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This article is cited in 1 scientific paper (total in 1 paper)
Theory of data
Recursive sentiment detection algorithm for Russian sentences
A. Yu. Poletaev, I. V. Paramonov P. G. Demidov Yaroslavl State University, 14 Sovetskaya str., Yaroslavl 150003, Russia
Abstract:
The article is devoted to the task of sentiment detection of Russian sentences. The sentiment is conceived as the author's attitude to the topic of a sentence. This assay considers positive, neutral, and negative sentiment classes, i.e., the task of three-classes classification is solved.
The article introduces a rule-based sentiment detection algorithm for Russian sentences. The algorithm is based on the assumption that the sentiment of a phrase can be determined by the sentiments of its parts by the recursive application of appropriate semantic rules to the sentiments of its parts organized as a constituency parse tree. The utilized set of semantic rules was constructed based on a discussion with experts in linguistics. The experiments showed that the proposed recursive algorithm performs slightly worse on the hotel reviews corpus than the adapted rule-based approach: weighted $F_1$-measures are $0.75$ and $0.78$, respectively. To measure the algorithm efficiency on complex sentences, we created OpenSentimentCorpus based on OpenCorpora, an open corpus of sentences extracted from Russian news and periodicals. On OpenSentimentCorpus the recursive algorithm performs better than the adapted approach does: $F_1$-measures are $0.70$ and $0.63$, respectively. This indicates that the proposed algorithm has an advantage in case of more complex sentences with more subtle ways of expressing the sentiment.
Keywords:
sentiment analysis, sentiment detection, semantic rules, sentiment corpus.
Received: 30.04.2022 Revised: 22.05.2022 Accepted: 25.05.2022
Citation:
A. Yu. Poletaev, I. V. Paramonov, “Recursive sentiment detection algorithm for Russian sentences”, Model. Anal. Inform. Sist., 29:2 (2022), 134–147
Linking options:
https://www.mathnet.ru/eng/mais772 https://www.mathnet.ru/eng/mais/v29/i2/p134
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Abstract page: | 64 | Full-text PDF : | 36 | References: | 20 |
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