印度尼西亚Covid-19病例的数学模型(有和没有封锁执行)

S. Sugiyanto, M. Abrori
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引用次数: 15

摘要

新冠肺炎代表冠状病毒(CO)、病毒(VI)、疾病(D)和2019年(19),即2019年首次出现的新冠肺炎。在有和没有封锁病例的情况下,新冠肺炎在印度尼西亚部署的数学模型使用SIRV模型,如易感、感染、康复和病毒。该模型的结果表明,在封锁状态下,新冠肺炎的传播可以被阻止。如果它没有被封锁,它可以在两个月内增加1276倍。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Mathematical Model of the Covid-19 Cases in Indonesia (Under and Without Lockdown Enforcement)
COVID-19 stands for Corona (CO), Virus (VI), Disease (D) and year 2019 (19), which is COVID-19 first appeared in 2019. Mathematical model of covid deployment in Indonesia under and without lockdown case uses the SIRV model, such as Susceptible, Infected, Recovery, and Virus. The results of this model state that under lockdown the spread of COVID-19 could be stopped. If it were not under lockdown it can multiply 1,276 times higher over two months.
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