Income distribution trends and future food demand

Author:

Cirera Xavier1,Masset Edoardo1

Affiliation:

1. Research Fellows, Institute of Development Studies, University of Sussex, Brighton, UK

Abstract

This paper surveys the theoretical literature on the relationship between income distribution and food demand, and identifies main gaps of current food modelling techniques that affect the accuracy of food demand projections. At the heart of the relationship between income distribution and food demand is Engel's law. Engel's law establishes that as income increases, households' demand for food increases less than proportionally. A consequence of this law is that the particular shape of the distribution of income across individuals and countries affects the rate of growth of food demand. Our review of the literature suggests that existing models of food demand fail to incorporate the required Engel flexibility when (i) aggregating different food budget shares among households; and (ii) changing budget shares as income grows. We perform simple simulations to predict growth in food demand under alternative income distribution scenarios taking into account nonlinearity of food demand. Results suggest that (i) distributional effects are to be expected from changes in between-countries inequality, rather than within-country inequality; and (ii) simulations of an optimistic and a pessimistic scenario of income inequality suggest that world food demand in 2050 would be 2.7 per cent higher and 5.4 per cent lower than distributional-neutral growth, respectively.

Publisher

The Royal Society

Subject

General Agricultural and Biological Sciences,General Biochemistry, Genetics and Molecular Biology

Reference36 articles.

1. Alexandratos N.. 2009 World food and agriculture to 2030/2050: highlights and views from mid-2009. Paper for the Expert Meeting on How to Feed the World in 2050 FAO Rome 24–26 June 2009 .

2. What Do We Know about Global Income Inequality?

3. Why does asset inequality affect unemployment? A study of the demand composition problem

4. Heterogeneity and Aggregation

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