Analyzing the core of categorial grammar
| Abstract | Even though residuation is at the core of Categorial Grammar (Lambek, 1958), it is not always immediate to realize how standard logical systems like Multi-modal Categorial Type Logics (MCTL) (Moortgat, 1997) actually embody this property. In this paper, we focus on the basic system NL (Lambek, 1961) and its extension with unary modalities NL(3) (Moortgat, 1996), and we spell things out by means of Display Calculi (DC) (Belnap, 1982; Gor“. | |||||||||
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Aravind K. Joshi & Seth Kulick (1997). Partial Proof Trees as Building Blocks for a Categorial Grammar. Linguistics and Philosophy 20 (6):637-667.
Glyn Morrill (1995). Discontinuity in Categorial Grammar. Linguistics and Philosophy 18 (2):175 - 219.
Yde Venema (1996). Tree Models and (Labeled) Categorial Grammar. Journal of Logic, Language and Information 5 (3-4):253-277.
Michael Moortgat (2009). Symmetric Categorial Grammar. Journal of Philosophical Logic 38 (6).
Carlos Areces & Raffaella Bernardi (2004). Analyzing the Core of Categorial Grammar. Journal of Logic, Language and Information 13 (2):121-137.
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