Property:Defining ingredient
From Groupprops
A defining ingredient is a term, definition or idea that helps in defining the given term.
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Pages using the property "Defining ingredient"
Showing 25 pages using this property.
2 | |
| 2-submaximal subgroup + | Maximal subgroup + |
| 2-subnormal subgroup + | Normal subgroup + |
3 | |
| 3-subnormal subgroup + | Normal subgroup +, 2-subnormal subgroup + |
A | |
| ACIC-group + | Automorph-conjugate subgroup +, Characteristic subgroup + |
| Abelian characteristic subgroup + | Characteristic subgroup +, Abelian group + |
| Abelian conjugacy-closed subgroup + | Conjugacy-closed subgroup +, Abelian group + |
| Abelian critical subgroup + | Critical subgroup +, Abelian group + |
| Abelian group + | Center +, Commutator subgroup + |
| Abelian normal subgroup + | Normal subgroup +, Abelian group + |
| Abelian subgroup + | Abelian group + |
| Abelianization + | Commutator subgroup + |
| Alternating group + | Even permutation + |
| Ambivalent group + | Conjugate elements + |
| Associated Lie ring for a strongly central series + | Nilpotent group +, Strongly central series +, Associated direct sum of a subnormal series + |
| Automorph-conjugate subgroup + | Automorphic subgroups +, Conjugate subgroups +, Normal subgroup +, … |
B | |
| Baer norm + | Intersect-all operator +, Normalizer subgroup + |
| Base of a wreath product + | Internal wreath product + |
C | |
| C-closed critical subgroup + | Critical subgroup +, C-closed subgroup +, C-closed self-centralizing subgroup +, … |
| C-closed self-centralizing subgroup + | Centralizer + |
| CSCFN-subgroup + | Characteristic subgroup +, Self-centralizing subgroup +, Fully normalized subgroup + |
| Center of critical subgroup + | Group of prime power order +, Critical subgroup + |
| Central factor of normal subgroup + | Central factor +, Normal subgroup +, Normal closure + |
| Central subgroup + | Central factor +, Abelian group + |
| Central subgroup of normalizer + | WC-subgroup +, Abelian group +, Central subgroup +, … |
| Centralizer of commutator subgroup + | Centralizer +, Commutator subgroup + |
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