Pal Ritam, Sarkar Sourav, Mukhopadhyay Achintya
Department of Mechanical Engineering, Jadavpur University, Kolkata, 700032 India.
Trans Indian Natl Acad Eng. 2022;7(1):185-196. doi: 10.1007/s41403-021-00260-9. Epub 2021 Aug 17.
As we are writing this paper, the number of daily affected COVID patients is around 0.38 million and with active cases over 3 million in India. This large number of active cases is putting the medical facilities under severe strain. Many researchers have proposed many ways of forecasting the COVID-19 patients but they mainly worked on the cumulative cases and moreover, all those methods required considerable skill and computational cost. In this work, a simple spreadsheet-based forecasting model has been developed which will help to predict the number of active cases in the immediate future i.e., the next few days. This information can be useful for emergency management. The difficulty which is generally faced in predicting the active cases is that the dynamics of active cases has a complex dependence on a number of Non-Pharmaceutical Interventions (NPI) and social factors and can undergo sharp changes. Quadratic, cubic and quartic polynomial functions have been applied to capture these peaks and observed that the quadratic function helps in better prediction of the peak. The accuracy of the prediction methods is measured as well as it is tried to observe how the methods predict data for the next 1 day, 3 days and 6 days. A prediction method analogous to weather forecasting method is recommended in this work where the prediction for each day gets updated depending on the most recent data available. This method has also been found to perform well even in the period there were sharp changes in the trend due to imposition of strict NPI measures.
在撰写本文时,印度每日新增新冠患者约38万,活跃病例超过300万。如此大量的活跃病例使医疗设施承受着巨大压力。许多研究人员提出了多种预测新冠患者数量的方法,但他们主要关注累计病例,而且所有这些方法都需要相当高的技能和计算成本。在这项工作中,开发了一种基于简单电子表格的预测模型,该模型将有助于预测近期(即未来几天)的活跃病例数量。这些信息对应急管理可能有用。预测活跃病例通常面临的困难在于,活跃病例的动态变化对多种非药物干预措施(NPI)和社会因素有着复杂的依赖性,并且可能会发生急剧变化。已应用二次、三次和四次多项式函数来捕捉这些峰值,并观察到二次函数有助于更好地预测峰值。对预测方法的准确性进行了衡量,并尝试观察这些方法如何预测未来1天、3天和6天的数据。本文推荐一种类似于天气预报方法的预测方法,即根据最新可用数据对每天的预测进行更新。研究还发现,即使在因实施严格的非药物干预措施而导致趋势急剧变化的时期,该方法也表现良好。