Abstract
This note is concerned with presenting some simple indices of group-wise relative disadvantage in the distribution of income, in terms of the distance between the group’s share in total population and its share in total income. The group-wise indices are then aggregated into society-wide indices of inter-group disparity. Empirical illustrations of the note’s measurement concerns are provided, using data on the global distribution of income. The measures of horizontal inequality are shown to lead to corresponding measures of vertical inequality, in the special case in which the grouping resorted to is ‘individualistic’.
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References
J.E. Foster (1985) ‘Inequality measurement’ H.P. Young (Eds) Fair Allocation, Proceedings in Applied Mathematics NumberInSeriesVol. 33. American Mathematical Society Providence, RI 31–68
A.K. Sen (1973) On Economic Inequality Clarendon Press Oxford
A.F. Shorrocks (1988) ‘Aggregation issues in inequality measurement’ W. Eichhorn (Eds) Measurement in Economics: Theory and Applications in Economic Indices Physica Verlag Heidelberg 429–451
F. Stewart (2001) ‘Horizontal inequality: A neglected dimension of development’ UNU-WIDER Helsinki
S. Subramanian (2003) ‘Aspects of global deprivation and disparity: A child’s guide to some simple-minded arithmetic’ F. Carlucci F. Marzano (Eds) Poverty, Growth and Welfare in the World Economy in the 21st Century Peter Lang AG Bern 61–100
L.C. Thurow (1981) The Zero-Sum Society: Distribution and the Possibilities for Economic Change Penguin Books Limited Harmondsworth Middlesex
UNDP (United Nations Development Programme): 1995, 1999, 2000, Human Development Reports 1995, 1999, 2000 (Oxford University Press, New York).
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Jayaraj, D., Subramanian, S. Horizontal and Vertical Inequality: Some Interconnections and Indicators. Soc Indic Res 75, 123–139 (2006). https://doi.org/10.1007/s11205-004-4649-2
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DOI: https://doi.org/10.1007/s11205-004-4649-2