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Original Articles

α-LIMITS OF ALGEBRAS

Pages 3635-3640 | Received 01 Mar 2000, Published online: 20 Aug 2006

REFERENCES

  • Bulman-Fleming , S. and Taylor , W. 1972 . On a Question of G.H. Wenzel . Algebra Universalis , 2 : 142 – 145 .
  • Fuchs , L. 1970 . Infinite Abelian Groups I New York : Academic Press .
  • Grätzer , G. 1979 . Universal Algebra , Second Edition New York : Springer .
  • Jensen , C. U. and Lenzing , H. 1989 . Model-Theoretic Algebra with Particular Emphasis on Fields, Rings, Modules New York : Gordon and Breach Science Publishers .
  • Jensen , C. U. and Zimmermann-Huisgen , B. 1989 . Algebraic Compactness of Ultrapowers and Representation Type . Pacific J. Math. , 139 : 251 – 265 .
  • Laradji , A. 1995 . Algebraic Compactness of Reduced Powers Over Commutative Perfect Rings . Arch. Math. , 64 : 299 – 303 .
  • Laradji , A. 1999 . On a Problem of 0-limits . Communications in Algebra , 27 : 4303 – 4306 .
  • Łoś , J. 1959 . Generalized Limits in Algebraically Compact Groups . Bull. Acad. Polon. Sci. , 7 : 19 – 21 .
  • Megibben , C. 1972 . Generalized Pure-injectivity . Symposia Mathematica , 13 : 257 – 271 .
  • Mycielski , J. 1964 . Some Compactifications of General Algebras . Colloq. Math. , 13 : 1 – 9 .
  • Wenzel , G. H. 1973 . Eine Charakterisierung Gleichungskompakter Universeller Algebren . Z. Math. Logik Grundalagen Math. , 19 : 283 – 287 .
  • Wenzel , G. H. 1979 . “ Equational Compactness, Appendix 6 ” . In Universal Algebra, Second Edition Edited by: Grätzer , G. 417 – 447 . Springer .
  • Zimmermann , W. 1982 . (Σ-) Algebraic Compactness of Rings . J. Pure Appl. Algebra , 23 : 319 – 328 .

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