论文标题

比较美国Covid-19死亡率的概率预测的聚合方法

A Comparison of Aggregation Methods for Probabilistic Forecasts of COVID-19 Mortality in the United States

论文作者

Taylor, Kathryn S., Taylor, James W.

论文摘要

COVID-19大流行使预测模型处于卫生政策制定的最前沿。死亡率和住院的预测有助于政府应对计划和资源分配挑战。在本文中,我们考虑了美国最佳决策的国家和州一级在国家和州一级对累积死亡率的预测,需要预测概率分布,而不仅仅是单点预测。间隔预测也很重要,因为它们可以支持决策并提供情境意识。我们考虑了多个预测团队已经提供了概率预测的情况,并且我们汇总了提取人群智慧的预测。只有有关预测团队历史准确性的有限信息,我们考虑不依赖过去准确性记录的聚合(即组合)方法。在这篇经验论文中,我们评估了以前提出的用于间隔预测和概率分布预测的聚合方法的准确性。其中包括使用简单的平均值,中值和修剪方法,这些方法可以实现稳健的估计,并允许总预测减少预测团队趋势的影响不足或过度自信。我们使用COVID-19预测中心已公开可用的数据。虽然简单的平均水平在高死亡率系列中表现良好,但使用中位数和某些修剪方法,我们获得了更高的精度。随着大流行的发展,看看这种情况是否仍然如此,这将很有趣。

The COVID-19 pandemic has placed forecasting models at the forefront of health policy making. Predictions of mortality and hospitalization help governments meet planning and resource allocation challenges. In this paper, we consider the weekly forecasting of the cumulative mortality due to COVID-19 at the national and state level in the U.S. Optimal decision-making requires a forecast of a probability distribution, rather than just a single point forecast. Interval forecasts are also important, as they can support decision making and provide situational awareness. We consider the case where probabilistic forecasts have been provided by multiple forecasting teams, and we aggregate the forecasts to extract the wisdom of the crowd. With only limited information available regarding the historical accuracy of the forecasting teams, we consider aggregation (i.e. combining) methods that do not rely on a record of past accuracy. In this empirical paper, we evaluate the accuracy of aggregation methods that have been previously proposed for interval forecasts and predictions of probability distributions. These include the use of the simple average, the median, and trimming methods, which enable robust estimation and allow the aggregate forecast to reduce the impact of a tendency for the forecasting teams to be under- or overconfident. We use data that has been made publicly available from the COVID-19 Forecast Hub. While the simple average performed well for the high mortality series, we obtained greater accuracy using the median and certain trimming methods for the low and medium mortality series. It will be interesting to see if this remains the case as the pandemic evolves.

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