Shah Nita H, Suthar Ankush H, Jayswal Ekta N
Department of Mathematics, Gujarat University, Ahmedabad-380009, Gujarat, India.
J Saf Sci Resil. 2020 Dec;1(2):128-134. doi: 10.1016/j.jnlssr.2020.11.002. Epub 2020 Nov 26.
At the end of 2019, the novel coronavirus (COVID-19) outbreak was identified in Wuhan city of China. Because of its profoundly infectious nature, it was converted into a pandemic in a very short period. Globally, 6,291,764 COVID-19 confirmed cases, and a total of 374,359 deaths are reported as of 1st June 2020; nevertheless, the circumstances become more and more critical over time. Controlling this global pandemic has necessitated extensive strategies putting into practice. Based on the intensity of the epidemic, the model discriminates area into three different types of zones, and this distinction is crucial to construct various effective strategies for all three types of zones separately. The threshold value of the COVID-19 based on the data from zone-wise distribution of Indian districts from 15th April to 3rd May 2020 is calculated. Furthermore, the model is modified in a multi-group model to analyse the global transmission of COVID-19. Optimal control theory is applied to the model. Five control strategies are included based on the level of intensity of COVID-19 .
2019年底,新型冠状病毒(COVID-19)在中国武汉市爆发。由于其极强的传染性,在很短的时间内就演变成了一场全球大流行。截至2020年6月1日,全球报告了6291764例COVID-19确诊病例,共有374359人死亡;然而,随着时间的推移,情况变得越来越危急。控制这场全球大流行需要实施广泛的策略。根据疫情的严重程度,该模型将地区分为三种不同类型的区域,这种区分对于分别为这三种类型的区域制定各种有效的策略至关重要。根据2020年4月15日至5月3日印度各地区按区域划分的数据计算了COVID-19的阈值。此外,该模型在多组模型中进行了修改,以分析COVID-19的全球传播情况。最优控制理论应用于该模型。根据COVID-19的严重程度水平,纳入了五种控制策略。