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Original Articles

On Algebraically Compact Λ-Modules

Pages 4721-4734 | Received 01 Aug 2007, Published online: 12 Dec 2008

REFERENCES

  • Eklof , P. , Fischer , E. ( 1972 ). The elementary theory of Abelian groups . Annals of Mathematical Logic 4 : 115 – 171 .
  • Facchini , A. ( 1998 ). Module Theory . Progress in Mathematics 167 . Birkhäuser : Verlag .
  • Fuchs , L. , Salce , L. ( 2000 ). Modules Over Non-Noetherian Domains . Mathematical Surveys and Monographs 84 , AMS .
  • Kaplansky , I. ( 1969 ). Infinite Abelian Groups. , Revised ed . University of Michigan Press , Ann Arbor .
  • Matlis , E. ( 1958 ). Injective modules over Noetherian rings . Pac. J. Math. 8 : 511 – 528 .
  • Warfield , R. B. ( 1969 ). Purity and algebraic compactness for modules . Pac. J. Math. 28 : 699 – 719 .
  • Washington , L. C. ( 1997 ). Introduction to Cyclotomic Fields , 2nd ed. . Grad. Texts in Math. Vol. 83 , New York : Springer-Verlag .
  • Communicated by K. M. Rangaswamy.

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