Modelling and Forecasting the COVID-19 Mortality Rates in Malaysia by using ARIMA Model

Siti Rohani binti Mohd Nor, Nurul Syuhada Samsudin, Muhammad Asri bin Manap, Siti Mariam Norrulashikin
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Abstract

Over the last year, the COVID-19 epidemic has afflicted over 150 million individuals and killed over three million people globally. Various forecasting models attempted to estimate the temporal course of the COVID-19 pandemic during this time period in order to determine effectiveness of the government action in facing COVID-19 outbreak. In this study, Autoregressive Integrated Moving Average (ARIMA) models were used in order to forecast the COVID-19 mortality rates data in Malaysia. The accuracy of the ARIMA models is then evaluated by using Mean Absolute Error (MAE) and Root Mean Square Absolute Error (RMSE). The forecasting model with the lowest error is picked as the best. In this study, ARIMA (1,1,3) outperformed the ARIMA (1,1,2) and ARIMA (1,1,4) models since it has the lowest MAE and RMSE values. However, as compared to ARIMA (1,1,4), the study found that ARIMA (1,1,3) model is not adequate in terms of model fitting due to the errors were not normally distributed. Hence, ARIMA (1,1,4) model was chosen to make prediction of COVID-19 mortality rates. Accordingly, the findings through this study can be used as a preliminary study to predict the COVID-19 mortality rates and other future pandemic cases to mitigate risk of increasing cases.
利用 ARIMA 模型对马来西亚 COVID-19 死亡率进行建模和预测
在过去的一年里,COVID-19 疫情已在全球范围内造成超过 1.5 亿人感染,300 多万人死亡。在此期间,各种预测模型试图估算 COVID-19 大流行的时间进程,以确定政府应对 COVID-19 爆发的行动是否有效。本研究采用自回归综合移动平均(ARIMA)模型来预测马来西亚的 COVID-19 死亡率数据。然后使用平均绝对误差(MAE)和均方根绝对误差(RMSE)评估 ARIMA 模型的准确性。误差最小的预测模型被选为最佳模型。在本研究中,ARIMA (1,1,3) 的表现优于 ARIMA (1,1,2) 和 ARIMA (1,1,4),因为它的 MAE 和 RMSE 值最低。然而,研究发现,与 ARIMA (1,1,4) 模型相比,ARIMA (1,1,3) 模型由于误差不呈正态分布,在模型拟合方面不够理想。因此,选择 ARIMA(1,1,4)模型来预测 COVID-19 的死亡率。因此,本研究的结果可用作预测 COVID-19 死亡率和其他未来流行病病例的初步研究,以降低病例增加的风险。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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