# Pages that link to "Cyclic Sylow subgroup for least prime divisor has normal complement"

← Cyclic Sylow subgroup for least prime divisor has normal complementThe following pages link to **Cyclic Sylow subgroup for least prime divisor has normal complement**:

- Normal of order equal to least prime divisor of group order implies central (← links)
- Cyclic normal Sylow subgroup for least prime divisor is central (← links)
- Every Sylow subgroup is cyclic implies metacyclic (← links)
- Normal rank two Sylow subgroup for least prime divisor has normal complement if the prime is odd (← links)
- Order is twice an odd number implies subgroup of index two (← links)
- Normal of order two implies central (← links)