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dynamic discounted cumulated impact (sharp decay)

The dynamic discounted cumulated impact index (Järvelin and Pearson 2008; Ahlfren and Järvelin 2010) is an addendum to the discounted cumulated impact (sharp decay) which cumulates across different time intervals, rather than a single fixed interval. Formally, it is a vector defined as:

$$\text{dDCI}_Y\left[j\right]=DCI_j\left[j\right] ,$$

where DCIj[j] is essentially the last item in the DCI vector for time interval j. When calculated for a career, where each subsequent interval is the length of the career up to that point, the values calculated for earlier career points are identical those same intervals for later career points, thus we just report the final value for each year, with all values up to that year actually representing the full dDCI vector.

Because DCI can be calculated with varying degrees of citation decay, dDCI is also dependent on this same decay. This version is calculated from the DCI index with a sharp decay of b = 2.

History

YeardDCI (b = 2)
19972.0000
199815.0000
199944.0000
200083.2619
2001139.2021
2002237.6583
2003361.1097
2004572.7178
2005824.2764
20061162.7626
20071479.2062
20081778.6630
20092052.1542
20102398.9628
20112822.7876
20123211.6757
20133608.5034
20143884.9559
20154149.8164
20164382.9915
20174539.2941
20184701.3445
20194845.3635
20205017.5339
20215255.5267
20225470.1467
20235589.9138
20245715.9228
20255330.5355

References