Pages that link to "Hopfian group"
The following pages link to Hopfian group:
View (previous 500 | next 500) (20 | 50 | 100 | 250 | 500)- Category:Group properties (← links)
- Category:Terminology (← links)
- Characteristic not implies strictly characteristic (← links)
- Co-Hopfian group (← links)
- Completely distinguished subgroup (← links)
- Finitely generated free group (← links)
- Finitely generated group (← links)
- Finitely presented group (← links)
- Simple group (← links)
- Noetherian group (← links)
- Varying characteristicity (← links)
- Finitely generated abelian group (← links)
- Characteristic equals strictly characteristic in Hopfian (← links)
- Group of integers (← links)
- Group in which every endomorphism is trivial or an automorphism (← links)
- Group satisfying ascending chain condition on normal subgroups (← links)
- Quotient-isomorph-free subgroup (← links)
- Ascending chain condition on normal subgroups implies Hopfian (← links)
- Noetherian implies Hopfian (← links)
- Finitely generated and free implies Hopfian (← links)
- Group satisfying ascending chain condition on subnormal subgroups (← links)
- Surjective endomorphism (← links)
- Infinite dihedral group (← links)
- Special linear group:SL(2,Z) (← links)
- Free group:F2 (← links)
- Projective special linear group:PSL(2,Z) (← links)
- Group isomorphic to its inner automorphism group (← links)
- Finitely generated residually finite group (← links)
- Finitely generated and residually finite implies Hopfian (← links)
- Residually finite not implies Hopfian (← links)
- Finitely generated abelian implies Hopfian (← links)
- Group in which every endomorphism is trivial or injective (← links)
- Finitely generated Hopfian group (← links)
- Finitely generated profinite group (← links)
- Residually finite and finitely many homomorphisms to any finite group implies Hopfian (← links)
- Group in which every characteristic subgroup is strictly characteristic (← links)
- Classification of connected one-dimensional algebraic groups over an algebraically closed field (← links)
- Finitely presented conjugacy-separable group (← links)
- Finitely generated conjugacy-separable group (← links)
- Finitely presented residually finite group (← links)
- Hopfianness is not subgroup-closed (← links)
- Characteristically Hopfian group (← links)
- Grigorchuk group (← links)
- Finitely generated and nilpotent implies Hopfian (← links)