H-Index
The h-index (Hirsch index) measures the impact of a particular scientist taking into account the number of papers published and the number of citations received by these papers resulting in a single number rating. For example, a scholar with an h-index of 5 has published 5 papers, each of which has been cited by others at least 5 times.
G-Index
The g-index is calculated based on the distribution of citations received by a given researcher's publications, such that given a set of articles ranked in decreasing order of the number of citations that they received, the g-index is the unique largest number such that the top g articles received together at least g2 citations. Hence, a g-index of 10 indicates that the top 10 publications of an author have been cited at least 100 times (102).
i10 Index
The i10-index is the number of publications published by an author with at least 10 citations.
m-Index
The m-index is defined as h/n, where h is the h-index and n is the number of years since the first published paper of the author; also called m-quotient.
An article's impact may be measured using both traditional citation metrics or through non-traditional usage metrics, called Altmetrics.
Traditional Impact Metrics examine how many times an article has been cited in other journal articles.
Sources for these metrics include :
New measures of scholarly and social visibility
Many scholars are now using alternate article-level metrics which include:
Journal metrics for measuring a journal's importance to its field
Journal Citation Reports provides citation data drawn from over 11,000 scholarly journals and important indicators (Impact Factor) of how frequently current researchers are using individual journals.
The SCImago Journal & Country Rank is a portal that includes the journals and country scientific indicators developed from the information contained in the Scopus® database
Journals are rated according to the number of referring citations, with citations from highly ranked journals weighted to make a larger contribution to the eigenfactor than those from poorly ranked journals.
Journals included in Google Scholar are ranked by their h5-index for citations logged by Google Scholar. Journals may be sorted and ranked by subject.
Scopus provides a free journal ranking service using CiteScore.