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Empirical Prediction Intervals for County Population Forecasts

机译:县人口预测的经验预测间隔

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Population forecasts entail a significant amount of uncertainty, especially for long-range horizons and for places with small or rapidly changing populations. This uncertainty can be dealt with by presenting a range of projections or by developing statistical prediction intervals. The latter can be based on models that incorporate the stochastic nature of the forecasting process, on empirical analyses of past forecast errors, or on a combination of the two. In this article, we develop and test prediction intervals based on empirical analyses of past forecast errors for counties in the United States. Using decennial census data from 1900 to 2000, we apply trend extrapolation techniques to develop a set of county population forecasts; calculate forecast errors by comparing forecasts to subsequent census counts; and use the distribution of errors to construct empirical prediction intervals. We find that empirically-based prediction intervals provide reasonably accurate predictions of the precision of population forecasts, but provide little guidance regarding their tendency to be too high or too low. We believe the construction of empirically-based prediction intervals will help users of small-area population forecasts measure and evaluate the uncertainty inherent in population forecasts and plan more effectively for the future.
机译:人口预测带来了很大的不确定性,尤其是对于远景以及人口少或变化迅速的地方。这种不确定性可以通过提出一系列预测或通过制定统计预测间隔来解决。后者可以基于结合了预测过程的随机性的模型,对过去的预测误差的经验分析或两者的结合。在本文中,我们基于对美国各县过去的预测误差的经验分析来开发和测试预测间隔。利用1900年至2000年的十年期人口普查数据,我们运用趋势推断技术来开发一套县人口预测。通过将预测与随后的人口普查计数进行比较来计算预测误差;并使用误差分布构造经验预测区间。我们发现,基于经验的预测间隔可以对人口预测的准确性提供合理准确的预测,但是对于它们的趋势可能太高或太低,却提供的指导很少。我们认为,基于经验的预测间隔的构建将帮助小区域人口预测的用户测量和评估人口预测中固有的不确定性,并为未来进行更有效的计划。

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