User menu

Quantales and Their Sheaves

Bibliographic reference Borceux, Francis ; Vandenbossche, G.. Quantales and Their Sheaves. In: Order : a journal on the theory of ordered sets and its applications, Vol. 3, no. 1, p. 61-87 (1986)
Permanent URL
  1. W.Arveson (1976) An Invitation to ? #x002A; Algebras, Springer, New York.
  2. B.Banaschewski (1983) The power of the ultrafilter theorem, J. London Math. Soc. (2), 27, 193?202.
  3. F.Borceux and G.van denBossche (1983) Algebra in a Localic Topos with Applications to Ring Theory, LNM 1038, Springer, New York.
  4. F. Borceux and G. van den Bossche (1985) An essay on non-commutative topology, Rapp. de S�m. de math, Univ. Cath. de Louvain.
  5. J.Dixmier (1964) Les ? #x002A;-alg�bres et leurs repr�sentations
  6. S.Eilenberg and G. M.Kelly (1966) Closed categories, Proc. La Jolla Conf. on Cat. Alg., Springer, New York, pp. 421?562.
  7. P.Freyd and G. M.Kelly (1972) Categories of continuous functors, J Pure Appl. Alg. 2, 169?191.
  8. P.Gabriel and F.Ulmer (1971) Lokal pr�sentierbare Kategorien, LNM 221, Springer, New York.
  9. P.Johnstone (1977) Topos Theory, Academic Press, London.
  10. P. Johnstone (1982) Stone Spaces, Cambridge University Press.
  11. A. Joyal and M. Tierney (1984) A generalization of the Descent Theory of Grothendieck, Memoirs AMS.
  12. C. Mulvey (1984) Communications at the meetings in Oberwolfach (1983), Paris and Brighton (1984).
  13. Nawaz (1985) Thesis, Sussex University.
  14. R. S. Pierce (1967) Modules over Commutative Regular Rings, Memoirs AMS 70.
  15. H.Schubert (1972) Categories, Springer, New York.