Linguistics and Philosophy 20 (6):637-667 (1997)
We describe a categorial system (PPTS) based on partial proof trees(PPTs) as the building blocks of the system. The PPTs are obtained byunfolding the arguments of the type that would be associated with a lexicalitem in a simple categorial grammar. The PPTs are the basic types in thesystem and a derivation proceeds by combining PPTs together. We describe theconstruction of the finite set of basic PPTs and the operations forcombining them. PPTS can be viewed as a categorial system incorporating someof the key insights of lexicalized tree adjoining grammar, namely the notionof an extended domain of locality and the consequent factoring of recursionfrom the domain of dependencies. PPTS therefore inherits the linguistic andcomputational properties of that system, and so can be viewed as a middleground between a categorial grammar and a phrase structure grammar. We alsodiscuss the relationship between PPTS, natural deduction, and linear logicproof-nets, and argue that natural deduction rather than a proof-net systemis more appropriate for the construction of the PPTs. We also discuss howthe use of PPTs allows us to localize the management of resources, therebyfreeing us from this management as the PPTs are combined.
|Keywords||Linguistics Philosophy of Language Artificial Intelligence Computational Linguistics Semantics Syntax|
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Citations of this work BETA
On the Expressive Power of Abstract Categorial Grammars: Representing Context-Free Formalisms. [REVIEW]Philippe de Groote & Sylvain Pogodalla - 2004 - Journal of Logic, Language and Information 13 (4):421-438.
Starting with Complex Primitives Pays Off: Complicate Locally, Simplify Globally.Aravind K. Joshi - 2004 - Cognitive Science 28 (5):637-668.
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