Unsupervised Lexicon-Based Resolution of Unknown Words for Full Morphological Analysis
36692Authors
nan
Abstract
Morphological disambiguation proceeds in 2 stages: (1) an analyzer provides all possible analyses for a given token and (2) a stochastic disambiguation module picks the most likely analysis in context. When the analyzer does not recognize a given token, we hit the prob- lem of unknowns. In large scale corpora, un- knowns appear at a rate of 5 to 10% (depend- ing on the genre and the maturity of the lexi- con). We address the task of computing the distribu- tion p(t|w) for unknown words for full mor- phological disambiguation in Hebrew. We in- troduce a novel algorithm that is language in- dependent: it exploits a maximum entropy let- ters model trained over the known words ob- served in the corpus and the distribution of the unknown words in known tag contexts, through iterative approximation. The algo- rithm achieves 30% error reduction on dis- ambiguation of unknown words over a com- petitive baseline (to a level of 70% accurate full disambiguation of unknown words). We have also verified that taking advantage of a strong language-specific model of morpholog- ical patterns provides the same level of disam- biguation. The algorithm we have developed exploits distributional information latent in a wide-coverage lexicon and large quantities of unlabeled data. ∗This work is supported in part by the Lynn and William Frankel Center for Computer Science. 1
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Proceedings of ACL-08: HLT, pages 728–736, Columbus, Ohio, USA, June 2008. c⃝2008 Association for Computational Linguistics Unsupervised Lexicon-Based Resolution of Unknown Words for Full Morphological Analysis Meni Adler and Yoav Goldberg and David Gabay and Michael Elhadad Ben Gurion University of the Negev Department of Computer Science∗ POB 653 Be’er Sheva, 84105, Israel {adlerm,goldberg,gabayd,elhadad}@cs.bgu.ac.il Abstract Morphological disambiguation proceeds in 2 stages: (1) an analyzer provides all possible analyses for a given token and (2) a stochastic disambiguation module picks the most likely analysis in context. When the analyzer does not recognize a given token, we hit the prob- lem of unknowns. In large scale corpora, un- knowns appear at a rate of 5 to 10% (depend- ing on the genre and the maturity of the lexi- con). We address the task of computing the distribu- tion p(t|w) for unknown words for full mor- phological disambiguation in Hebrew. We in- troduce a novel algorithm that is language in- dependent: it exploits a maximum entropy let- ters model trained over the known words ob- served in the corpus and the distribution of the unknown words in known tag contexts, through iterative approximation. The algo- rithm achieves 30% error reduction on dis- ambiguation of unknown words over a com- petitive baseline (to a level of 70% accurate full disambiguation of unknown words). We have also verified that taking advantage of a strong language-specific model of morpholog- ical patterns provides the same level of disam- biguation. The algorithm we have developed exploits distributional information latent in a wide-coverage lexicon and large quantities of unlabeled data. ∗This work is supported in part by the Lynn and William Frankel Center for Computer Science. 1 Introduction The term unknowns denotes tokens in a text that can- not be resolved in a given lexicon. For the task of full morphological analysis, the lexicon must pro- vide all possible morphological analyses for any given token. In this case, unknown tokens can be categorized into two classes of missing informa- tion: unknown tokens are not recognized at all by the lexicon, and unknown analyses, where the set of analyses for a lexeme does not contain the cor- rect analysis for a given token. Despite efforts on improving the underlying lexicon, unknowns typi- cally represent 5% to 10% of the number of tokens in large-scale corpora. The alternative to continu- ously investing manual effort in improving the lex- icon is to design methods to learn possible analy- ses for unknowns from observable features: their letter structure and their context. In this paper, we investigate the characteristics of Hebrew unknowns for full morphological analysis, and propose a new method for handling such unavoidable lack of in- formation. Our method generates a distribution of possible analyses for unknowns. In our evaluation, these learned distributions include the correct anal- ysis for unknown words in 85% of the cases, con- tributing an error reduction of over 30% over a com- petitive baseline for the overall task of full morpho- logical analysis in Hebrew. The task …
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Labeled Text
Morphological disambiguation proceeds in 2 stages: (1) an analyzer provides all possible analyses for a given token and (2) a stochastic disambiguation module picks the most likely analysis in context. When the analyzer does not recognize a given token, we hit the problem of unknowns. In large scale corpora, unknowns appear at a rate of 5 to 10% (depending on the genre and the maturity of the lexicon). We address the task of computing the distribution p(t|w) for unknown words for full morphological disambiguation in Hebrew. We introduce a novel algorithm that is language independent: it exploits a maximum entropy letters model trained over the known words observed in the corpus and the distribution of the unknown words in known tag contexts, through iterative approximation. The algorithm achieves 30% error reduction on disambiguation of unknown words over a competitive baseline (to a level of 70% accurate full disambiguation of unknown words). We have also verified that taking advantage of a strong language-specific model of morphological patterns provides the same level of disambiguation. The algorithm we have developed exploits distributional information latent in a wide-coverage lexicon and large quantities of unlabeled data. ∗This work is supported in part by the Lynn and William Frankel Center for Computer Science. 1
Publication Details
- Paper ID:
- 36692
- Year:
- 2008
- Publication:
- TIPSTER
- Publication Type:
- conf
- DOI:
- nan