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t-index (Singh)

Properties

Description

The t-index (Singh 2022) is an alternative metric for impact based on the information entropy of individual publications, with scaling factors based on academic age and the yearly h-index. It is calculated as:

$$t=4e^{T/T^\prime}\bar{h}_y,$$

where

$$T = \sum\limits_{i=1}^{P}\frac{c_i}{C^P}\ln\frac{c_i}{C^P}$$

and

$$T^\prime=\ln \left(10 \times \text{academic age} \right).$$

It is a bit difficult to interpret and is not guaranteed to monotonically increase.

History

Yeart
19975.4050
19989.6470
19998.2349
200011.2866
200111.6907
200216.0428
200317.1062
200419.0029
200520.2976
200620.6265
200720.0462
200819.0323
200919.2605
201021.6919
201121.3775
201221.4571
201320.6413
201421.0686
201521.8915
201621.0655
201720.6790
201820.3583
201920.3956
202020.1418
202119.9257
202219.6624
202319.8908
202418.9470
202518.7748

References