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Communications in Algebra Volume 27, 1999 - Issue 9
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Original Articles

The derived subgroup of a group with commutators of bounded order can be non-periodic

G.S. Deryabina Department of Computational Mathematics and Mathematical Physics, Moscow State Technical University, 5 Vtoraya Baumanskaya St, Moscow, Russia
&
P.A. Kozhevnikov Department of Higher Algebra, Moscow State University, Vorob'evy Gory, Moscow, Russia
Pages 4525-4530 | Received 01 Aug 1998, Published online: 27 Jun 2007

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Raimundo Bastos. (2016) On Residually Finite Groups with Engel-like Conditions. Communications in Algebra 44:10, pages 4177-4184.
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Articles from other publishers (7)

R. Bastos & N. R. Rocco. (2016) The non-abelian tensor square of residually finite groups. Monatshefte für Mathematik 183:1, pages 61-69.
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Pavel Shumyatsky. (2011) Multilinear commutators in residually finite groups. Israel Journal of Mathematics 189:1, pages 207-224.
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JHONE CALDEIRA & PAVEL SHUMYATSKY. (2011) ON VERBAL SUBGROUPS IN RESIDUALLY FINITE GROUPS. Bulletin of the Australian Mathematical Society 84:1, pages 159-170.
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Pavel Shumyatsky. (2011) Commutators in residually finite groups. Israel Journal of Mathematics 182:1, pages 149-156.
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ROLF BRANDL. (2009) GROUPS WITH ABELIAN SYLOW SUBGROUPS. Journal of the Australian Mathematical Society 88:1, pages 43-47.
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Pavel Shumyatsky. (2006) Engel Values in Residually Finite Groups. Monatshefte für Mathematik 152:2, pages 169-175.
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PAVEL SHUMYATSKY. (2011) ELEMENTS OF PRIME POWER ORDER IN RESIDUALLY FINITE GROUPS. International Journal of Algebra and Computation 15:03, pages 571-576.
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