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Property:Fact about

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Fact about means that the given page is on a fact about the page being pointed to. record

Page
This property is a special property in this wiki.
, Number
"Number" is a type and predefined property provided by Semantic MediaWiki to represent numeric values.

Pages using the property "Fact about"

Showing 25 pages using this property.

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(
(n-1)th power map is endomorphism taking values in the center implies nth power map is endomorphism +Universal power map (?)  +
1
1-closed transversal not implies permutably complemented +Subgroup having a 1-closed transversal (2)  +, Permutably complemented subgroup (2)  +
1-isomorphism is direct product-closed +1-isomorphic groups (?)  +, External direct product (?)  +
2
2-Engel Lie ring implies third member of lower central series is in 3-torsion +2-Engel Lie ring (?)  +
2-Engel and 3-torsion-free implies class two for Lie rings +2-Engel Lie ring (?)  +, Lie ring of nilpotency class two (?)  +
2-Engel and 3-torsion-free implies class two for groups +2-Engel group (1)  +, Group of nilpotency class two (2)  +
2-Engel and Lazard Lie group implies class two +2-Engel group (?)  +, Lazard Lie group (?)  +, Group of nilpotency class two (?)  +
2-Engel and Lazard Lie ring implies class two +2-Engel Lie ring (?)  +, Lazard Lie ring (?)  +, Lie ring of nilpotency class two (?)  +
2-Engel implies class three for groups +2-Engel group (2)  +, Group of nilpotency class three (2)  +
2-Engel not implies class two for groups +2-Engel group (2)  +, Group of nilpotency class two (2)  +
2-Sylow subgroup is TI implies it is normal or there is exactly one conjugacy class of involutions +Sylow subgroup (?)  +, TI-subgroup (?)  +
2-Sylow subgroup of rational group is rational if its class is at most two +Finite group (?)  +, Rational group (?)  +, Group of nilpotency class two (?)  +
2-Sylow subgroup of rational group need not be rational +Rational group (?)  +, Sylow subgroup (?)  +
2-central implies 4-abelian +N-central group (2)  +, N-abelian group (2)  +
2-hypernormalized satisfies intermediate subgroup condition +2-hypernormalized subgroup (1)  +, Intermediate subgroup condition (2)  +
2-subnormal implies conjugate-join-closed subnormal +2-subnormal subgroup (2)  +, Conjugate-join-closed subnormal subgroup (2)  +
2-subnormal implies conjugate-permutable +2-subnormal subgroup (2)  +, Conjugate-permutable subgroup (2)  +
2-subnormal implies join-transitively subnormal +2-subnormal subgroup (2)  +, Join-transitively subnormal subgroup (2)  +, Linear-bound join-transitively subnormal subgroup (2)  +
2-subnormal not implies automorph-permutable +2-subnormal subgroup (2)  +, Automorph-permutable subgroup (2)  +
2-subnormal not implies hypernormalized +2-subnormal subgroup (2)  +, Hypernormalized subgroup (2)  +
2-subnormal subgroup has a unique fastest ascending subnormal series +2-subnormal subgroup (?)  +
2-subnormality is conjugate-join-closed +2-subnormal subgroup (1)  +, Conjugate-join-closed subgroup property (2)  +
2-subnormality is not finite-join-closed +Join-closed subgroup property (?)  +, 2-subnormal subgroup (1)  +, Finite-join-closed subgroup property (2)  +
2-subnormality is not finite-upper join-closed +Upper join-closed subgroup property (?)  +, 2-subnormal subgroup (1)  +, Finite-upper join-closed subgroup property (2)  +
2-subnormality is not transitive +2-subnormal subgroup (1)  +, Transitive subgroup property (2)  +