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Stochastic dominance and statistical comparisons of income distribution functions. (1990). Formby, John ; Bishop, John.
In: Quality & Quantity: International Journal of Methodology.
RePEc:spr:qualqt:v:24:y:1990:i:3:p:267-282.

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  1. Crossing points of distributions and a theorem that relates them to second order stochastic dominance. (2012). Osuna, Edgar Elias .
    In: Statistics & Probability Letters.
    RePEc:eee:stapro:v:82:y:2012:i:4:p:758-764.

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  2. Beach, C.M. & Davidson, R. (1983). “Distribution-free statistical inference with Lorenz curves and income shares”, Review of Economic Studies 50: 723–735.

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  5. Bishop, J.A., Formby, J. P., & Thistle, P.D. (1988). “Statistical inference, income distributions, and social welfare”, in D.J. Slottje (ed.), Research in Economic Inequality Vol. 1, Greenwich, CT: JAI Press.
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  6. Dalton, H. (1920). “The measurement of the inequality of incomes”, Economic Journal 30: 348–361.
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  8. Dasgupta, P., Sen, A.K., & Starrett, D. (1973). “Notes on the measurement of inequality”, Journal of Economic Theory 6: 180–187.
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  9. Gastwirth, J. L. & Gail, M. H. (1985). “Simple asymptotically distribution-free methods for comparing Lorenz curves and Gini indices obtained from complete data”, in Basmann, R.L. & Rhodes, G.F.Jr. (eds) Advances in Econometrics Vol. 4, Greenwich, CT: JAI Press.
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  11. Miller, R.G. (1981). Simultaneous Statistical Inference (2e.) New York: Wiley.
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  12. Quinn, J.F. (1987). “The economic status of the elderly: Beware of the mean”, Review of Income and Wealth 33: 63–82.

  13. Saposnik, R. (1981). “Rank dominance in income distribution”, Public Choice 36: 147–151.
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  14. Saposnik, R. (1985). “On evaluating income distributions: Rank dominance, the Suppes-Sen grading principle of justice, and Pareto optimality”, Public Choice 40: 329–336.
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  15. Shorrocks, A.F. (1983). “Ranking income distributions”, Economica 50: 3–17.
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