weakly normal subgroup
subgroup H of a group G such that, for every g∈G, if Hᵍ ≤ N_G(H), then g ∈ N_G(H)
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weakly normal subgroup
Summary
Key Facts
- weakly normal subgroup's subclass of is recorded as subgroup[1].
- weakly normal subgroup's Freebase ID is recorded as /m/0cy4y5[2].
- weakly normal subgroup's defining formula is recorded as \forall g\in G\colon \left(H^g \le N_G(H) \implies g\in N_G(H)\right)[3].
- weakly normal subgroup's maintained by WikiProject is recorded as WikiProject Mathematics[4].
- weakly normal subgroup's Microsoft Academic ID is recorded as 2777348709[5].