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- Quotientable_automorphism abstract "In mathematics, in the realm of group theory, a quotientable automorphism of a group is an automorphism that takes every normal subgroup to within itself. As a result, it gives a corresponding automorphism for every quotient group.All family automorphisms are quotientable, and particularly, all class automorphisms and power automorphisms are. As well, all inner automorphisms are quotientable, and more generally, any automorphism defined by an algebraic formula is quotientable.".
- Quotientable_automorphism wikiPageID "5632598".
- Quotientable_automorphism wikiPageLength "631".
- Quotientable_automorphism wikiPageOutDegree "10".
- Quotientable_automorphism wikiPageRevisionID "606964440".
- Quotientable_automorphism wikiPageWikiLink Category:Group_automorphisms.
- Quotientable_automorphism wikiPageWikiLink Class_automorphism.
- Quotientable_automorphism wikiPageWikiLink Family_automorphism.
- Quotientable_automorphism wikiPageWikiLink Group_isomorphism.
- Quotientable_automorphism wikiPageWikiLink Group_theory.
- Quotientable_automorphism wikiPageWikiLink Inner_automorphism.
- Quotientable_automorphism wikiPageWikiLink Mathematics.
- Quotientable_automorphism wikiPageWikiLink Normal_subgroup.
- Quotientable_automorphism wikiPageWikiLink Power_automorphism.
- Quotientable_automorphism wikiPageWikiLink Quotient_group.
- Quotientable_automorphism wikiPageWikiLinkText "quotientable automorphism".
- Quotientable_automorphism wikiPageUsesTemplate Template:Algebra-stub.
- Quotientable_automorphism wikiPageUsesTemplate Template:Unreferenced.
- Quotientable_automorphism subject Category:Group_automorphisms.
- Quotientable_automorphism hypernym Automorphism.
- Quotientable_automorphism type Function.
- Quotientable_automorphism comment "In mathematics, in the realm of group theory, a quotientable automorphism of a group is an automorphism that takes every normal subgroup to within itself. As a result, it gives a corresponding automorphism for every quotient group.All family automorphisms are quotientable, and particularly, all class automorphisms and power automorphisms are. As well, all inner automorphisms are quotientable, and more generally, any automorphism defined by an algebraic formula is quotientable.".
- Quotientable_automorphism label "Quotientable automorphism".
- Quotientable_automorphism sameAs Q7272899.
- Quotientable_automorphism sameAs m.0dxb4l.
- Quotientable_automorphism sameAs Q7272899.
- Quotientable_automorphism wasDerivedFrom Quotientable_automorphism?oldid=606964440.
- Quotientable_automorphism isPrimaryTopicOf Quotientable_automorphism.