Projekt per år
Sammanfattning
Sequential Constraint Grammar (SCG) (Karlsson, 1990) and its extensions have lacked clear connections to formal language theory. The purpose of this article is to lay a foundation for these connections by simplifying the definition of strings processed by the grammar and by showing that Nonmonotonic SCG is undecidable and that derivations similar to the Generative Phonology exist. The current investigations propose resource bounds that restrict the generative power of SCG to a subset of context sensitive languages and present a strong finite-state condition for grammars as wholes. We show that a grammar is equivalent to a finite-state transducer if it is implemented with a Turing machine that runs in o(n log n) time. This condition opens new finite-state hypotheses and avenues for deeper analysis of SCG instances in the way inspired by Finite-State Phonology.
Bidragets översatta titel | Rajoitekieliopin ilmaisuvoiman uudelleentarkastelua |
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Originalspråk | engelska |
Titel på värdpublikation | Proceedings of the NoDaLiDa 2017 Workshop on Constraint Grammar - Methods, Tools and Applications : Linköping Electronic Conference Proceedings 140 |
Redaktörer | Eckhard Bick, Trond Trosterud |
Antal sidor | 9 |
Volym | 140 |
Utgivningsort | Linköping |
Förlag | Linköping University Electronic Press |
Utgivningsdatum | 2017 |
Sidor | 23-31 |
ISBN (tryckt) | 978-91-7685-465-5 |
ISBN (elektroniskt) | 978-91-7685-465-5 |
Status | Publicerad - 2017 |
MoE-publikationstyp | A4 Artikel i en konferenspublikation |
Evenemang | NoDaLiDa 2017 Workshop on Constraint Grammar - Methods, Tools and Applications - Göteborg, Sverige Varaktighet: 22 maj 2017 → 22 maj 2017 Konferensnummer: 21 |
Publikationsserier
Namn | NEALT Proceedings Series |
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Förlag | Linköping University Electronic Press, Linköpings universitet |
Volym | 33 |
ISSN (tryckt) | 1650-3686 |
ISSN (elektroniskt) | 1650-3740 |
Vetenskapsgrenar
- 6121 Språkvetenskaper
Projekt
- 1 Slutfört
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ADEQSYNTAX: Käytettävä äärellistilainen malli adekvaatille kieliopilliselle kompleksisuudelle
01/09/2013 → 30/04/2019
Projekt: Forskningsprojekt