Grup polihedral: Perbedaan antara revisi

!rowspan=2|[[Notasi Schoenflies|Nama]]<BRbr>([[notasi orbifold|Orb.]])

!rowspan=2|[[Notasi Coxeter|Notasi<BRbr>Coxeter]]

!rowspan=2|Struktur<BRbr>abstrak

!rowspan=2|Rotasi<BRbr>Titik<BRbr>#_{[[Sudut (teori graf)|valensi]]}

![[simetri tetrahedral|T]]<BRbr>(332)

|| {{CDD|node_h2|3|node_h2|3|node_h2}}<BRbr>[3,3]⁺ || 12||[[grup selang-seling|A₄]]||4₃[[Berkas:Armed forces red triangle.svg|12px]] [[Berkas:Purple Fire.svg|12px]]<BRbr>3₂[[Berkas:Rhomb.svg|12px]]||[[Berkas:Sphere_symmetry_group_t.png|120px]]

||[[FileBerkas:Tetrakis_hexahedron_stereographic_D3_gyrations.png|120px]]

![[Simetri piritohedral|T_h]]<BRbr>(3*2)

|| {{CDD|node|4|node_h2|3|node_h2}}<BRbr>{{CDD|node_c2|4|node_h2|3|node_h2}}<BRbr>[4,3⁺] ||24||[[Grup simetris|A₄×2]] ||4₃[[Berkas:Armed forces red triangle.svg|12px]]<BRbr>3_*2{{CDD|node_c2}}

![[simetri oktahedral|O]]<BRbr>(432)

|| {{CDD|node_h2|4|node_h2|3|node_h2}}<BRbr>[4,3]⁺ ||24||[[Grup simetris|S₄]] ||3₄[[Berkas:Monomino.png|12px]]<BRbr>4₃[[Berkas:Armed forces red triangle.svg|12px]]<BRbr>6₂[[Berkas:Rhomb.svg|12px]]||[[Berkas:Sphere_symmetry_group_o.png|120px]]

![[simetri ikosahedral|I]]<BRbr>(532)

|| {{CDD|node_h2|5|node_h2|3|node_h2}}<BRbr>[5,3]⁺ ||60||[[grup selang-seling|A₅]]|||6₅[[Berkas:Patka piechota.png|12px]]<BRbr>10₃[[Berkas:Armed forces red triangle.svg|12px]]<BRbr>15₂[[Berkas:Rhomb.svg|12px]]||[[Bekas:Sphere_symmetry_group_i.png|120px]]

!rowspan=2|[[Grup Coxeter#Grup Weyl|Weyl]]<BRbr>[[Notasi Schoenflies|Schoe.]]<BRbr>([[Notasi orbifold|Orb.]])

!rowspan=2|[[Notasi Coxeter|Notasi<BRbr>Coxeter]]

!rowspan=2|Struktur<BRbr>abstrak

!rowspan=2|[[Bilangan Coxeter|Bilangan<BRbr>Coxeter]]<BRbr>(h)

!rowspan=2|[[kaleidoskop|Cermin]]<BRbr>(m)

!A₃<BRbr>T_d<BRbr>(*332)

|| {{CDD|node|3|node|3|node}}<BRbr>{{CDD|node_c1|3|node_c1|3|node_c1}}<BRbr>[3,3] || 24 ||[[Grup simetris|S₄]] ||4 ||6{{CDD|node_c1}}||[[Berkas:Spherical tetrakis hexahedron.pngsvg|120px]]||[[Berkas:Tetrakis hexahedron stereographic D4.png|120px]]||[[Berkas:Tetrakis hexahedron stereographic D3.png|120px]]||[[Berkas:Tetrakis hexahedron stereographic D2.png|120px]]

!B₃<BRbr>O_h<BRbr>(*432)

|| {{CDD|node|4|node|3|node}}<BRbr>{{CDD|node_c2|4|node_c1|3|node_c1}}<BRbr>[4,3] ||48 ||S₄×2||8 ||3{{CDD|node_c2}}<BRbr>6{{CDD|node_c1}}||[[Berkas:Spherical disdyakis dodecahedron.pngsvg|120px]]||[[Berkas:Disdyakis dodecahedron stereographic D4.png|120px]]||[[Berkas:Disdyakis dodecahedron stereographic D3.png|120px]]||[[Berkas:Disdyakis dodecahedron stereographic D2.png|120px]]

!H₃<BRbr>I_h<BRbr>(*532)

|| {{CDD|node|5|node|3|node}}<BRbr>{{CDD|node_c1|5|node_c1|3|node_c1}}<BRbr>[5,3] ||120 ||[[Grup selang-seling|A₅×2]]||10 ||15{{CDD|node_c1}}||[[Berkas:Spherical disdyakis triacontahedron.pngsvg|120px]]||[[Berkas:Disdyakis triacontahedron stereographic d5.svg|120px]]||[[Berkas:Disdyakis triacontahedron stereographic d3.svg|120px]]||[[Berkas:Disdyakis triacontahedron stereographic d2.svg|120px]]

* [[Coxeter|Coxeter, H. S. M.]] [[Regular Polytopes (book)|Regular Polytopes]], 3rd ed. New York: Dover, 1973. (''The Polyhedral Groups.'' §3.5, pp.&nbsp;46&ndash;4746–47)