On nilpotency of higher commutator subgroups of a finite soluble group
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DOI: 10.1007/s00013-020-01514-8
Abstract: Let G be a finite soluble group and $$G^{(k)}$$ G ( k ) the k th term of the derived series of G . We prove that $$G^{(k)}$$ G ( k ) is nilpotent if… read more here.
Keywords: higher commutator; finite soluble; nilpotency higher; soluble group ... See more keywords