Martin Ravallion

amse seminar

Martin Ravallion

Georgetown University
Informational constraints on antipoverty policies: Evidence for Africa

IBD Amphi

Îlot Bernard du Bois - Amphithéâtre

5-9 boulevard Maurice Bourdet
13001 Marseille

Monday, April 9 2018| 2:30pm to 4:00pm

Timothée Demont: timothee.demont[at]
Roberta Ziparo: rziparo[at]


It has often been said that the world’s aggregate poverty gap—the total monetary amount by which all poor people fall below the poverty line—is modest when one uses poverty lines typical of low-income countries. The implication is sometimes drawn that only a modest sum of money is needed to eliminate global poverty—to bring all poor people up to the international poverty line. However, eliminating poverty may well be a lot harder than the size of the aggregate poverty gap might suggest.  Identifying who is poor and by how much is challenging. The poverty gap calculation could be way off the mark.

The presentation will draw on two recent studies (with Caitlin Brown and Dominique van de Walle) that have tried to assess whether the data typically available and routinely used by policymakers in sub-Saharan Africa—the poorest region of the world by most measures—are adequate to reliably identify who is poor. It will be shown that even with a budget sufficient to eliminate poverty with full information, standard proxy-means tests do not bring the poverty rate below about three-quarters of its initial value. Nor does the optimal (poverty-minimizing) allocation of transfers based on the information typically available do much better. The prevailing methods are particularly deficient in reaching the poorest households. And even when poor households are reached, poor individuals are often missed. Indeed, roughly three-quarters of underweight women and undernourished children are not found in the poorest 20% of households, and around half are not found in the poorest 40%. Some potential improvements in current targeting methods are considered, as is a universal basic income as a policy option.

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