On finite capable p-groups of class 2 with cyclic commutator subgroups
classification
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keywords
capableclasscommutatorcyclicfinitegroupssubgroupcenter
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We study finite capable $p$-groups $G$ of nilpotency class 2 such that the commutator subgroup $\gamma_2(G)$ of $G$ is cyclic and the center of $G$ is contained in the Frattini subgroup of $G$.
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