Abstract
We set general conditions under which the general poverty index, which summarizes all the available indices, is asymptotically represented with some empirical processes. This representation theorem offers a general key, in most directions, for the asymptotic of the bulk of poverty indices and issues in poverty analysis. Our representation results uniformly hold on a large collection of poverty indices. They enable the continuous measure of poverty with longitudinal data.
Citation
Gane Samb Lô. Serigne Touba Sall. "Asymptotic representation theorems for poverty indices." Afr. Stat. 5 (1) 238 - 244, April 2010.
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