Age-specific representations of social contact networks using egocentric survey data
Age-specific representations of social contact networks using egocentric survey data
批准号:
2737744
负责人:
金额:
$0.0万
依托单位:
依托单位国家:
英国
项目类别:
Studentship
财政年份:
2022
资助国家:
英国
项目状态:
未结题
起止时间:
2022 至 --
中文摘要
在为疾病暴发的传播建模时,流行病学家经常使用这样的假设,即感兴趣的人群是“混合良好的”。在这一假设下,所有个人以相同的速度相互作用,提供了一种在社会层面预测疾病流行的强大机制。然而,在许多情况下,存在个人群体(超级传播者),他们不成比例地感染比平均水平多得多的人。继发病例分布的这种异质性在不同的病原体和环境中普遍存在,在整个流行病学文献中广泛使用80/20规则(80%的病例可归因于20%的感染者)。控制超级传播者识别的因素还不是很清楚,可能是行为因素,也可能是生物因素,也可能是两者的混合体。将继发病例分布的异质性纳入建模过程的一种广泛使用的方法是在接触网络上诱导疾病传播。该项目将实施基于个人的网络方法,以更好地理解行为异质性。特别是,接触数据将从COMIX研究以及可能的其他COVID前调查中推断出来,例如波利莫德、英国广播公司大流行调查[https://doi.org/10.1016/j.epidem.2018.03.003]和华威接触调查。这些数据集提供了关于英国以自我为中心的联系结构的丰富信息(例如,来自受访者的联系的数量和类型),然而,不存在根据这种类型的数据构建完整的人口水平联系网络的标准化机制。有许多相互竞争的方法可以从这种以自我为中心的数据创建一个有代表性的联系网络,其中许多方法无法提供已知存在于人类社交网络中的集群或分类混合。另一个困难来自真实链接权重的难解性,由于交互作用的持续时间、交互作用的接近程度或其他因素,某些交互作用更有可能传播疾病。该项目将解决持续时间、物理性和就网络链接结构以及最终的流行病动态进行联系的背景的重要性。它将弥合社会中常见报告的网络的幂定律程度分布与针对广泛病原体描述的负二项次要病例分布之间的差距。这可以通过基于每个接触者特征的链接权重并使用流行病模型将其与已知暴发次要病例分布进行拟合来实现。Danon等人。提出了将连接属性转换为链接权重的方法,我们可以在新冠肺炎爆发的情况下进行探索,以及这些封锁导致的新颖的混合结构。该项目将进一步考虑网络集群化的影响(通常被观察为高度相互联系的个人的集团)。在整个过程中,我将使用简单的分析方法和模拟模型的混合来获得更好的理解;两者都将从正在收集的大量观察中获得信息或与之相适应。
英文摘要
When modelling the spread of a disease outbreak epidemiologists often use the assumption that the population of interest is 'well-mixed'. Under this assumption, all individuals interact at the same rate, providing a powerful mechanism to predict disease prevalence at a societal level. However, in many cases there exists groups of individuals ('superspreaders'), who infect disproportionately many more people than the mean. These heterogeneities in the secondary case distribution are pervasive in different pathogens and settings, with widespread use of the 80/20 rule throughout epidemiological literature (80% of cases are attributable to 20% of infected individuals). The factors governing the identification of superspreaders are not well understood, and could be behavioural, biological or a mixture of both. A widely used approach to incorporate heterogeneity of secondary case distribution in the modelling process is to induce disease transmission on a contact network. This project will implement an individual-based network approach, to better understand behavioural heterogeneities. In particular, contact data will be inferred from the CoMix study, and possibly other pre-COVID surveys such as POLYMOD, the BBC pandemic survey [https://doi.org/10.1016/j.epidem.2018.03.003] and the Warwick contact survey. These data sets provide a rich body of information on egocentric contact structures in the UK (e.g. the number and type of contacts from a respondent), however, a standardised mechanism for constructing the complete population level contact network from this type of data does not exist. There are many competing approaches to create a representative contact network from this egocentric data, with many failing to provide the clustering or assortative mixing known to be present in human social networks. One further difficulty arises from the intractability of true link weights, which emerge from some interactions being much more likely to spread disease, due to duration of interaction, the closeness of the interaction or other factors. This project will address the importance of duration, physicality and setting in which a contact is made on the network link structure and ultimately epidemicdynamics. It will bridge the gap between the power law degree distributions of networks commonly reported in society and the negative binomial secondary case distributions described for a wide range of pathogens.This can be achieved by incorporating link weights based on each contacts characteristics and fitting these using an epidemic model to known outbreak secondary case distributions. Danon et al. proposed methods to translate connection properties to link weights, which we can explore in the case of the COVID-19 outbreak and the novel mixing structures these lockdowns caused. The project will further consider the implications of network clustering (often observed as cliques of highly interconnected individuals). Throughout, I will use a mixture of simple analytical approaches and simulation models to gain a greater understanding; both will be informed by or fitted to the wealth of observations that are being collected.
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