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Published since 1998
ISSN 1562-5419
16+
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Analysis of the Russian Scientific Citation Index according to Math-Net.ru Data

Znamenskaya Ekaterina Aleksandrovna, Andrey Pechnikov, Chebukov Dmitry Evgen'evich
778-795
Abstract:

Starting from spring 2022 a national system for evaluating the effectiveness of scientific research and development is being created using the database of leading Russian journals Russian Science Citation Index (RSCI). The article represents some results of the analysis of the RSCI normalized rating published in December 2022. Using the journal citation graph constructed from the data Math-Net.Ru on the example of thematic group OECD 101.Mathematics we show that in the case of a large number of self-citations of the journals, a relationship between the normalized rating and the number of references is found, and the relationship with self-citation is somewhat stronger than without self-citation. Analysis of the distribution of the journals by thematic groups shows that using a single attribute, such as the OECD, as a criterion does not allow forming a group as a community of journals with a single strongly connected component in the citation graph. We conclude that the research methods of journal citation graphs are a good basis for a comparative analysis of the characteristics of journals and their ranking, which means they can be used as tools for further development and improvement of journal ratings.

Keywords: rating of journals, Russian Science Citation Index, Math-Net.Ru, journal citation graph, impact factor, eigenvector centrality.

Research of Bibliographic References in Math-Net.Ru using the Journal Citation Graph

Andrey Anatolievich Pechnikov, Dmitry Evgen'evich Chebukov
923-943
Abstract:

According to the portal Math-Net.Ru a graph of journal citation is constructed. To increase the reliability of the model, the citation time interval was chosen from 2010 to 2021, when the distribution of citation articles stabilized at the level of 3500-4500 citations per year. The structure of link aging is studied and it is shown that their half-life is equal to 8 years. Therefore, the publication date of the cited articles was limited to 2002. For the constructed citation graph, the main properties, such as a small diameter and a high density, are obtained, indicating a high level of scientific communication in the Math-Net.Ru. The absence of the “Matthew effect” as a pronounced advantage in quoting established journals in relation to less well-known ones is shown. Adequacy of the journal citation graph Math-Net.Ru as a model of scientific communication confirmed by comparing the ranking of journals in the citation graph with their SCIENCE INDEX rating in eLIBRARY.RU. A direct moderate relationship between the two rankings is shown. A number of meaningful conclusions are drawn from the analysis of the citation graph.

Keywords: bibliographic reference, journal citation networks, aging of bibliographic references, Matthew index, mathematical portal Math-Net.Ru.
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Russian Digital Libraries Journal

ISSN 1562-5419

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