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Titlebook: Logical Aspects of Computational Linguistics; 5th International Co Philippe Blache,Edward Stabler,Richard Moot Conference proceedings 2005

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Lambek-Calculus with General Elimination Rules and Continuation SemanticsIn modern approaches to proof-theory (e.g.,[8]) natural-deduction (ND) proof systems are presented with . [10], derived from a more general (re)formulation of Prawitz’s . [13]. The setting of such enterprises are usually intuitionistic (and occasionally classic), but also . [7] propositional calculi.
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https://doi.org/10.1007/b136076Syntax; categorical grammars; categorical semantics; complexity; computational linguistics; computational
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Lecture Notes in Computer Sciencehttp://image.papertrans.cn/l/image/588129.jpg
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On the Selective Lambek Calculusge by means of a so-called “combining permission”, which is used to regulate the introduction of a product formula in the scope of a derivation and to impose a control on applications of the association structural rules. A cut elimination theorem for such a system, so-called Selective Lambek Calculus, is presented.
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Grammatical Development with , MetaGrammar (.). The provided methodology has been set up together with the development of a large French .. Furthermore the grammatical representation language and the assorted development methodology presented can be reused for grammatical development with other strongly lexicalised syntactic formalisms.
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Large Scale Semantic Construction for Tree Adjoining Grammarsantic construction. In this paper, we present a highly factorised way of implementing a syntax/semantic interface in TAG. We then show how the resulting resource can be used to perform semantic construction either during or after derivation.
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