 2014
  • Conway symbol
    ...] can generate all the convex [[Octahedral symmetry]] [[Uniform polyhedron|uniform polyhedra]]. The first row generates the [[Archimedean solid]]s and the sec
    8 KB (1,280 words) - 19:50, 11 February 2014
  • Facet Layout Diagram
    ... exactly three unique faces: the triangle, the uniform square, and the non-uniform square. So we know we will need exactly three circles in our diagram. ...f each edge go "3-4-3-4", where the "3" is our triangle and the "4" is our uniform square. This can be rewritten as "2(3-4)" (note that "3-3-4-4" ''cannot'' b
    9 KB (1,499 words) - 01:57, 19 September 2017
  • Tetrahedral glaze
    ...n be cut cleanly into 5 regular tetrahedra, 12 isosceles tetrahedra and 22 uniform [[triangular prism]]s.
    816 B (118 words) - 19:47, 8 February 2014
  • List of convex regular-faced polyhedra
    <td class='cat' colspan='11'>Utility prisms (total 7)</td> ...cause they are the only prisms which appear as cells in higher-dimensional uniform polytopes. The antiprisms of the same symmetry groups are included for comp
    34 KB (5,885 words) - 20:54, 2 March 2014
  • SSC3
    === Uniform polyhedra === === Select 3D (anti)prisms ===
    12 KB (1,483 words) - 22:22, 11 February 2014
  • CRF polychora discovery project
    ...[snub demitesseract]] and the [[grand antiprism]], and 17 prisms of convex uniform polyhedra (not 18, because one was already covered as the tesseract, a stau ...92 [[Johnson solids]]. This brings the running total to 156. Some of these prisms are included in Klitzing's list of [[segmentotope]]s, but some are not due
    9 KB (1,334 words) - 04:05, 9 March 2019
  • Segmentotope
    ;Ux - the pyrorectichoron, a uniform polychoron ;Up - all 17 prisms of the uniform polyhedra (not 18, because the cube prism is the K 4.20, already counted ab
    31 KB (3,718 words) - 10:04, 15 March 2016
  • CRFP4DP/Augmentations
    == Augmented uniform polychora == Some of the uniform polychora can be ''augmented'' (have CRF [[pyramid]]s or other [[prismatoid
    11 KB (1,596 words) - 20:24, 14 January 2019
  • Omniaugmented 5,20-duoprism
    ...nal pyramids thus introduced will be coplanar with the adjacent pentagonal prisms, turning them into elongated pentagonal bipyramids.
    569 B (76 words) - 20:24, 13 February 2014
  • CRFP4DP/Diminishings
    Some diminishings of uniform polychora produce various segmentotopes. ...nd a square cupola prism, and the latter can be cut into two square cupola prisms and a 4,8-duoprism (octagonal prism prism).
    15 KB (2,080 words) - 22:36, 27 March 2014
  • Castellated rhodoperihedral prism
    ...[digon]]) it is so named as it has similar structure to "real" prisms of [[uniform polyhedra]].
    3 KB (369 words) - 14:32, 1 March 2014
  • CRF
    All regular and uniform polytopes in all dimensions are CRF. ...medean solids, the 92 Johnson solids, and the infinite families of regular prisms and antiprisms. These are the only CRF polytopes in 3D.
    2 KB (277 words) - 20:54, 4 July 2016
  • Runcinated snub demitesseract
    ...esseract]] via [[Stott expansion]]. It is vertex-[[transitive]], but not [[uniform]], thus it belongs to the class of [[scaliform]] polychora. It has 24 [[ico
    937 B (127 words) - 07:34, 27 March 2014

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