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Original Articles

A Note on the Schur Multiplier of a Nilpotent Lie Algebra

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Pages 1293-1297 | Received 02 Jan 2010, Published online: 18 Mar 2011

REFERENCES

  • Batten , P. , Moneyhun , K. , Stitzinger , E. ( 1996 ). On characterizing nilpotent Lie algebras by their multipliers . Comm. Algebra 24 : 4319 – 4330 .
  • Batten , P. , Stitzinger , E. ( 1996 ). On covers of Lie algebras . Comm. Algebra 24 : 4301 – 4317 .
  • Hardy , P. , Stitzinger , E. ( 1998 ). On characterizing nilpotent Lie algebras by their multipliers t(L) = 3, 4, 5, 6 . Comm. Algebra 26 : 3527 – 3539 .
  • Hardy , P. ( 2005 ). On characterizing nilpotent Lie algebras by their multipliers III . Comm. Algebra 33 : 4205 – 4210 .
  • Karpilovsky , G. ( 1987 ). The Schur Multiplier . London Math. Soc. Monogr. (N.S.) 2, London .
  • Moneyhun , K. ( 1994 ). Isoclinisms in Lie algebras . Algebras Groups Geom. 11 : 9 – 22 .
  • Niroomand , P. ( 2009 ). On the order of Schur multiplier of non-abelian p-groups . J. Algebra 322 : 4479 – 4482 .
  • Rotman , J. ( 1979 ). An Introduction to Homological Algebra . San Diego : Academic Press .
  • Schur , I. ( 1907 ). Untersuchungen über die Darstellung der endlichen Gruppen durch gebrochene lineare Substitutionen . J. Reine Angew. Math. 132 : 85 – 137 .
  • Yankosky , B. ( 2003 ). On the multiplier of a Lie algebra . J. Lie Theory 13 : 1 – 6 .
  • Zhou , X. ( 1994 ). On the order of the Schur multiplier of finite p-groups . Comm. Algebra 22 : 1 – 8 .
  • Communicated by P. Tiep.

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