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Baris 52:
== Simetri siklik ==
{| class="wikitable"
|-
! [[Notasi Hermann–Mauguin|Intl]]
! Geo<br>
! [[Notasi Orbifold|Orb.]]
! [[Notasi Schönflies|Schön.]]
! [[John Horton Conway|Con.]]
! [[Notasi Coxeter|Cox.]]
! Ord.
! [[Domain dasar|Dom.<br>dasar]]
|- align=center
| {{overline|4}}
| {{overline|42}}
| 2×
| S<SUB>4</SUB>
| CC<SUB>4</SUB>
| [2<sup>+</sup>,4<sup>+</sup>]
| 4
| [[Gambar:Sphere symmetry group s4.png|100px]]
|- align=center
| 2/m
| {{overline|2}}2
| 2*
| C<SUB>2h</SUB><br>= D<SUB>1d</SUB>
| ±C<SUB>2</SUB><br>= ±D<SUB>2</SUB>
| [2,2<sup>+</sup>]<br>[2<sup>+</sup>,2]
| 4
| [[Gambar:Sphere symmetry group c2h.png|100px]]
|}
{| class="wikitable"
|-
! [[Notasi Hermann–Mauguin|Intl]]
! Geo<br>
! [[Notasi Orbifold|Orb.]]
! [[Notasi Schönflies|Schön.]]
! [[John Horton Conway|Con.]]
! [[Notasi Coxeter|Cox.]]
! Ord.
! [[Domain dasar|Dom.<br>dasar]]
|- align=center valign=top
| 2<br>3<br>4<br>5<br>6<br>n
| {{overline|2}}<br>{{overline|3}}<br>{{overline|4}}<br>{{overline|5}}<br>{{overline|6}}<br>{{overline|n}}
| 22<br>33<br>44<br>55<br>66<br>nn
| C<sub>2</sub><br>C<sub>3</sub><br>C<sub>4</sub><br>C<sub>5</sub><br>C<sub>6</sub><br>C<sub>n</sub>
| C<sub>2</sub><br>C<sub>3</sub><br>C<sub>4</sub><br>C<sub>5</sub><br>C<sub>6</sub><br>C<sub>n</sub>
| [2]<sup>+</sup><br>[3]<sup>+</sup><br>[4]<sup>+</sup><br>[5]<sup>+</sup><br>[6]<sup>+</sup><br>[n]<sup>+</sup><br>
| 2<br>3<br>4<br>5<br>6<br>n
| [[Gambar:Sphere symmetry group c2.png|100px]]
|- align=center valign=top
| 2mm<br>3m<br>4mm<br>5m<br>6mm<br>nm (n is odd)<br>nmm (n is even)
| 2<br>3<br>4<br>5<br>6<br>n
| *22<br>*33<br>*44<br>*55<br>*66<br>*nn
| C<SUB>2v</SUB><br>C<SUB>3v</SUB><br>C<SUB>4v</SUB><br>C<SUB>5v</SUB><br>C<SUB>6v</SUB><br>C<SUB>nv</SUB>
| CD<SUB>4</SUB><br>CD<SUB>6</SUB><br>CD<SUB>8</SUB><br>CD<SUB>10</SUB><br>CD<SUB>12</SUB><br>CD<SUB>2n</SUB>
| [2]<br>[3]<br>[4]<br>[5]<br>[6]<br>[n]
| 4<br>6<br>8<br>10<br>12<br>2n
| [[Gambar:Sphere symmetry group c2v.png|100px]]
|- align=center valign=top
| {{overline|3}}<br>{{overline|8}}<br>{{overline|5}}<br>{{overline|12}}<br>-
| {{overline|62}}<br>{{overline|82}}<br>{{overline|10.2}}<br>{{overline|12.2}}<br>{{overline|2n.2}}
| 3×<br>4×<br>5×<br>6×<br>n×
| S<SUB>6</SUB><br>S<SUB>8</SUB><br>S<SUB>10</SUB><br>S<SUB>12</SUB><br>S<SUB>2n</SUB>
| ±C<SUB>3</SUB><br>CC<SUB>8</SUB><br>±C<SUB>5</SUB><br>CC<SUB>12</SUB><br>CC<SUB>2n</SUB> / ±C<SUB>n</SUB>
| [2<sup>+</sup>,6<sup>+</sup>]<br>[2<sup>+</sup>,8<sup>+</sup>]<br>[2<sup>+</sup>,10<sup>+</sup>]<br>[2<sup>+</sup>,12<sup>+</sup>]<br>[2<sup>+</sup>,2n<sup>+</sup>]
| 6<br>8<br>10<br>12<br>2n
|[[Gambar:Sphere symmetry group s6.png|100px]]
|- align=center valign=top
| 3/m={{overline|6}}<br>4/m<br>5/m={{overline|10}}<br>6/m<br>n/m
| {{overline|3}}2<br>{{overline|4}}2<br>{{overline|5}}2<br>{{overline|6}}2<br>{{overline|n}}2
| 3*<br>4*<br>5*<br>6*<br>n*
| C<SUB>3h</SUB><br>C<SUB>4h</SUB><br>C<SUB>5h</SUB><br>C<SUB>6h</SUB><br>C<SUB>nh</SUB>
| CC<SUB>6</SUB><br>±C<SUB>4</SUB><br>CC<SUB>10</SUB><br>±C<SUB>6</SUB><br>±C<SUB>n</SUB> / CC<SUB>2n</SUB>
| [2,3<sup>+</sup>]<br>[2,4<sup>+</sup>]<br>[2,5<sup>+</sup>]<br>[2,6<sup>+</sup>]<br>[2,n<sup>+</sup>]
| 6<br>8<br>10<br>12<br>2n
|[[Image:Sphere symmetry group c3h.png|100px]]
|}
{{matematika-stub}}
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