用元胞自动机模拟COVID-19传播:一种新方法

Sourav Chowdhury, Suparna Roychowdhury, Indranath Chaudhuri
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引用次数: 0

摘要

2020年至2022年,全球遭遇新型冠状病毒病大流行,形势极其严峻。由于不同国家为控制这一流行病而采取的各种干预策略(如保持社交距离、封锁)的后果,全球经济受到了严重损害。有多种猜测认为,人类未来将再次面临这种流行病。因此,学习和获得有关这些传染病传播的知识以及导致它的各种因素是非常重要的。在本研究中,我们扩展了之前的工作(Chowdhury等)。, 2022)基于概率元胞自动机(CA)模型,通过修改其先前使用的邻域标准来重现COVID-19在几个国家的传播。这一修改使我们可以在我们的模型中自由地采用封锁和社交距离等不同限制的效果。我们已经对初始感染进行了一些理论分析和模拟,以深入了解我们的模型。我们还研究了8个国家在876天内的COVID-19数据,并将其与我们的模型进行了比较。我们已经制定了一个适当的框架,将我们的模型与COVID-19确诊病例的数据相匹配,并重新检查了与本次大流行死亡病例数据的匹配度。该模型与所有8个国家的COVID-19数据的不同峰值非常吻合,并可能推广到全球预测。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Simulating the spread of COVID-19 with cellular automata: A new approach
Between the years 2020 to 2022, the world was hit by the pandemic of COVID-19 giving rise to an extremely grave situation. The global economy was badly hurt due to the consequences of various intervention strategies (like social distancing, lockdown) which were applied by different countries to control this pandemic. There are multiple speculations that humanity will again face such pandemics in the future. Thus it is very important to learn and gain knowledge about the spread of such infectious diseases and the various factors which are responsible for it. In this study, we have extended our previous work (Chowdhury et.al., 2022) on the probabilistic cellular automata (CA) model to reproduce the spread of COVID-19 in several countries by modifying its earlier used neighbourhood criteria. This modification gives us the liberty to adopt the effect of different restrictions like lockdown and social distancing in our model. We have done some theoretical analysis for initial infection and simulations to gain insights into our model. We have also studied the data from eight countries for COVID-19 in a window of 876 days and compared it with our model. We have developed a proper framework to fit our model on the data for confirmed cases of COVID-19 and have also re-checked the goodness of the fit with the data of the deceased cases for this pandemic. This model fits well with different peaks of COVID-19 data for all the eight countries and can be possibly generalized for a global prediction.
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