Alan Rose. Caractérisation, au moyen de la théorie des treillis, du calcul de propositions à foncteurs variables. Applications scientifiques de la logique mathématique, Actes du 2° Colloque International de Logique Mathématique, Paris, 25-30 août 1952, Institut Henri Poincaré, Collection de logique mathématique, ser. A, no. 5, lithographed (“dactyl-spécial”). Gauthier-Villars, Paris1954, and E. Nauwelaerts, Louvain 1954, pp. 87–88.

Krister Segerberg

doi:10.2307/2271007

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Alan Rose. Caractérisation, au moyen de la théorie des treillis, du calcul de propositions à foncteurs variables. Applications scientifiques de la logique mathématique, Actes du 2° Colloque International de Logique Mathématique, Paris, 25-30 août 1952, Institut Henri Poincaré, Collection de logique mathématique, ser. A, no. 5, lithographed (“dactyl-spécial”). Gauthier-Villars, Paris1954, and E. Nauwelaerts, Louvain 1954, pp. 87–88.

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Alan Rose. Caractérisation, au moyen de la théorie des treillis, du calcul de propositions à foncteurs variables. Applications scientifiques de la logique mathématique, Actes du 2° Colloque International de Logique Mathématique, Paris, 25-30 août 1952, Institut Henri Poincaré, Collection de logique mathématique, ser. A, no. 5, lithographed (“dactyl-spécial”). Gauthier-Villars, Paris1954, and E. Nauwelaerts, Louvain 1954, pp. 87–88.

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Alan Rose. Caractérisation, au moyen de la théorie des treillis, du calcul de propositions à foncteurs variables. Applications scientifiques de la logique mathématique, Actes du 2° Colloque International de Logique Mathématique, Paris, 25-30 août 1952, Institut Henri Poincaré, Collection de logique mathématique, ser. A, no. 5, lithographed (“dactyl-spécial”). Gauthier-Villars, Paris1954, and E. Nauwelaerts, Louvain 1954, pp. 87–88.

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