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Context resolution of homonymy based on a centroid-context model
A. A. Khoroshilovabc, Yu. V. Nikitinad, A. V. Kanbe, Ya. D. Kozlovskayad, E. A. Evdokimovab a Federal Research Center "Computer Science and Control" of Russian Academy of Sciences
b Moscow Aviation Institute (National Research University)
c 27 Central Research Institute of the Ministry of Defence of Russia
d Scientific and Industrial Company «High Technologies and Strategic Systems»
e The National Research Center "Zhukovsky Institute"
Abstract:
The article describes a new method for contextual resolution of homonymy based on a centroid-context model (CCM). The proposed method of detecting cases of homonymy in the corpus of texts and its resolution using the CCM model is based on the theoretical concept of phraseological conceptual analysis of texts (FCAT) and unique machine grammar, which is based on a system of inflective classes of russian words. The rigid conformity between the form of presentation of words and their grammatical information laid down in the theoretical concept of inflective classes of words of the Russian language made it possible to create on this basis new classes - classes of words that have the same sets of grammatical features, conforming to their forms of representation in similar contextual environments. When developing this model, the authors proceeded from the following hypothesis: the same sequences of generalized characters of word classes (generalized syntagms) should correspond to the same syntactic structures of various fragments of texts. At the same time, it was assumed that such a hypothesis is true for any syntactic models and can be useful in solving both global and particular problems of text analysis. Using this method, a new solution to the problem of resolving homonymy based on the proposed CCM model was proposed.
Keywords:
homonymy resolution, homonyms, centroid-context model, generalized syntagms
Citation:
A. A. Khoroshilov, Yu. V. Nikitin, A. V. Kan, Ya. D. Kozlovskaya, E. A. Evdokimova, “Context resolution of homonymy based on a centroid-context model”, Proceedings of ISP RAS, 34:5 (2022), 171–182
Linking options:
https://www.mathnet.ru/eng/tisp728 https://www.mathnet.ru/eng/tisp/v34/i5/p171
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Abstract page: | 33 | Full-text PDF : | 12 |
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