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- Q2204630 subject Q7029099.
- Q2204630 abstract "In mathematics, the smallest non-abelian group has 6 elements. It is a dihedral group with notation D3 (or D6; both are used) and the symmetric group of degree 3, with notation S3.This page illustrates many group concepts using this group as example.".
- Q2204630 thumbnail Symmetric_group_3;_Cayley_table;_matrices.svg?width=300.
- Q2204630 wikiPageExternalLink DihedralGroupD3.html.
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- Q2204630 wikiPageWikiLink Q7029099.
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- Q2204630 comment "In mathematics, the smallest non-abelian group has 6 elements. It is a dihedral group with notation D3 (or D6; both are used) and the symmetric group of degree 3, with notation S3.This page illustrates many group concepts using this group as example.".
- Q2204630 label "Dihedral group of order 6".
- Q2204630 depiction Symmetric_group_3;_Cayley_table;_matrices.svg.