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The query [[Fact about.Page::Homomorph-containing subgroup]] was answered by the SMWSQLStore3 in 0.0074 seconds.


Results 1 – 12    (Previous 50 | Next 50)   (20 | 50 | 100 | 250 | 500)   (JSON | CSV | RSS | RDF)
 UsesFact about
Equivalence of definitions of fully invariant direct factorFully invariant direct factor (1)
Direct factor (?)
Fully invariant subgroup (?)
Homomorph-containing subgroup (?)
Isomorph-containing subgroup (?)
Equivalence of definitions of intermediately characteristic subgroup of finite abelian groupIntermediately characteristic subgroup (?)
Intermediately fully invariant subgroup (?)
Isomorph-containing subgroup (?)
Isomorph-free subgroup (?)
Homomorph-containing subgroup (?)
Finite cyclic and homomorph-containing implies order-uniqueHomomorph-containing subgroup (?)
Order-unique subgroup (?)
Index-unique subgroup (?)
Finite group implies cyclic iff every subgroup is characteristicFinite cyclic group (1)
Finite group (?)
Cyclic group (?)
Characteristic subgroup (?)
Characteristic subgroup of finite group (?)
Fully invariant subgroup (?)
Fully invariant subgroup of finite group (?)
Isomorph-free subgroup (?)
Isomorph-free subgroup of finite group (?)
Verbal subgroup (?)
Verbal subgroup of finite group (?)
Homomorph-containing subgroup (?)
Homomorph-containing subgroup of finite group (?)
Homomorph-containing not implies no nontrivial homomorphism to quotient groupHomomorph-containing subgroup (2)
Normal subgroup having no nontrivial homomorphism to its quotient group (2)
Homomorph-containment is finite direct power-closedHomomorph-containing subgroup (1)
Finite direct power-closed subgroup property (2)
Homomorph-containment is not transitiveHomomorph-containing subgroup (1)
Transitive subgroup property (2)
Homomorph-containment is quotient-transitiveHomomorph-containing subgroup (1)
Quotient-transitive subgroup property (2)
Homomorph-containment is strongly join-closedHomomorph-containing subgroup (1)
Strongly join-closed subgroup property (2)
Homomorph-containment satisfies intermediate subgroup conditionHomomorph-containing subgroup (1)
Intermediate subgroup condition (2)
Subhomomorph-containing implies right-transitively homomorph-containingComposition operator (?)
Homomorph-containing subgroup (?)
Subhomomorph-containing subgroup (?)
Subhomomorph-containing subgroup (2)
Right-transitively homomorph-containing subgroup (2)
Subisomorph-containing not implies homomorph-containingSubisomorph-containing subgroup (2)
Homomorph-containing subgroup (2)
Subhomomorph-containing subgroup (?)