Parsing Pregroup Grammars and Lambek Calculus Using Partial Composition

Author:

Béchet Denis

Publisher

Springer Science and Business Media LLC

Subject

History and Philosophy of Science,Logic

Reference18 articles.

1. Abrusci Michele, (December 1991). ‘Phase semantics and sequent calculus for pure non-commutative classical linear logic’. Journal of Symbolic Logic 56(4):1403–1451

2. Béchet Denis, (1998). ‘Minimality of the correctness criterion for multiplicative proof nets’. Mathematical Structures in Computer Science 8:543–558

3. Béchet, Denis, ‘Incremental parsing of Lambek calculus using proof-net interfaces’, in ACL/SIGPARSE (ed.), Proceedings of the Eigth International Workshop on Parsing Technologies, Nancy, France, April 2003, INRIA, April 2003, pp. 31–42.

4. Buszkowski, Wojciech, ‘Lambek grammars based on pregroups’, in Philippe de Groote, Glyn Morill, and Christian Retoré (eds.), Logical aspects of computational linguistics: 4th International Conference, LACL 2001, Le Croisic, France, June 2001, volume 2099, Springer-Verlag, 2001.

5. Buszkowski, Wojciech, and Katarzyna Moroz, ‘PTIME transformation of pregroup grammar into cfg and pda’, 37th Poznań Linguistic Meeting (PLM), Poznań, 2006.

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1. NP-Completeness of Grammars Based Upon Products of Free Pregroups;Lecture Notes in Computer Science;2014

2. On Harmonic CCG and Pregroup Grammars;Logical Aspects of Computational Linguistics;2014

3. The Conjoinability Relation in Discontinuous Lambek Calculus;Formal Grammar;2014

4. Lower and Upper Bounds for the Length of Joins in the Lambek Calculus;Computer Science – Theory and Applications;2013

5. A Savateev-Style Parsing Algorithm for Pregroup Grammars;Formal Grammar;2011

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