利用SIR和先知模型预测印度群体免疫接种活动

Narayana Darapaneni, Shyamal Dhua, Nikita Khare, K. Ayush, K. N., Supriya Ghodke, Abhishek Rajput, Saswat P Beurik, A. Paduri
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引用次数: 1

摘要

本文旨在研究印度的COVID-19疫苗接种运动,预测接种疫苗达到群体免疫所需的最小人数的时间。根据2021年3月25日的政府数据,总共接种了5,55,04,440剂第一剂和85,02,968剂第二剂,这只是印度总人口13亿的一小部分。鉴于病例数不断上升,考虑到目前的情况,必须加快行动并遵循严格的限制,以实现群体免疫。通过SIR模型的模拟,确定了有效繁殖数(Re),然后通过Prophet模型的时间序列分析,得出了接种足够数量的疫苗以实现群体免疫所需的天数。作为第一步,我们将把印度COVID-19的现有数据拟合到SIR模型中,该模型由三个常微分方程(ODE)组成。ode的结果将用于确定与数据集匹配的初始Re。一旦确认数据集中存在的Re值,该值将传递给数据驱动的预测时间序列模型,以获得见解并得出结论,这将有助于当局帮助规划驱动并实施必要的行动,以避免COVID-19病例的进一步增长。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Forecasting Vaccination Drive In India for Herd Immunity using SIR and Prophet Model
This paper aims to study the COVID-19 vaccination drive in India to forecast the time, it will take vaccinate the minimum number of population for achieving herd immunity. As per the government data on 25th March, 2021, a total of 5,55,04,440 doses have been administered as first dose and 85,02,968 as the second dose, which is just a mere fraction of the total population of India which stands at 1.3 billion. As the number of cases are rising, considering the situation, it is important to expedite the drive and follow strict restrictions to achieve herd immunity. A simulation of the SIR model has been created to identify the effective reproduction number (Re), and then through time series analysis using Prophet model, the conclusion has been drawn for the number of days it will take to vaccinate enough population to achieve herd immunity. As an initial step, we will be fitting the data available for COVID-19 for India in the SIR model which is a set of three Ordinary Differential Equations (ODE). The results from the ODEs will be used to determining the initial Re which will be matched with the data set. Once confirming the Re value present in data set, the same will be passed to the data-driven forecasting time series model to get insights and draw conclusions which will help authorities to help in planning the drive and implement necessary actions to avoid further growth of COVID-19 cases.
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