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Journal Citation Reports (JCR)


              A  group  of  researchers  at  the  University  of  Washington  developed  a  similar  algorithm  for  the
              evaluation of the influence of scientific journals included in the Thompson Scientific Journal Citation
              Reports (JCR) dataset.


              Journal and Country Rank (SCImago)


              Alternatives to the IF have been emerging, such as the SCImago Journal and Country Rank. The Page
              Rank algorithm, used in the evaluation of web pages by the popular Google search engines, has been
              proposed as an appropriate model for the evaluation of the quality of citations in scientific journals.
              Furthermore,  another  research  group  from  Spanish  Universities  developed  an  indicator,  named  the
              SCImago Journal Rank (SJR) indicator, for the assessment of the quality of scientific journals, applying
              the  Page  Rank  algorithm  on  the  Scopus  database.  The  SCImago  journal  rank  indicator  is  a  novel
              instrument for the evaluation of scientific journals that may challenge the established premiership of
              the journal IF in ranking scientific journals. It provides unrestricted (open) access, is based on a larger
              source journal database, and focuses on the quality of citations that a journal receives by other journals,
              rather than the absolute number. However, the sophisticated methodology used in the calculation of the
              SJR indicator needs to be adequately validated, and certain characteristics may need to be reconsidered
              before definitive conclusions for its applicability could be drawn. It appears, though, that the election of
              one index or the other would be mostly a matter of whether the popularity or the quality of a journal is
              considered as the primary criterion for the evaluation of scientific journals.


              Source Normalized Impact per Paper (SNIP)


              Another  metric  known  as  Source  Normalized  Impact  per  Paper  (SNIP)  is  a  sophisticated  metric
              that intrinsically accounts for field-specific differences in citation practices. It does so by comparing
              each journal’s citations per publication with the citation potential of its field, defined as the set of
              publications  citing  that  journal.  SNIP  therefore  measures  contextual  citation  impact  and  enables
              direct comparison of journals in different subject fields, since the value of a single citation is greater
              for journals in fields where citations are less likely, and vice versa. SNIP is calculated annually from
              Scopus data and is freely available alongside CiteScore and SJR.


              Impact Per Publication (IPP)

              The  impact  per  publication  is  calculated  as  the  number  of  citations  given  in  the  present  year  to
              publications in the past three years divided by the total number of publications in the past three years.
              IPP is fairly similar to the well-known journal IF. Like the IF, IPP does not correct for differences
              in  citation  practices  between  scientific  fields.  IPP  was  previously  known  as  RIP  (Raw  Impact  per
              Publication).  IPP  and  SNIP  are  provided  with  stability  intervals.  A  stability  interval  reflects  the
              stability or reliability of an indicator. If for a particular source IPP and SNIP have a wide stability
              interval,  the  indicators  have  a  low  reliability  for  this  source.  This,  for  instance,  means  that  the
              indicators are likely to fluctuate quite significantly over time.


              CiteScore


              CiteScore metrics are a suite of indicators calculated from data in Scopus, the world’s leading abstract
              and  citation  database  of  peer-reviewed  literature.  CiteScore  itself  is  an  average  of  the  sum  of  the





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