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Food security and wheat prices in Afghanistan : a distribution-sensitive analysis of household-level impacts, Volume 1
 
Author:D'Souza, Anna; Jolliffe, Dean; Country:Afghanistan;
Date Stored:2012/04/04Document Date:2012/04/01
Document Type:Policy Research Working PaperSubTopics:Regional Economic Development; Rural Poverty Reduction; Markets and Market Access; Food & Beverage Industry
Language:EnglishRegion:South Asia
Report Number:WPS6024Collection Title:Policy Research working paper ; no. WPS 6024
Volume No:1  

Summary: This paper investigates the impact of increases in wheat flour prices on household food security using unique nationally-representative data collected in Afghanistan from 2007 to 2008. It uses a new estimator, the Unconditional Quantile Regression estimator, based on influence functions, to examine the marginal effects of price increases at different locations on the distributions of several food security measures. The estimates reveal that the negative marginal effect of a price increase on food consumption is two and a half times larger for households that can afford to cut the value of food consumption (75th quantile) than for households at the bottom (25th quantile) of the food-consumption distribution. Similarly, households with diets high in calories reduce intake substantially, but those at the bottom of the calorie distribution (25th quantile) make very small changes in intake as a result of the price increases. In contrast, households at the bottom of the dietary diversity distribution make the largest adjustments in the quality of their diets, since such households often live at subsistence levels and cannot make large cuts in caloric intake without suffering serious health consequences. These results provide empirical evidence that when faced with staple-food price increases, food-insecure households sacrifice quality (diversity) in order to protect calories. The large differences in behavioral responses of households that lie at the top and bottom of these distributions suggest that policy analyses relying solely on ordinary least squares estimates may be misleading.

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