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2015 | 42 | 1 | 37-48

Article title

On the Learnability of Classes of Minimal Grammars With Respect to Some Linear Preordering Relations

Title variants

Languages of publication

EN

Abstracts

EN
In this paper we prove the learnability of the classes of minimal grammars with respect to some linear preorderings on the set of categorial grammars. We give some examples of the linear preordering relations on the set of categorial grammars satisfying necessary conditions.

Publisher

Year

Volume

42

Issue

1

Pages

37-48

Physical description

Dates

published
2015-09-01
online
2015-11-26

Contributors

  • University of Warmia and Mazury

References

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  • Doets, K. (1994). From Logic to Logic Programming, Cambridge,Mass.: MIT Press.
  • Dziemidowicz, B. (2002). Optimal unification and learning algorithms for categorial grammars. Fundamenta Informaticae, 49, 297-308.
  • Dziemidowicz, B. (2007). On learnability of restricted classes of categorial grammars. Studia Logica, 85, 153-169.
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  • Kanazawa, M. (1996). Identification in the limit of categorial grammars. Journal of Logic, Language and Information, 5, 115-155.
  • Kanazawa, M. (1998). Learnable classes of categorial grammars. Stanford: CSLI Publications FoLLI.
  • Kapur, S. (1991). Computational learning of languages. Ph. D. disseration, Available as technical raport, 91-1234, Cornel University.
  • Lloyd, J. W. (1987). Foundations of Logic Programming, Berlin: Springer.
  • Marciniec, J. (1994). Learning categorial grammars by unification with negative constraints. Journal of Applied Non-Classical Logics, 4, 181-200.
  • Marciniec, J. (1997). The method of unification in procedures of determining categorial grammars (in Polish). Investigationes Linguisticae, 2, 45-96.
  • Osheron, D., de Jongh, D., Martin, E., & Weinstein, S. (1997). Formal learning theory. In: van Benthen, J., & ter Meulen, A. ( Eds.), Handbook of Logic and Language, 737-775.

Document Type

Publication order reference

Identifiers

YADDA identifier

bwmeta1.element.doi-10_1515_slgr-2015-0029
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