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iteratively weighted h-index

The interatively weighted h-index (Todeschini and Baccini 2016) is a method for producing a single global index from the vector produced by the multidimensional h-index (H). This index is calculated as:

$$iw\left(h\right)=\sum\limits_{j=1}^{n}{\frac{h_j}{j}}.$$

where hj and n are the jth value and total length of H, respectively.

History

Yeariw(h)-index
19971.5000
19983.8333
19994.5833
20006.5000
20018.4500
200211.7000
200314.2000
200416.9500
200520.0095
200622.0833
200724.5000
200827.0000
200929.1167
201032.0512
201135.2000
201238.0429
201339.3012
201441.4623
201543.0607
201643.8623
201746.0290
201846.6718
201947.4218
202048.7190
202150.2190
202251.9190
202352.7190
202454.2052
202555.9274

References