Semantic search

Jump to: navigation, search
Search

Edit query Show embed code

The query [[Fact about.Page::Ideal of a Lie ring]] was answered by the SMWSQLStore3 in 0.0093 seconds.


Results 1 – 8    (Previous 50 | Next 50)   (20 | 50 | 100 | 250 | 500)   (JSON | CSV | RSS | RDF)
 UsesFact about
Characteristic Lie subring not implies idealCharacteristic Lie subring (2)
Ideal of a Lie ring (2)
Characteristic subgroup of additive group of odd-order Lie ring is derivation-invariant and fully invariantCharacteristic equals fully invariant in odd-order abelian group
Fully invariant subgroup of additive group of Lie ring is derivation-invariant and fully invariant
Characteristic subgroup (?)
Derivation-invariant Lie subring (?)
Ideal of a Lie ring (?)
Fully invariant Lie subring (?)
Fully invariant implies ideal for class two Lie ringInner derivation implies endomorphism for class two Lie ringLie ring of nilpotency class two (?)
Fully invariant Lie subring (?)
Ideal of a Lie ring (?)
Ideal not implies derivation-invariantIdeal of a Lie ring (2)
Derivation-invariant Lie subring (2)
Ideal property is centralizer-closedIdeal of a Lie ring (1)
Centralizer-closed Lie subring property (2)
Ideal property is not transitive for Lie ringsIdeal of a Lie ring (1)
Transitive Lie subring property (2)
Ideal property is upper join-closed for Lie ringsIdeal of a Lie ring (1)
Upper join-closed Lie subring property (2)
Lie subring whose sum with any subring is a subring not implies idealSubring of a Lie ring that is maximal as a subgroupLie subring whose sum with any subring is a subring (2)
Ideal of a Lie ring (2)