Department of Sociology, University of Washington, Seattle, WA, USA.
Center for Statistics and the Social Sciences, University of Washington, Seattle, WA, USA.
Demography. 2023 Jun 1;60(3):915-937. doi: 10.1215/00703370-10772782.
Population projections provide predictions of future population sizes for an area. Historically, most population projections have been produced using deterministic or scenario-based approaches and have not assessed uncertainty about future population change. Starting in 2015, however, the United Nations (UN) has produced probabilistic population projections for all countries using a Bayesian approach. There is also considerable interest in subnational probabilistic population projections, but the UN's national approach cannot be used directly for this purpose, because within-country correlations in fertility and mortality are generally larger than between-country ones, migration is not constrained in the same way, and there is a need to account for college and other special populations, particularly at the county level. We propose a Bayesian method for producing subnational population projections, including migration and accounting for college populations, by building on but modifying the UN approach. We illustrate our approach by applying it to the counties of Washington State and comparing the results with extant deterministic projections produced by Washington State demographers. Out-of-sample experiments show that our method gives accurate and well-calibrated forecasts and forecast intervals. In most cases, our intervals were narrower than the growth-based intervals issued by the state, particularly for shorter time horizons.
人口预测提供了一个地区未来人口规模的预测。历史上,大多数人口预测都是使用确定性或基于情景的方法进行的,并没有评估未来人口变化的不确定性。然而,自 2015 年以来,联合国(UN)一直使用贝叶斯方法为所有国家提供概率人口预测。对于次国家级概率人口预测也有很大的兴趣,但联合国的国家级方法不能直接用于此目的,因为国内生育率和死亡率之间的相关性通常大于国家之间的相关性,移民的方式也不同,并且需要考虑大学生和其他特殊人群,特别是在县一级。我们通过在联合国方法的基础上进行构建,但对其进行修改,提出了一种用于生成次国家级人口预测(包括移民和考虑大学生群体)的贝叶斯方法。我们通过将其应用于华盛顿州的县来说明我们的方法,并将结果与华盛顿州人口统计学家制作的现有确定性预测进行比较。样本外实验表明,我们的方法给出了准确且校准良好的预测和预测区间。在大多数情况下,我们的区间比州发布的基于增长的区间更窄,尤其是在较短的时间范围内。