P-Frattini-realizable group

Definition
A finite group, specifically a group of prime power order, is termed $$p$$-Frattini-realizable if it can be realized as the Frattini subgroup of a $$p$$-group.

Weaker properties

 * Finite-Frattini-realizable group
 * p-Frattini-embedded normal-realizable group

Opposite properties

 * Non-Abelian cyclic-center group: