Pages that link to "Item:Q404244"
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The following pages link to Finite \(p\)-groups of exponent \(p^e\) all of whose cyclic subgroups of order \(p^e\) are normal. (Q404244):
Displaying 6 items.
- Some unsolvable conjectures in finite \(p\)-groups (Q2080925) (← links)
- Existence of normal subgroups in finite \(p\)-groups. (Q2474484) (← links)
- Finite p-groups in which some subgroups are generated by elements of order p (Q3497533) (← links)
- Finite p-groups whose non-normal cyclic subgroups have small index in their normalizers (Q4915442) (← links)
- ON FINITE METACYCLIC p-GROUPS (Q5414189) (← links)
- Large Abelian subgroups of groups of prime exponent (Q5936197) (← links)
