A citation index for principal investigators

Christoph Steinbrüchel ()
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Christoph Steinbrüchel: Rensselaer Polytechnic Institute

Scientometrics, 2019, vol. 118, issue 1, No 14, 305-320

Abstract: Abstract A new citation index $$h_{\mathrm{PI}}$$ h PI for principal investigators (PIs) is defined in analogy to Hirsch’s index h, but based on renormalized citations of a PI’s papers. To this end, the authors of a paper are divided into two groups: PIs and non-PIs. A PI is defined as an assistant, associate or full professor at a university who supervises an individual research program. The citations for each paper of a certain PI are then divided by the number of PIs among the authors of that paper. Data are presented for a sample of 48 PIs of physics and physics-related engineering departments from a private research-oriented U.S. university using the ISI Web of Science citations database. The main result is that individual rankings based on h and $$h_{\mathrm{PI}}$$ h PI differ substantially. Also, to a good approximation across the sample of 48 PIs, one finds that $$h_{\mathrm{PI}} = h \,/ \sqrt{ }$$ h PI = h / where $${ }$$ is the average number of principal investigators for the papers of the PI in question. Similarly, $$h_{\mathrm{PI}} = \frac{1}{2} \sqrt{C_{\mathrm{tot}}\,/ }$$ h PI = 1 2 C tot / , where $$C_{\mathrm{tot}}$$ C tot is the total number of the PI’s citations. Approaches to broadending the scope of h or $$h_{\mathrm{PI}}$$ h PI with regard to highly cited papers are compared, and a new metric called $$h_x$$ h x is introduced for such papers which represents the average number of citations exceeding the minimum of $$h^2$$ h 2 in the h-core. A recent proposal to determine an optimum h-index is also discussed in relationship to actual citation data.

Keywords: Citations; h-Index; Principal investigator; Multiple authors (search for similar items in EconPapers)
Date: 2019
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DOI: 10.1007/s11192-018-2971-8

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