hg-index
The hg-index (Alonso et al. 2010) is an aggregate index which tries to keep the advantages of both the h-index and g-index while minimizing their disadvantages. The index is simply the geometric mean of h and g, or
$$hg=\sqrt{h \times g}.$$History
Year | hg |
---|---|
1997 | 1.0000 |
1998 | 2.4495 |
1999 | 4.2426 |
2000 | 6.3246 |
2001 | 8.1240 |
2002 | 10.9545 |
2003 | 14.4568 |
2004 | 17.3205 |
2005 | 21.2132 |
2006 | 24.7386 |
2007 | 27.2213 |
2008 | 29.3428 |
2009 | 33.5410 |
2010 | 36.4143 |
2011 | 39.9375 |
2012 | 42.3320 |
2013 | 45.2327 |
2014 | 46.6476 |
2015 | 48.4252 |
2016 | 49.1426 |
2017 | 50.8920 |
2018 | 52.6783 |
2019 | 53.0283 |
2020 | 54.0925 |
2021 | 56.2139 |
2022 | 58.6856 |
2023 | 59.7495 |
2024 | 60.0999 |
References
- Alonso, S., F.J. Cabrerizo, E. Herrera-Viedma, and F. Herrera (2010) hg-index: A new index to characterize the scientific outpuf of researchers based on the h- and g-indices. Scientometrics 82:391–400.