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Metanilpotent groups with chain conditions for normal subgroups of infinite order or index

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We study the structure of metanilpotent groups satisfying themaximal condition on innite normal subgroups or the minimal conditionon normal subgroups of innite index.

Abstract

We study the structure of metanilpotent groups satisfying themaximal condition on innite normal subgroups or the minimal conditionon normal subgroups of innite index.

참고문헌 (7)

  1. F. De Giovanni, "The maximal and minimal conditions for normal subgroups of infinite order or index", Comm. Algebra, 33(1), pp.183~199 (2005)
  2. L. A. Kurdachenko, "Groups that satisfy weak minimality and maximality conditions for normal subgroups", Siberian Math. J, 20, pp.755~761 (1980)
  3. D. H. Paek, "Chain conditions for subgroups of infinite order or index", J. Algebra, 249(2), pp.291~305 (2002)
  4. D. H. Paek, "Locally nilpotent groups with the minimal condition on normal subgroups of infinite index", Bull. Korean Math. Soc, 41(4), pp.779~783 (2004)
  5. D. H. Paek, "Abelian-by-nilpotent groups with chain conditions for normal subgroups of infi-nite order or index", Bull. Korean Math. Soc, 44(4), pp.763~769 (2007)
  6. D. J. S. Robinson, "Finiteness Conditions and Generalized Soluble Groups" (1972), Springer-Verlag
  7. D. J. S. Robinson, "A Course in the Theory of Groups" (1996), Springer-Verlag

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