Following the spread of the COVID-19 pandemic and pending the establishment of vaccination campaigns, several non pharmaceutical interventions such as partial and full lockdown, quarantine and measures of physical distancing have been imposed in order to reduce the spread of the disease and to lift the pressure on healthcare system. Mathematical models are important tools for estimating the impact of these interventions, for monitoring the current evolution of the epidemic at a national level and for estimating the potential long-term consequences of relaxation of measures. In this paper, we model the evolution of the COVID-19 epidemic in Belgium with a deterministic age-structured extended compartmental model. Our model takes special consideration for nursing homes which are modelled as separate entities from the general population in order to capture the specific delay and dynamics within these entities. The model integrates social contact data and is fitted on hospitalisations data (admission and discharge), on the daily number of COVID-19 deaths (with a distinction between general population and nursing home related deaths) and results from serological studies, with a sensitivity analysis based on a Bayesian approach. We present the situation as in November 2020 with the estimation of some characteristics of the COVID-19 deduced from the model. We also present several mid-term and long-term projections based on scenarios of reinforcement or relaxation of social contacts for different general sectors, with a lot of uncertainties remaining.
翻译:在COVID-19大流行蔓延之后,在开展疫苗接种运动之前,实施了若干非药物干预措施,如部分和完全封闭、检疫和身体隔离措施,以减少该疾病的传播并减轻对保健系统的压力,数学模型是评估这些干预措施的影响、监测该流行病目前在国家一级的演变以及估计放松措施可能造成的长期后果的重要工具,本文以确定性的年龄结构扩大的分包模式为模型,模拟比利时COVID-19大流行的演变。我们的模式特别考虑到作为与一般人口分开的实体的护理院,以捕捉这些实体内的具体延迟和动态。模型综合社会接触数据,并适应住院治疗数据(出院和出院)、COVID-19每日死亡人数(区别一般人口和护理家庭相关死亡)以及血清研究的结果,并以巴伊斯方法为基础进行敏感性分析。我们介绍了截至2020年11月的情况,并估算了某些社会变迁的特征,同时根据若干社会变迁的中期预测,还根据若干社会变迁的模型,或根据若干社会变迁的中期预测,对若干社会变迁作了长期预测。