Stochastic Dominance, Poverty and the Treatment Effect Curve

The econometrics of inequality and poverty Lecture 5: Stochastic dominance

Stochastic Dominance of Poverty Measures and its Applications

Poverty measures are used to measure poverty levels or degrees of poverty in a population. Stochastic dominance refers to a set of relations between distributions. Stochastic dominance orders of poverty measures have been discussed by many authors in the literature. In this paper, definition of stochastic dominance is introduced and used to order poverty measures. Hypotheses testing on stochast...

Poverty Orderings and Welfare Dominance

This paper examines the partial orderings of discrete distributions derived from various poverty indices and sets of welfare functions. The poverty ordering with respect to some index P is the ordering obtained when P ranks consistently over a range of admissible poverty lines. The poverty orderings derived from the headcount ratio, the per-capita income gap and another "distribution-sensitive"...

Poverty Dominance in Ireland

Poverty dominance analysis uses stochastic dominance to provide rankings of distributions in terms of poverty which are not sensitive to the choice of poverty line. This analysis is carried out for Ireland using Household Budget Survey data for 1987 and 1994 including tests for the statistical significance of the results. We find that for a wide range of absolute poverty lines, poverty in Irela...

Statistical Inference for Stochastic Dominance and for the Measurement of Poverty and Inequality Author(s):

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