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R. Martin. Logique mathématique. Encyclopaedia universalis, Encyclopaedia Universalis France, Éditeur, Paris, vol. 10 (1971), pp. 52–53. - G. Sabbagh. Logique mathématique. 1. Généralités. Encyclopaedia universalis, Encyclopaedia Universalis France, Éditeur, Paris, vol. 10 (1971), pp. 53–56. - I. Reznikoff. Logique mathématique. 2. Théorie lie la démonstration et intuitionnisme. Encyclopaedia universalis, Encyclopaedia Universalis France, Éditeur, Paris, vol. 10 (1971), pp. 57–64. - G. Sabbagh. Logique mathématique. 3. Théorie des modèles. Encyclopaedia universalis, Encyclopaedia Universalis France, Éditeur, Paris, vol. 10 (1971), pp. 65–66. - G. Sabbagh. Logique mathématique. 4. Théorie axiomatique des ensembles. Encyclopaedia universalis, Encyclopaedia Universalis France, Éditeur, Paris, vol. 10 (1971), pp. 66–71. - G. Sabbagh. Logique mathématique. 5. Décidabilité et fonctions récursives. Encyclopaedia universalis, Encyclopaedia Universalis France, Éditeur, Paris, vol. 10 (1971), pp. 71–73.

Published online by Cambridge University Press:  12 March 2014

J. van Heijenoort
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Type
Reviews
Information
The Journal of Symbolic Logic , Volume 38 , Issue 2 , June 1973 , pp. 341
Copyright
Copyright © Association for Symbolic Logic 1973

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