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Original Articles

Commutator Calculus for Wreath Product Groups

Pages 2152-2173 | Received 29 Jul 2013, Published online: 27 Feb 2015

REFERENCES

  • Lakatoš , P. ( 1984 ). The nilpotency class of a multiple wreath product of cyclic groups of prime power orders (Russian) . Publ. Math. Debrecen 31 ( 1–2 ): 153 – 156 .
  • Liebeck , H. ( 1962 ). Concerning nilpotent wreath products . Proc. Cambridge Philos. Soc. 58 : 443 – 451 .
  • Riedl , J. M. ( 2009 ). The number of automorphisms of a monolithic finite group . J. Algebra 322 ( 12 ): 4483 – 4497 .
  • Riedl , J. M. Upper central series for elementary-abelian-over-cyclic regular wreath product p-groups . To appear in Journal of Algebra and Its Applications .
  • Riedl , J. M. Upper central series for iterated wreath product p-groups . Submitted .
  • Communicated by P. Tiep.

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