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Linguistic Applications of First Order Intuitionistic Linear Logic
Article de revue   Avec comité de lecture

Linguistic Applications of First Order Intuitionistic Linear Logic

Richard Moot et Mario Piazza
Journal of logic, language, and information, Vol.10(2), pp.211-232
01/04/2001

Résumé

Applied linguistics City squares Lambek calculus Language translation Lexical quantifiers Linear logic Linguistics Logical antecedents Logical theorems Sequents
In this paper we will discuss the first order multiplicative intuitionistic fragment of linear logic, MILL1, and its applications to linguistics. We give an embedding translation from formulas in the Lambek Calculus to formulas in MDLL1 and show this translation is sound and complete. We then exploit the extra power of the first order fragment to give an account of a number of linguistic phenomena which have no satisfactory treatment in the Lambek Calculus.

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