Simioni, Michel, Thomas-Agnan, Christine and Trinh, Thi Huong (2018) Assessing the nonlinearity of the calorie-income relationship:an estimation strategy - With new insights on nutritional transition in Vietnam. World Development, vol. 110. pp. 192-204.

Preview

Text Download (1MB) | Preview

Abstract

Assessing the nonlinearity of the calorie-income relationship is a crucial issue when evaluating policies aimed at fighting against malnutrition. A natural choice would be to adopt a fully nonparametric speci- fication of the relationship in order to let the data reveal its nonlinearity. But, we would be faced with the problem of the curse of dimensionality due to the presence of many control variables in addition to income. Here, we first propose to estimate generalized additive models where only income is supposed to enter nonlinearly in the specification. Second, we use a recent cross-validation procedure in order to choose among various competing specifications including the parametric double-log specification widely used in the literature in addition to GAM specifications. This methodology is implemented for each of the six waves of the Vietnam Household Living Standard Survey from 2004 to 2014. The calorie-income relationship is nonlinear whatever the wave. A strong response of calorie intake to an increase in income for poorest households is highlighted, showing that there is still room for income-based policies to fight against malnutrition. A byproduct of this methodology is the decomposition of the evolution of average calorie intake between the two waves in the part due to population change and that coming from the change in calorie-income relationship, shedding new light on the nutritional transition in Vietnam.

Available Versions of this Item

• A Fresh Look at the Nutrition Transition in Vietnam using Semiparametric Modeling. (deposited 17 Apr 2018 07:35)
  • Assessing the nonlinearity of the calorie-income relationship:an estimation strategy - With new insights on nutritional transition in Vietnam. (deposited 24 May 2018 09:57) [Currently Displayed]