Definitions from Wiktionary (normal subgroup)
▸ noun: (group theory) A subgroup H of a group G that is invariant under conjugation; that is, for all elements h of H and for all elements g in G, the element ghg⁻¹ is in H.
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▸ noun: (group theory) A subgroup H of a group G that is invariant under conjugation; that is, for all elements h of H and for all elements g in G, the element ghg⁻¹ is in H.
Similar:
subgroup,
malnormality,
derived subgroup,
normalizer,
Fitting subgroup,
stabilizer subgroup,
subsubgroup,
subgroupoid,
center,
supergroup,
more...
▸ Words similar to normal subgroup
▸ Usage examples for normal subgroup
▸ Idioms related to normal subgroup
▸ Wikipedia articles (New!)
▸ Words that often appear near normal subgroup
▸ Rhymes of normal subgroup
▸ Invented words related to normal subgroup