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Leo Egghe
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Publisher: Journals Gateway
Quantitative Science Studies (2020) 1 (1): 320–330.
Published: 01 February 2020
Abstract
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We study the array of partial sums, P X , of a given array X in terms of its h -type indices. Concretely, we show that h ( P X ) can be described in terms of the Lorenz curve of the array X and obtain a relation between the sum of the components of P X and the Gini index of X . Moreover, we obtain sharp lower and upper bounds for h -type indices of P X .