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Politics, Philosophy & Economics, 2014
Gini coefficients, which measure gross inequalities rather than their unfair components, are often used as proxy measures of absolute or relative distributive injustice in Western societies. This presupposes that the fair inequalities in these societies are small and stable enough to be ignored.
Theodore J Everett, Bruce M Everett
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Gini coefficients, which measure gross inequalities rather than their unfair components, are often used as proxy measures of absolute or relative distributive injustice in Western societies. This presupposes that the fair inequalities in these societies are small and stable enough to be ignored.
Theodore J Everett, Bruce M Everett
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THE GINI COEFFICIENT AND NEGATIVE INCOME *
Oxford Economic Papers, 1982經濟學系 ; 社會科學院 ...
Chen, Chau-Nan +2 more
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Using the Gini coefficient to characterize the shape of computational chemistry error distributions
Theoretical Chemistry accounts, 2020The distribution of errors is a central object in the assessment and benchmarking of computational chemistry methods. The popular and often blind use of the mean unsigned error as a benchmarking statistic leads to ignore distributions features that ...
P. Pernot, A. Savin
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A Demarcation of the Gini Coefficient
SSRN Electronic JournalWe specify the domain in the income distribution that includes the people to whom income transfers will not increase inequality in that income distribution. Inspired by Sen's (1973, 1997) characterization of the Gini coefficient as a ratio between a measure of aggregate income-based "depression" (stress) and aggregate income, we inquire as to whether ...
Stark, Oded, Kosiorowski, Grzegorz
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THE GINI COEFFICIENT AND NEGATIVE INCOME: REPLY
Oxford Economic Papers, 1985經濟學系 ; 社會科學院 ...
Chen, Chau-Nan +2 more
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Engineering applications of artificial intelligence, 2023
F. Meng, Deng Zhao, Xumin Zhang
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F. Meng, Deng Zhao, Xumin Zhang
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Computation of Spatial Gini Coefficients
Communications in Statistics - Theory and Methods, 2015We address estimation of Gini coefficients for a spatial random field y(s) defined on a lattice, which is assumed to be subordinated to a latent Gaussian process Z(s) via a function G. The marginal distributions of y(s) may have arbitrary shapes and they are location dependent.
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2021
The Gini coefficient is based on the sum of pairwise income differences, which can be decomposed into separate sums for individuals. Differences vis-à-vis poorer people represent an individual's advantage, while those with respect to richer people constitute deprivation. Weighting deprivation and advantage differently produces a family of personal Gini
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The Gini coefficient is based on the sum of pairwise income differences, which can be decomposed into separate sums for individuals. Differences vis-à-vis poorer people represent an individual's advantage, while those with respect to richer people constitute deprivation. Weighting deprivation and advantage differently produces a family of personal Gini
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Equivalent Gini coefficient, not shape parameter!
Scientometrics, 2022In a recent contribution in this journal, Gagolewski et al. (Scientometrics 127(5): 2829– 2845, 2022) study a new model for representing a rank size distribution – the so-called 3DSI (3 dimensions of scientific impact) model. The model depends on three parameters/dimensions: the total number of papers, the total number of citations and a third ...
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The unreported income and its impact on Gini coefficient in China
Journal of Chinese Economic and Business Studies, 2019Unreported income is an important factor that distorts China’s household income accounting and Gini coefficient calculation. On the basis of comparing NBS household survey data and data from China’s Cash Flow Statement, this paper estimates the size and ...
Juwei Zhang, Wen Zhao
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