1980
DOI: 10.2307/1885088
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The Distribution of Income by Factor Components

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Cited by 313 publications
(159 citation statements)
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“…However, when a factor component has both positive and negative values, there is a possibility that both its Gini and concentration coefficient might fall outside the (0,1) and (−1,1) ranges, respectively (CHEN, TSAUR AND RHAI, 1982;PYATT, CHEN and FEI, 1980;RAO, 1969). This is of concern as, for instance, both the public-private wage gap and the net State-related income components are expected to have both positive and negative values.…”
Section: Inequality Decompositionmentioning
confidence: 99%
“…However, when a factor component has both positive and negative values, there is a possibility that both its Gini and concentration coefficient might fall outside the (0,1) and (−1,1) ranges, respectively (CHEN, TSAUR AND RHAI, 1982;PYATT, CHEN and FEI, 1980;RAO, 1969). This is of concern as, for instance, both the public-private wage gap and the net State-related income components are expected to have both positive and negative values.…”
Section: Inequality Decompositionmentioning
confidence: 99%
“…A metodologia de decomposição do coeficiente de Gini utilizada neste trabalho está baseada em Pyatt et al (1980) (2) Note-se que a curva de concentração não precisa ser monotonicamente crescente. A curva pode ficar acima do bissetor do primeiro quadrante.…”
Section: Decomposição Do íNdice De Giniunclassified
“…1 For example the Gini 9,26-28 of that distribution tells about the distortion in the income distribution, therefore, suggests to research on whether the opportunities are based on abilities and e®orts rather than on \crony economics" and other biases (e.g., corruption). Gini is a number, 0 Gini 1, where the Gini formula is [26][27][28][29][30][31][32][33][34][35][36] Gini ¼ 1 hci…”
Section: Introductionmentioning
confidence: 99%