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Abstract: In this paper we describe the principles of a syntactic calculus whose building blocks are partial proof-nets or modules. The main idea is to associate with each lexical item one or more modules which encode(s) its syntactic behaviour. The simplest of these modules are obtained by unfolding the components of formulae that would be the type(s) of the lexical items in a type-logical grammar a la Morrill (1994), while the more sophisticated ones really go beyond the usual type-logical approach.... (Update)
Context of citations to this paper: More
.... and the Proof Net approach, as they call the formalisms advocated in the paper by Abrusci et al. as well as by Lecomte and Retor [78,79]. The latter viewpoint is reflected in another paper Pomset logic and variants in natural languages by Irene SCHENA. The author proposes...
...labels from a finite set of terminal symbols. Then, as a restriction of the lexicalized intuitionistic labeled proof nets defined in [LR96], we define: Definition 7. 1. Output: An output is either a B edge that is labeled by a positive atom or the conclusion of a par link...
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BibTeX entry: (Update)
Alain Lecomte and Christian Retoré. Words as modules: a lexicalised grammar in the framework of linear logic proof nets. In Carlos Martin-Vide, editor, International Conference on Mathematical Linguistics II. John Benjamins, Amsterdam, 1997. http://citeseer.ist.psu.edu/lecomte97words.html More
@inproceedings{ lecomte97words,
author = "A. Lecomte and C. Retore",
title = "Words as modules: a lexicalised grammar in the framework of linear logic
proof nets",
editor = "Carlos Martin-Vide",
booktitle = "International Conference on Mathematical Linguistics II. John Benjamins, Amsterdam",
year = "1997",
url = "citeseer.ist.psu.edu/lecomte97words.html" }
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Words as Modules and Modules as Partial Proof-Nets in a.. - Lecomte, Retoré (1996)
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Proof-Nets And Dependencies - Lecomte (1992)
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Pomset Logic as an Alternative Categorial Grammar - Lecomte, Retore (1995)
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