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The query [[Fact about.Page::Group in which every element is automorphic to its inverse]] was answered by the SMWSQLStore3 in 0.0081 seconds.


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 Difficulty levelFact about
Abelian implies every element is automorphic to its inverseAbelian group (2)
Group in which every element is automorphic to its inverse (2)
Alternating group implies every element is automorphic to its inverseAlternating group (?)
Group in which every element is automorphic to its inverse (?)
Class-inverting automorphism implies every element is automorphic to its inverseGroup having a class-inverting automorphism (2)
Group in which every element is automorphic to its inverse (2)
Class-inverting automorphism (?)
Group in which every element is automorphic to its inverse (?)
Every element is automorphic to its inverse is characteristic subgroup-closedGroup in which every element is automorphic to its inverse (1)
Characteristic subgroup-closed group property (2)
Group in which every element is automorphic to its inverse (?)
Finite simple non-abelian group not implies every element is automorphic to its inverseFinite simple non-abelian group (?)
Simple non-abelian group (?)
Group in which every element is automorphic to its inverse (?)
General linear group implies every element is automorphic to its inverseGeneral linear group over a field (?)
Group in which every element is automorphic to its inverse (?)
Normal subgroup of ambivalent group implies every element is automorphic to its inverseAmbivalent group (?)
Normal subgroup (?)
Group in which every element is automorphic to its inverse (?)
Projective general linear group implies every element is automorphic to its inverseProjective general linear group (?)
Group in which every element is automorphic to its inverse (?)
Projective special linear group implies every element is automorphic to its inverseProjective special linear group (?)
Group in which every element is automorphic to its inverse (?)
Special linear group implies every element is automorphic to its inverseSpecial linear group (?)
Group in which every element is automorphic to its inverse (?)