In this article, we assess data integration methods for estimating composite indicators for small areas, where some single indicators are completely missing. Focusing on a multidimensional poverty index, with certain variables missing from the population Census, we propose two approaches using an auxiliary sample survey. One approach employs a generalized linear mixed model, while the other employs a two-step imputation technique. We evaluate these approaches through simulation studies, and an application based on the Colombia’s 2018 Great Integrated Household Survey as a case study.

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Computing Multidimensional Composite Indicators for Small Areas in Presence of Missing Variables: A Data Integration Approach

  • Angelo Moretti,
  • Alejandra Arias-Salazar,
  • Natalia Rojas-Perilla

摘要

In this article, we assess data integration methods for estimating composite indicators for small areas, where some single indicators are completely missing. Focusing on a multidimensional poverty index, with certain variables missing from the population Census, we propose two approaches using an auxiliary sample survey. One approach employs a generalized linear mixed model, while the other employs a two-step imputation technique. We evaluate these approaches through simulation studies, and an application based on the Colombia’s 2018 Great Integrated Household Survey as a case study.