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Original Articles

On Crawley Modules

&
Pages 4211-4218 | Received 26 Jul 2004, Published online: 01 Feb 2007

REFERENCES

  • Corner , A. L. S. , Göbel , R. ( 1985 ). Prescribing endomorphism algebras, a unified treatment . Proc. London Math. Soc. 50 : 447 – 479 . [CSA]
  • Corner , A. L. S. , Göbel , R. , Goldsmith , B. ( 2004 ). The existence of torsion-free, non-free Crawley groups is undecidable . To appear in Quarterly Journal (Oxford). [CSA]
  • Devlin , K. J. , Shelah , S. ( 1978 ). A weak version of ⋄ which follows from 2ℵ0  < 2ℵ1 . Israel J. Math. 29 : 239 – 247 . [CSA]
  • Eklof , P. , Mekler , A. ( 1990 ). Almost Free Modules, Set-Theoretic Methods . Amsterdam : North-Holland .
  • Fuchs , L. ( 1958 ). Abelian Groups . Budapest : Publishing House of the Hungarian Academy of Science .
  • Fuchs , L. ( 1970, 1973 ). Infinite Abelian Groups . Vols. I and II . New York : Academic Press .
  • Göbel , R. , Trlifaj , J. ( 2004 ). Approximations and Endomorphism Algebras of Modules . Berlin : Walter de Gruyter .
  • Jech , T. ( 1978 ). Set Theory . New York : Academic Press .
  • Megibben , C. ( 1983 ). Crawley's problem on the unique ω1-elongations of p-groups is undecidable . Pacific J. Math. 107 : 205 – 212 . [CSA]
  • Mekler , A. H. , Shelah , S. ( 1986a ). ω-elongations and Crawley's problem . Pacific J. Math. 121 : 121 – 132 . [CSA]
  • Mekler , A. H. , Shelah , S. ( 1986b ). The solution of Crawley's problem . Pacific J. Math. 121 : 133 – 134 . [CSA]
  • Shelah , S. ( 1974 ). Infinite Abelian groups, Whitehead problem and some constructions . Israel J. Math. 18 : 243 – 256 . [CSA]
  • Shelah , S. ( 1997 ). Proper and Improper Forcing . Berlin : Springer Verlag .
  • Communicated by K. Rangaswamy.

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