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定制用于预测新冠病毒传播的时间序列模型:187个国家的案例研究。

Tailoring time series models for forecasting coronavirus spread: Case studies of 187 countries.

作者信息

Ismail Leila, Materwala Huned, Znati Taieb, Turaev Sherzod, Khan Moien A B

机构信息

Distributed Computing and Systems Research Laboratory, Department of Computer Science and Software Engineering, College of Information Technology, United Arab Emirates University, Al Ain, Abu Dhabi, United Arab Emirates.

College of Information Technology, United Arab Emirates University, Al Ain, Abu Dhabi, United Arab Emirates.

出版信息

Comput Struct Biotechnol J. 2020;18:2972-3206. doi: 10.1016/j.csbj.2020.09.015. Epub 2020 Sep 24.

Abstract

When will the coronavirus end? Are the current precautionary measures effective? To answer these questions it is important to forecast regularly and accurately the spread of COVID-19 infections. Different time series forecasting models have been applied in the literature to tackle the pandemic situation. The current research efforts developed few of these models and validates its accuracy for selected countries. It becomes difficult to draw an objective comparison between the performance of these models at a global scale. This is because, the time series trend for the infection differs between the countries depending on the strategies adopted by the healthcare organizations to decrease the spread. Consequently, it is important to develop a tailored model for a country that allows healthcare organizations to better judge the effect of the undertaken precautionary measures, and provision more efficiently the needed resources to face this disease. This paper addresses this void. We develop and compare the performance of the time series models in the literature in terms of root mean squared error and mean absolute percentage error.

摘要

新冠病毒何时会结束?当前的预防措施是否有效?要回答这些问题,定期且准确地预测新冠病毒感染的传播情况至关重要。文献中已应用了不同的时间序列预测模型来应对疫情形势。当前的研究工作开发了其中一些模型,并验证了其在选定国家的准确性。在全球范围内对这些模型的性能进行客观比较变得困难。这是因为,各国的感染时间序列趋势因医疗组织为减少传播所采取的策略而异。因此,为一个国家开发一个量身定制的模型很重要,这能使医疗组织更好地判断所采取预防措施的效果,并更有效地提供应对这种疾病所需的资源。本文填补了这一空白。我们根据均方根误差和平均绝对百分比误差来开发并比较文献中时间序列模型的性能。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/578c/7644862/05c225e5bb5a/gr1.jpg

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