利用机器学习分析和预测印度Covid-19的传播

Anuradha Yenkikar, C. Babu
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引用次数: 0

摘要

自爆发以来,冠状病毒(covid-19)在世界各地造成了严重破坏。没有一个国家不受其影响,印度也不例外。找到治疗这种疾病的方法并阻止其传播是人类面临的最困难的问题之一。世界卫生组织(世卫组织)的数据显示,在高峰时期,一些国家的死亡率和covid-19患者人数都呈指数级增长。在这项研究中,我们使用机器学习方法来预测一段时间内covid-19确诊、康复和死亡病例的数量,并评估印度的冠状病毒爆发。多项式回归(PR),支持向量回归(SVR)和自回归集成移动平均(ARIMA)模型是使用的三种技术。结果表明,在预测结果方面,ARIMA模型提供最小的均方根误差(RMSE),紧随其后的是多项式回归。SVR表现不佳,因为预测值要么太低,要么太高。总的来说,拟议的系统可以极大地帮助了解其他国家的传播模式,并协助政府机构采取行动,以减轻其未来的影响。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Spread Analysis and Prediction of Covid-19 in India using Machine Learning
Since its breakout, the coronavirus (covid-19) has wreaked devastation all over the world. There hasn’t been a nation that hasn’t been affected by it, and India is no exception. Finding a treatment for this sickness and stopping its spread is one of the hardest problems humanities has ever faced. World Health organization (WHO) figures show that the mortality rate and the number of people with covid-19 are both increased exponentially in some countries during the peak waves. In this study, we use machine learning approaches to forecast the number of covid-19 confirmations, recoveries, and mortality cases over a period of time and assess the coronavirus outbreak in India. The polynomial regression (PR), support vector regression (SVR), and an autoregressive integrated moving average (ARIMA) model are three techniques that are used. The findings demonstrate that, in terms of prediction outcomes, the ARIMA model provides the least Root Mean Squared Error (RMSE), closely followed by polynomial regression. SVR doesn’t perform well since predictions are either too low or too high. Overall, the proposed system can significantly aid in comprehending the pattern of spread in other nations and assist governmental bodies in taking action to lessen its effects in future.
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