Abstract

Currently, a broad set of bibliometric indices for evaluation of journal quality, the level of its internationalization, and interactions between serials are available. However, some cases require one to obtain more precise methods to assess journals, e.g., when estimating new journals, selecting them into international citation databases, increasing their rank, broadening their readership, or optimizing editorial policy. To cope with new challenges, new approaches have been introduced including altmetrics and various analyses of editorial board composition and impact. Analyzing altmetrics and studying geographic diversity on editorial boards, comparing these data with that of journal authors, and evaluating research efficiency of editorial board members enables one to use new approaches to assess the rank of serials. This paper considers current research reports on altmetrics, geographic diversity, and publication activity of editorial board members of top journals on Earth Sciences published in the Russian Federation and recognized as international serials. It was found that such altmetrics as abstract views, full text views, and a number of viewed papers are now available as additional metrics to evaluate journal quality. Furthermore, provided that the data on altmetrics are complete, they can be considered as a specific predictor for future citations and other citation-based indices. Editorial board analyses demonstrate a correlation of bibliometric indices of editorial board members with that of a journal. As for geographic diversity, only half of the analyzed journals demonstrate a strong correlation between the number of foreign members on editorial boards and geographic representativeness of a journal, mainly due to the local nature of geosciences and trade secret mode in much of mining research. Generally, the obtained findings highlighted the efficiency of new approaches to evaluate journal quality both in the case of the absence of citation-based journal metrics and as an additional tool to traditional indices.

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