A novel epidemic model to analyze and control the chaotic behavior of COVID-19 outbreak.

Q4 Mathematics
Renu Chugh, Amit Kumar, S. Kumari
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引用次数: 2

Abstract

The coronavirus disease 2019 (COVID-19) has been spread all over the world. There are more than 43.14 million COVID-19 confirmed cases and over 1.15 million deaths reported worldwide till October 26, 2020. As the proper treatment/vaccine is not available, most of the countries are relying on various preventive measures to check the spread of epidemic. The aim of this article is to analyze the impact of corona preventive measures on the spread of COVID-19 by employing a novel epidemic model. Moreover, time series and bifurcation analysis techniques have been used to estimate this impact. To prove the validity of our model, we apply our model on highly affected countries such as China, Italy, USA, UK and India. Our findings might be very useful tool for decision holders and policy makers to take the right decisions in a timely way to control the outbreak of COVID-19, knowing the uncertainties about the coronovirus disease. We show a good agreement between the reported data and the estimations given by our model.
一种分析和控制COVID-19暴发混沌行为的新型流行病模型。
2019冠状病毒病(COVID-19)已在全球蔓延。截至2020年10月26日,全球报告的新冠肺炎确诊病例超过4314万例,死亡病例超过115万例。由于没有适当的治疗/疫苗,大多数国家依靠各种预防措施来遏制流行病的蔓延。本文的目的是通过一个新的流行病模型来分析冠状病毒预防措施对COVID-19传播的影响。此外,时间序列和分岔分析技术已被用于估计这种影响。为了证明我们模型的有效性,我们将我们的模型应用于受影响严重的国家,如中国、意大利、美国、英国和印度。我们的研究结果可能是决策者和决策者在了解冠状病毒病的不确定性的情况下及时做出正确决策以控制COVID-19疫情的非常有用的工具。我们发现报告的数据和我们的模型给出的估计之间有很好的一致性。
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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CiteScore
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