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Predicting the Outbreak Risks and Inflection Points of COVID‐19 Pandemic with Classic Ecological Theories

机译:预测Covid-19大流行与经典生态学理论的爆发风险和拐点

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摘要

Predicting the outbreak risks and/or the inflection (turning or tipping) points of COVID‐19 can be rather challenging. Here, it is addressed by modeling and simulation approaches guided by classic ecological theories and by treating the COVID‐19 pandemic as a metapopulation dynamics problem. Three classic ecological theories are harnessed, including TPL (Taylor’s power‐law) and Ma’s population aggregation critical density (PACD) for spatiotemporal aggregation/stability scaling, approximating virus metapopulation dynamics with Hubbell’s neutral theory, and Ma’s diversity‐time relationship adapted for the infection−time relationship. Fisher‐Information for detecting critical transitions and tipping points are also attempted. It is discovered that: (i) TPL aggregation/stability scaling parameter (b > 2), being significantly higher than the b‐values of most macrobial and microbial species including SARS, may interpret the chaotic pandemic of COVID‐19. (ii) The infection aggregation critical threshold (M0) adapted from PACD varies with time (outbreak‐stage), space (region) and public‐health interventions. Exceeding M0, local contagions may become aggregated and connected regionally, leading to epidemic/pandemic. (iii) The ratio of fundamental dispersal to contagion numbers can gauge the relative importance between local contagions vs. regional migrations in spreading infections. (iv) The inflection (turning) points, pair of maximal infection number and corresponding time, are successfully predicted in more than 80% of Chinese provinces and 68 countries worldwide, with a precision >80% generally.
机译:预测爆发的风险和/或Covid-19的拐点(转向或倾翻)点可能相当具有挑战性。在这里,通过经典生态学理论指导的建模和模拟方法以及将Covid-19大流行作为一种数量动态问题来解决。利用三种经典的生态学理论,包括TPL(泰勒的幂律)和MA的人口聚集临界密度(PACD),用于时尚聚集/稳定性缩放,近似病毒的中性理论,以及MA适应感染的多样性时间关系 - 时间关系。还尝试了检测关键转换和提示点的渔业信息。可以发现:(i)TPL聚集/稳定性缩放参数(B> 2)显着高于大多数大类和微生物物种的B值,包括SARS,可以解释Covid-19的混沌大流行。 (ii)感染聚集临界阈值(m0)从PACD调整随时间(爆发阶段),空间(区域)和公共卫生干预而变化。超过M.0,局部传染可能会汇总并区域地连接,导致流行病/大流行。 (iii)基本散勤与传染数的比率可以衡量局部传染与区域迁移在传播感染之间的相对重要性。 (iv)拐点(转弯)点,一对最大感染数量和相应的时间,成功地预测了全球50%以上的中国省和68个国家,普遍普遍普遍> 80%。

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