利用长短期记忆预测12个国家的Covid-19病例

P. Ramesh, J. Jothi
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引用次数: 0

摘要

被世界卫生组织(WHO)命名为“新冠病毒”(COVID-19)的新型病毒在全球蔓延,使人类陷入了前所未有的境地。世界各地感染病例和死亡病例的增加令人震惊,并在人类中引起了歇斯底里。考虑到新冠疫情的不利因素,有必要制定一些监测未来病例数的即时计划。在本文中,我们的目标是实现一种预测未来COVID-19病例数的方法。我们通过在世卫组织提供的实时数据集上使用称为长短期记忆(LSTM)的深度学习算法来预测12个国家的COVID-19病例数,从而实现了这一结果。本研究考虑的国家是美利坚合众国、中国、阿拉伯联合酋长国、印度、巴西、法国、德国、西班牙、大韩民国、意大利、新加坡和阿根廷。本文的贡献在于为每个国家提供了自己的模型,可以帮助预测各自未来的COVID-19病例。有了这些预测,每个国家就可以提出解决方案,减少各自国家的感染病例数量。使用相关系数和R2误差等指标对所提出的LSTM模型进行评估。结果表明,该模型与训练数据集之间具有较高的R2得分(≥0.7)和较高的相关系数(≥0.7)。在R2评分(< 0.7)和相关系数(< 0.7)较低的情况下,数据集的训练值和测试值相似,使得预测准确。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Predicting Covid-19 Cases for 12 Countries using Long Short-Term Memory
A novel virus named coronavirus or ‘COVID-19’ by the World Health organization (WHO) has spread around the entire world placing mankind in a situation that no one had predicted. The rise of the number of infected and death cases around the world is alarming and has caused hysteria among mankind. Considering the adversity of the COVID-19, some immediate plan to monitor the number of cases in the future needs to be maneuvered. In this paper, we aim to implement a method to envision the number of COVID-19 cases for the future. We achieve the result by using a deep learning algorithm known as Long Short-Term Memory (LSTM) over the real-time dataset provided by WHO for predicting the number of COVID-19 cases in twelve countries. The countries considered in this study are United States of America, China, United Arab Emirates, India, Brazil, France, Germany, Spain, Republic of Korea, Italy, Singapore, and Argentina. The contribution of this paper is to provide each country with their own model that can help predict their respective future COVID-19 cases. With these predictions, each country can then come up with solutions to reduce the number of infected cases in their respective nation. The proposed LSTM model was evaluated using metrics such as Correlation Coefficient and R2 Error. The results show that the model was giving high R2 score (≥ 0.7) and high correlation coefficient (≥ 0.7) between the test and train datasets. In the cases where R2 score (< 0.7) and correlation coefficient (< 0.7) were low, the train and test values of the datasets were similar making the predictions accurate.
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