Let \(G\) be a group. Normalizers grow in \(G\) if for every proper subgroup \(H < G\), the subgroup \(H\) is a proper subgroup of its normalizer \(N_G(H)\).
Normalizers grow
D-43MDF
D-43MDF
Let \(G\) be a group. Normalizers grow in \(G\) if for every proper subgroup \(H < G\), the subgroup \(H\) is a proper subgroup of its normalizer \(N_G(H)\).