Uncertainty in population projections: the state of the art

Authors

  • Raquel Rangel de Meireles Guimarães Department of Economics at Federal University of Paraná.

Keywords:

Population projections. Uncertainty. Cohort-component model. Frequentist approach. Bayesian approach.

Abstract

In this paper I critically review the state of the art in population projections, focusing on how uncertainty is handled in three approaches: the classical cohort-component, the frequentist probabilistic model and the Bayesian paradigm. Next, I focus on recent developments on mortality, fertility and migration projections under the Bayesian setting, which have been clearly at the frontier of knowledge in demography. By evaluating the merits and limitations of each framework, I conclude that in the near future the Bayesian paradigm will offer the most promising approach to population projections, since it combines expert opinion, information that demographers have readily available from their empirical analyses and sophisticated statistical and  computational methods to deal with uncertainty. Hence, the availability of population forecasts that take uncertainty carefully into account may enhance communication among demographers by allowing for greater flexibility in reflecting demographic beliefs.

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Author Biography

Raquel Rangel de Meireles Guimarães, Department of Economics at Federal University of Paraná.

Associate Professor at the Department of Economics at Federal University of Paraná (UFPR). She has PhD degree in Demography from the Centro de Desenvolvimento e Planejamento Regional – Cedeplar of the Universidade  Federal de Minas Gerais – UFMG, has master degree in International Comparative Education, from the Stanford University, and master degree in Demography from Cedeplar/UFMG.

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Published

2014-12-29

How to Cite

Guimarães, R. R. de M. (2014). Uncertainty in population projections: the state of the art. Brazilian Journal of Population Studies, 31(2), 277–290. Retrieved from https://rebep.org.br/revista/article/view/668

Issue

Section

Original Articles