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On the Connection between Context-Free Grammars and Lambek Categorial Grammars (Extended Abstract) (1996)  (Make Corrections)  (2 citations)
Gerald Penn



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Abstract: ) Gerald Penn Computational Linguistics Program, Carnegie Mellon University and OTS Utrecht gpenn+@cmu.edu Overview A method is described for proving the weak equivalence theorem between natural-deduction style Lambek Categorial Grammmars (LCG) and Context-Free Grammars (CFG). The method is achieved using a simple representation for derivations from the associative, product-free Lambek Calculus in the LF meta-language [10], which can be adapted to the representation of other... (Update)

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A Graph-Theoretic Approach to Sequent Derivability in the Lambek.. - Penn (2001)   (Correct)

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0.3:   Extending Lambek Grammars to Basic Categorial Grammars - Buszkowski (1996)   (Correct)
0.3:   Product-free Lambek calculus and context-free grammars - Pentus (1997)   (Correct)
0.2:   Lambek Grammars Are Context Free - Pentus (1993)   (Correct)

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BibTeX entry:   (Update)

Penn, G., On the connection between context-free grammars and lambek categorial grammars, Technical Report CMU-LCL-96-2, Laboratory for Computational Linguistics, Carnegie Mellon University (1996). http://citeseer.ist.psu.edu/penn96connection.html   More

@misc{ penn96connection,
  author = "G. Penn",
  title = "the connection between context-free grammars and lambek categorial grammars",
  text = "Penn, G., On the connection between context-free grammars and lambek categorial
    grammars, Technical Report CMU-LCL-96-2, Laboratory for Computational Linguistics,
    Carnegie Mellon University (1996).",
  year = "1996",
  url = "citeseer.ist.psu.edu/penn96connection.html" }
Citations (may not include all citations):
434   A Framework for Defining Logics - Harper, Honsell et al. - 1993
257   Logic Programming in a Fragment of Intuitionistic Linear Log.. - Hodas, Miller - 1994
210   Logic Programming in the LF Logical Framework - Pfenning - 1991
90   A Linear Logical Framework - Cervesato, Pfenning - 1995
53   Prolog and Natural-Language Analysis (context) - Pereira, Shieber - 1987
42   Type-Logical Grammar (context) - Morrill - 1994
35   Lambek Grammars are Context-Free - Pentus - 1992
30   Natural Language Processing in PROLOG: An Introduction to Co.. (context) - Gazdar, Mellish - 1989
22   On Categorial and Phrase Structure Grammars (context) - Bar-Hillel, Gaifman et al. - 1960
18   Generative Power of Categorial Grammars (context) - Buszkowski - 1988
17   Studied Flexibility: Categories and Types in Syntax and Sema.. (context) - Hendriks - 1993
16   Generalized Quantification and Discontinuous Type Constructo.. (context) - Moortgat - 1991
16   The Multiplicative Fragment of Linear Logic is NP-Complete (context) - Kanovich - 1991
13   Chart Parsing Lambek Grammars: Modal Extensions and Incremen.. - Hepple - 1992
10   Lectures on Type-Logical Semantics (context) - Carpenter - 1996
5   The Equivalence of Two Concepts of Categorial Grammar (context) - Cohen - 1967
3   The Complexity of Parsing with Extended Categorial Grammars (context) - Koenig - 1990
1   Investigations in Logic (context) - Aarts - 1995
1   Formal Grammars and Languages (context) - Gladkij - 1973
1   The Horn Gragment of Linear Logic is NP-Complete (context) - Kanovich - 1991
1   A Type-Logical Account of Plurality (context) - Carpenter - 1995
1   An LF Implementation of Gentzen's Theorem for Lambek Categor.. (context) - Penn - 1996

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