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Original Articles

A NOTE ON REGULAR AND EXTREYAL SUBOBJECTS

Pages 279-291 | Received 23 Mar 1987, Published online: 28 Sep 2010

REFERENCES

  • BURGESS , W. 1965 . The meaning of mono and epi in some familiar categories . Can. Math. Bull. , 8 : 759 – 769 .
  • CICCHESE , F. CAGLIARI-M. 1982 . Epireflective subcategories and Epiclosure . Riv. Mat. Univ. Parma , 8 : 115 – 122 .
  • GIULI , D. DIKRANJAN-E. 1983 . Closure operators induced by topological epi-reflections . Coll. Math. Soc. J. Bolyai , 41 : 233 – 246 .
  • GIULI , D. DIKRANJAN-E. 1984 . “ 121–136 ” . In Epimorphisms and cowell-poweredness of epireflective subcategories of TOP, Rend. Circ. Mat. Palermo, Suppl. 6
  • GIULI , E. 1980 . Bases of topological epireflections . Top. Appl. , 11 : 285 – 294 .
  • HUSEK , E. GIULI-M. A diagonal theorem for epireflective subcategories of TOP and cowell-paweredness . Ann. Mat. Pura Appl. , to appear
  • STRECKER , H. HERRLICH-G. 1979 . Category Theory Berlin : Heldermann Verlag .
  • ISBELL , J. 1966 . Epimorphisms and dominions, Proc. Conf. on Categorical Algebra (La Jolla) Springer 232 – 264 .
  • JOHNSTONE , P. T. 1972 . Topos Theory Academic Press .
  • PAREIGIS , B. 1970 . Categories and Functors Academic Press .
  • SALBANY , S. 1976 . Reflective subcategories and closure operators , Springer L.N. nr 540 548 – 555 . Berlin
  • SCHODER , J. 1974 . “ 237–242 ” . In Epi und extremer mono in T2a. Arch. der Math. XXV
  • STRAMACCIA , L. Classes of spaces defined by an epireflector Rend. Circ. Mat. Palermo., to appear

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