Semantics of the typed -calculus with substitution in a cartesian closed category

Abstract : Two versions of semantics of the typed l-calculus with substitution are given. The first uses a global environments object which is the domain of all interpreted terms, while the second uses individual environments objects for each term. The algebraic properties of the environments object(s) play a central role in showing that the interpretation function is invariant under the operational semantics given by substitution.
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Rapport
RR-1261, INRIA. 1990
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https://hal.inria.fr/inria-00075297
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Dernière modification le : vendredi 16 septembre 2016 - 15:11:33
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J.W. Gray. Semantics of the typed -calculus with substitution in a cartesian closed category. RR-1261, INRIA. 1990. 〈inria-00075297〉

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