scientist's level
The scientist's level (Mitropoulos 2009) is an attempt to quantitatively break scientist's into broad categories of advancement based on a combination of their total citations and publications. It is expressed as Lv, where v represent the overall level and L the progress within v. Functionally, these values are logarithmic decompositions of the sum of citations and publications, such that v represents the integer value of the (base 10) logarithm of the sum (i.e., v = 0 when the sum is less than 10, v = 1 when the sum is between 10 and 99, v = 2 when the sum is between 100 and 999, etc.), and L is the integer value of the sum divided by 10v (i.e., if v = 2, L = 1 if the sum is between 100 and 199, L = 2 if the sum is between 200 and 299, etc.).
$$v=\text{floor}\left[\log\left(C^P + P\right)\right]$$$$L^v=\text{floor}\left(\frac{C^P + P}{10^v}\right)$$L can be any integer from 1 to 9, while v will generally be an integer between 0 and 5 (a v of 6 would require > 1 million combined citations and publications).
Because of this structure and the limited possible values of these measures, one could readily combine these into a single value as,
$$\text{level}=v.L=v + \frac{L}{10}.$$History
Year | Lv = [v, L] |
---|---|
1997 | [0, 8] |
1998 | [1, 2] |
1999 | [1, 5] |
2000 | [1, 9] |
2001 | [2, 1] |
2002 | [2, 2] |
2003 | [2, 4] |
2004 | [2, 6] |
2005 | [2, 9] |
2006 | [3, 1] |
2007 | [3, 1] |
2008 | [3, 2] |
2009 | [3, 2] |
2010 | [3, 3] |
2011 | [3, 4] |
2012 | [3, 4] |
2013 | [3, 5] |
2014 | [3, 6] |
2015 | [3, 7] |
2016 | [3, 7] |
2017 | [3, 8] |
2018 | [3, 9] |
2019 | [3, 9] |
2020 | [4, 1] |
2021 | [4, 1] |
2022 | [4, 1] |
2023 | [4, 1] |
2024 | [4, 1] |
References
- Mitropoulos, A.C. (2009) Is it more difficult to write or to cite a paper? Journal of Engineering Science and Technology Review 2(1):68–70.