Utilizing time series for forecasting the development trend of coronavirus: A validation process

IF 0.5 Q4 ENGINEERING, MULTIDISCIPLINARY Journal of Computational Methods in Sciences and Engineering Pub Date : 2023-12-15 DOI:10.3233/jcm226993
Xusong Zhang, Feng Wang
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Abstract

A time series prediction model was developed to predict the number of confirmed cases from October 2022 to November 2022 based on the number of confirmed cases of New Coronary Pneumonia from January 20, 2021 to September 20, 2022. We will analyze the number of confirmed cases in the Philippines from January 1, 2020 to September 20, 2022 to build a prediction model and make predictions. Among the works of other scholars, it can be shown that time series is an excellent forecasting model, particularly around dates. The study in this work begins with the original data for inference, and each phase of inference is based on objective criteria, such as smooth data analysis utilising ADF detection and ACF graph analysis, and so on. When comparing the performance of algorithms with functions for time series models, hundreds of algorithms are evaluated one by one on the basis of the same data source in order to find the best method. Following the acquisition of the methods, ADF detection and ACF graph analysis are undertaken to validate them, resulting in a closed-loop research. Although the dataset in this study was generated from publicly available data from the Philippines (our data world for coronaviruses), the ARIMA model used to predict data beyond September 20, 2022 exhibited unusually high accuracy. This model was used to compare the performance of several algorithms, each evaluated using the same training data. Finally, the best R2 for the ARIMA model was 92.56% or higher, and iterative optimization of the function produced a predictive model with an R2 of 97.6%. This reveals the potential trajectory of coronaviruses in the Philippines. Finally, the model with the greatest performance is chosen as the prediction model. In actual implementations, several subjective and objective elements, such as the government’s epidemic defence measures, the worldwide pandemic condition, and whether the data source distributes the data in a timely way, might restrict the prediction’s accuracy. Such prediction findings can be used as a foundation for data releases by health agencies.
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利用时间序列预测冠状病毒的发展趋势:验证过程
根据2021年1月20日至2022年9月20日的新发冠心病确诊病例数,建立时间序列预测模型,预测2022年10月至2022年11月的确诊病例数。我们将分析菲律宾 2020 年 1 月 1 日至 2022 年 9 月 20 日的确诊病例数,建立预测模型并进行预测。其他学者的研究表明,时间序列是一种很好的预测模型,尤其是在日期前后。本作品的研究从原始数据开始进行推断,每个阶段的推断都以客观标准为基础,如利用 ADF 检测和 ACF 图分析进行平稳数据分析等。在比较带有时间序列模型函数的算法性能时,要根据相同的数据源对数百种算法逐一进行评估,以找到最佳方法。在获得方法后,还要进行 ADF 检测和 ACF 图分析来验证这些方法,从而形成闭环研究。虽然本研究中的数据集是由菲律宾(我们的冠状病毒数据世界)的公开数据生成的,但用于预测 2022 年 9 月 20 日之后数据的 ARIMA 模型却表现出异常高的准确性。该模型用于比较几种算法的性能,每种算法都使用相同的训练数据进行评估。最后,ARIMA 模型的最佳 R2 为 92.56% 或更高,对函数的迭代优化产生了一个 R2 为 97.6% 的预测模型。这揭示了冠状病毒在菲律宾的潜在发展轨迹。最后,选择性能最好的模型作为预测模型。在实际应用中,一些主观和客观因素,如政府的疫情防御措施、世界范围内的疫情状况、数据源是否及时发布数据等,都可能制约预测的准确性。这些预测结果可作为卫生机构发布数据的基础。
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来源期刊
CiteScore
0.80
自引率
0.00%
发文量
152
期刊介绍: The major goal of the Journal of Computational Methods in Sciences and Engineering (JCMSE) is the publication of new research results on computational methods in sciences and engineering. Common experience had taught us that computational methods originally developed in a given basic science, e.g. physics, can be of paramount importance to other neighboring sciences, e.g. chemistry, as well as to engineering or technology and, in turn, to society as a whole. This undoubtedly beneficial practice of interdisciplinary interactions will be continuously and systematically encouraged by the JCMSE.
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