Universidad de Costa Rica, Centro de Investigación en Matemática Pura y Aplicada - Escuela de Matemática, San José, Costa Rica.
Universidad de Costa Rica, Centro de Investigación en Matemática Pura y Aplicada - Escuela de Matemática, San José, Costa Rica.
Epidemics. 2022 Jun;39:100577. doi: 10.1016/j.epidem.2022.100577. Epub 2022 May 18.
Successful partnerships between researchers, experts, and public health authorities have been critical to navigate the challenges of the Covid-19 pandemic worldwide. In this collaboration, mathematical models have played a decisive role in informing public policy, with findings effectively translated into public health measures that have shaped the pandemic in Costa Rica. As a result of interdisciplinary and cross-institutional collaboration, we constructed a multilayer network model that incorporates a diverse contact structure for each individual. In July 2020, we used this model to test the effect of lifting restrictions on population mobility after a so-called "epidemiological fence" imposed to contain the country's first big wave of cases. Later, in August 2020, we used it to predict the effects of an open and close strategy (the Hammer and Dance). Scenarios constructed in July 2020 showed that lifting restrictions on population mobility after less than three weeks of epidemiological fence would produce a sharp increase in cases. Results from scenarios in August 2020 indicated that the Hammer and Dance strategy would only work with 50% of the population adhering to mobility restrictions. The development, evolution, and applications of a multilayer network model of Covid-19 in Costa Rica has guided decision-makers to anticipate implementing sanitary measures and contributed to gain valuable time to increase hospital capacity.
在全球范围内应对新冠疫情的挑战过程中,研究人员、专家和公共卫生当局之间的成功合作至关重要。在这种合作中,数学模型在为公共政策提供信息方面发挥了决定性作用,其研究结果有效地转化为公共卫生措施,从而影响了哥斯达黎加的疫情。通过跨学科和机构间的合作,我们构建了一个多层网络模型,为每个个体纳入了多样化的接触结构。在 2020 年 7 月,我们使用该模型来检验在所谓的“流行病学围栏”实施后解除对人口流动限制的效果,该围栏旨在控制该国第一波大的病例。后来,在 2020 年 8 月,我们用它来预测开放和关闭策略(“锤子和舞蹈”)的效果。2020 年 7 月构建的情景表明,在流行病学围栏不到三周的时间内解除对人口流动的限制将导致病例急剧增加。2020 年 8 月的情景结果表明,“锤子和舞蹈”策略只有在 50%的人口遵守流动限制的情况下才有效。在哥斯达黎加开发、演变和应用新冠多层网络模型,为决策者提供了预期实施卫生措施的指导,并为增加医院容量争取了宝贵的时间。