Abstract

This article describes the generation of a detailed two-layered synthetic population of households and individuals for French municipalities. Using French census data, four synthetic reconstruction methods associated with two probabilistic integerization methods are applied. The paper offers an in-depth description of each method through a common framework. A comparison of these methods is then carried out on the basis of various criteria. Results showed that the tested algorithms produce realistic synthetic populations with the most efficient synthetic reconstruction methods assessed being the Hierarchical Iterative Proportional Fitting and the relative entropy minimization algorithms. Combined with the Truncation Replication Sampling allocation method for performing integerization, these algorithms generate household-level and individual-level data whose values lie closest to those of the actual population.

Highlights

  • We introduce four di erent algorithms from the Synthetic Reconstruction (SR) family, namely Hierarchical Iterative Proportional Fitting (HIPF), Iterative Proportional Update (IPU), Generalized Raking (GR), and relative entropy minimization, within a common framework so as to harmonize notations

  • This paper has provided a synopsis of the synthetic methods aimed at generating a population of individuals and households

  • A case study involving the synthesis of agents (, households, individuals) from the Nantes Urban Area was considered, beginning with a sample of, households, including, individuals and, marginals

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Summary

Introduction

Agent-Based Models (ABMs) have grown in popularity since the ’s and are applied in a range of sectors: healthcare (Tomintz et al ; Edwards & Clarke ), economic policy evaluation (Avram et al ; Sutherland & Figari ), geography (O’Sullivan ), and transport (Kickhöfer & Kern ; Hörl et al ) These models require comprehensive data on the demographic and socioeconomic characteristics of individuals and households. Iterative Proportional Fitting (IPF), which by far is the most widely used algorithm for generating a synthetic population, does not yield populations linking households and individuals (and controlling at both levels); use of this algorithm, outputs a population yet does not link individual characteristics to household information.

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