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告别:用于追踪和预测疫情的时间序列模型。

A farewell to : time-series models for tracking and forecasting epidemics.

机构信息

Faculty of Economics, University of Cambridge, Cambridge, UK.

Cambridge Judge Business School, University of Cambridge, Cambridge, UK.

出版信息

J R Soc Interface. 2021 Sep;18(182):20210179. doi: 10.1098/rsif.2021.0179. Epub 2021 Sep 29.

Abstract

The time-dependent reproduction number, , is a key metric used by epidemiologists to assess the current state of an outbreak of an infectious disease. This quantity is usually estimated using time-series observations on new infections combined with assumptions about the distribution of the serial interval of transmissions. Bayesian methods are often used with the new cases data smoothed using a simple, but to some extent arbitrary, moving average. This paper describes a new class of time-series models, estimated by classical statistical methods, for tracking and forecasting the growth rate of new cases and deaths. Very few assumptions are needed and those that are made can be tested. Estimates of , together with their standard deviations, are obtained as a by-product.

摘要

时变繁殖数 是传染病流行病学家用来评估传染病爆发现状的一个关键指标。该数量通常使用新感染病例的时间序列观测值结合对传播的序列间隔分布的假设进行估计。贝叶斯方法常用于对新病例数据进行平滑处理,使用简单但在一定程度上任意的移动平均值。本文描述了一种新的时间序列模型类别,通过经典统计方法进行估计,用于跟踪和预测新病例和死亡人数的增长率。需要的假设很少,并且可以对所做的假设进行检验。 及其标准偏差的估计值作为副产品获得。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/3724/8479341/8554b33d3b20/rsif20210179f01.jpg

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