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Author Level Metrics


              The  citation  based  metrics  for  journals  can  easily  be  extended  to  the  case  of  authors  which  have
              implications  for  their  productivity  as  well  as  measure  their  impact  on  the  scientific  community.
              We  have  already  emphasized  the  importance  of  citations,  which  can  easily  be  extended  to  deduce
              contributions  of  authors  at  their  individual  or  collective  levels.  This  not  only  provides  the  first
              glimpse  of  scientist  contributions  but  also  lays  the  foundation  of  collaborations  between  scientists
              and institutions. The author-level metrics also provide a tool for assessing the research contributions,
              which play an important role in their career progressions. However, it needs to be emphasized that
              these cannot be the sole criteria as stressed by Eugene Garfield himself, it has to be supplemented by
              peer or other supporting review mechanisms.


              h-index


              h-index is perhaps the most widely-known author level index and is very extensively used as a proxy
              for author’s academic achievements in the research domain .This index quantifies both the scientific
              productivity and the apparent impact created by a scientist in the scientific world. The index is based
              on the set of the scientist’s most cited papers and the number of citations that these have received
              in other people’s publications as well as through self-citations. The index can also be applied to the
              productivity and impact of a group of scientists, such as a department, university, or country.
               In 2005, Jorge E. Hirsch, a physicist at University of California at San Diego, USA, first suggested this
              index and it is sometimes called the Hirsch index or Hirsch number. (Hirsch, 2005). h-index is calculated
              by number (h) of an author’s articles, which have been cited at least same number (h) of times. For
              example, if an author has published 20 papers or more and 20 of these have each been cited 20 times
              or more, then the author will have an h-index of 20 or h = 20.
              The  h-index  seems  to  give  better  qualitative  information  than  the  total  number  of  research
              publications  as  well  as  the  total  number  of  citations  received.  Merely  knowing  the  number  of
              publications  does  not  reveal  how  well  these  articles  have  been  received  by  other  researchers.
              Similarly,  the  total  number  of  citations  can  be  inordinately  influenced  by  a  small  number  of
              highly-cited few articles, in which case it may not be a true reflection of one’s productivity, or
              a large number of poorly-cited papers, in which case the quality of work may not be up to the
              mark.

              The main advantage of the h-index is that it is neither skewed upwards by a small number of highly-
              cited papers nor skewed downwards by a long tail of poorly-cited work. A high h-index indicates that
              the research work is receiving adequate attention in the literature as well as shows the consistency and
              the contemporary nature of the research of a particular author. From July 2011 onwards, Google has
              provided an automatically calculated h-index within their own Google Scholar profile.



              The Limitations

              Before using h-index as the marker for research quality and output for an author, several observations
              have to be kept mind in its interpretation:

              Results can be inconsistent: Although the basic calculation of the h-index is clearly defined, it can be
              calculated using different databases or time-frames, giving different results. Normally, the larger the
              database, the higher the h-index calculated from it. Therefore, an h-index taken from Google Scholar
              will nearly always be higher than one from Web of Science, Scopus, etc.





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