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Équivalence naturelle et formules logiques en théorie des catégories

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Bibliographie

  1. Blanc, G.: Langages du premier ordre sur graphe. Cah. Math. de Montpellier6 (1975).

  2. Coole, J.C.: Categories of sets and models of set theory. Aarhus preprint series52 (1970/1971).

  3. Donnadieu, M. R., Rambaud, Ch.: Un théorème de complétude en théories sur graphes. Comp. Rend. Ac. des Sci. Paris (à paraître).

  4. Lawvere, F.W.: An elementary theory of the category of sets. Proc. Nat. Acad. Sci. (USA) déc. 1964.

  5. Lawvere, F.W.: The category of categories as a foundation of mathematics. Proc. Conf. Cat. Alg. (Springer 1966).

  6. Mitchell, W.: Boolean topoï and the theory of sets. Jour. of pure and app. Algebra (1972) (271–273) (North-Holland).

  7. Preller, A.: Langages à graphes et Schema de Séparation. Actes du Col. Int. de Logique (Clermont-Ferrand 1975).

  8. Rambaud, Ch.: Déduction formelle en théories sur graphe. Comp. Rend. Acad. Sci. Paris, t. 283, 13 sept. 1976.

  9. Rambaud, Ch., Blanc, G.: Théories formelles sur graphe. Comp. Rend. Acad. Sci. Paris, t. 282, 24 Mai 1976

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  1. Mathematiques Centre Universitaire, 33, Rue Louis Pasteur, 84000, Avignon, Frankreich

    Georges Blanc

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  1. Georges Blanc
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Blanc, G. Équivalence naturelle et formules logiques en théorie des catégories. Arch math Logik 19, 131–137 (1978). https://doi.org/10.1007/BF02011874

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