不同预测视界下COVID-19演变模型的准确性

A. Sboev, S. Zavertyaev, I. Moloshnikov, A. Naumov, R. Rybka
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引用次数: 0

摘要

目前,许多地区的COVID-19统计数据已经积累了两年多的时间,这有利于利用神经网络等数据驱动的算法来预测疾病的进一步发展。本文对各种新冠肺炎动态预测模型进行了对比分析。预测是在2020年7月20日至2022年5月5日期间使用来自俄罗斯联邦和美国地区的统计数据进行的。预测目标定义为在预测范围内确诊病例的总和。考虑了基于指数平滑(ES)方法的模型和基于长短期记忆(LSTM)单元的深度学习方法。训练数据集包括完整数据集中所有可用区域的数据。使用MAPE度量进行模型比较,使用均方误差(MSE)度量进行交叉验证来评估LSTM在学习过程中的有效性。与来自各种文献来源的模型进行比较,以及与“明天如今天”的基线模型进行比较(对于该模型,预测范围内的病例总数应该等于当前病例数乘以预测范围长度)。结果表明,在小范围内(28天以内),“明天即今天”模型和ES算法比LSTM具有更好的准确性。反过来,在较长的期限内(28天或更长时间),应该优先考虑更复杂的基于lstm的模型。©根据知识共享署名-非商业性-非衍生品4.0国际许可协议(CC by - nc - nd 4.0),版权归作者所有。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Accuracy of COVID-19 evolution models for different forecast horizons
Currently, the statistics on COVID-19 for many regions are accumulated for the time span of over than two years, which facilitates the use of data-driven algorithms, such as neural networks, for prediction of the disease's further development. This article provides a comparative analysis of various forecasting models of COVID-19 dynamics. The forecasting is performed for the period from 07/20/2020 to 05/05/2022 using statistical data from the regions of the Russian Federation and the USA. The forecast target is defined as the sum of confirmed cases over the forecast horizon. Models based on the Exponential Smoothing (ES) method and deep learning methods based on Long Short-Term Memory (LSTM) units were considered. The training data set included the data from all regions available in the full data set. The MAPE metric was used for model comparison, the evaluation of the effectiveness of LSTM in the learning process was carried out using cross-validation on the mean squared error (MSE) metric. The comparisons were made with the models from various literature sources, as well as with the baseline model "tomorrow as today" (for which the sum of cases over the forecast horizon is supposed to be equal to the current case number multiplied by the forecast horizon length). It was shown that on small horizons (up to 28 days) the "tomorrow as today” model and ES algorithms show better accuracy than LSTM. In turn, on longer horizons (28 days or more), the preference should be given to the more complex LSTM-based model. © Copyright owned by the author(s) under the terms of the Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International License (CC BY-NC-ND 4.0)
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