# Pages that link to "Classification of finite non-abelian groups in which every proper subgroup is abelian"

← Classification of finite non-abelian groups in which every proper subgroup is abelianThe following pages link to **Classification of finite non-abelian groups in which every proper subgroup is abelian**:

- Finite non-abelian and every proper subgroup is abelian implies not simple (← links)
- Schmidt-Iwasawa theorem (← links)
- Classification of finite non-Abelian groups in which every proper subgroup is Abelian (redirect page) (← links)
- Classification of finite groups in which every proper subgroup is Abelian (redirect page) (← links)

- Slender nilpotent and every proper subgroup is abelian implies Frattini-in-center (← links)