Abstract

BackgroundMathematical modelling of infectious disease is increasingly used to help guide public health policy. As directly transmitted infections, such as influenza and tuberculosis, require contact between individuals, knowledge about contact patterns is a necessary pre-requisite of accurate model predictions. Of particular interest is the potential impact of school closure as a means of controlling pandemic influenza (and potentially other pathogens).MethodsThis paper uses a population-based prospective survey of mixing patterns in eight European countries to study the relative change in the basic reproduction number (R0 - the average number of secondary cases from a typical primary case in a fully susceptible population) on weekdays versus weekends and during regular versus holiday periods. The relative change in R0 during holiday periods and weekends gives an indication of the impact collective school closures (and prophylactic absenteeism) may have during a pandemic.ResultsSocial contact patterns differ substantially when comparing weekdays to the weekend and regular to holiday periods mainly due to the reduction in work and/or school contacts. For most countries the basic reproduction number decreases from the week to weekends and regular to holiday periods by about 21% and 17%, respectively. However for other countries no significant decrease was observed.ConclusionWe use a large-scale social contact survey in eight different European countries to gain insights in the relative change in the basic reproduction number on weekdays versus weekends and during regular versus holiday periods. The resulting estimates indicate that school closure can have a substantial impact on the spread of a newly emerging infectious disease that is transmitted via close (non sexual) contacts.

Highlights

  • Mathematical modelling of infectious disease is increasingly used to help guide public health policy

  • Since schools and child care centres are typically closed during these periods, we investigate the relative impact of holiday periods on social contact patterns

  • We first describe the results for the number of contacts per participant and the results for the relative change in basic reproduction number when comparing the different periods

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Summary

Introduction

Mathematical modelling of infectious disease is increasingly used to help guide public health policy. Since the structure of the WAIFW matrix is both very uncertain and influential for quantitative model projections, several authors have tried to obtain direct information on social mixing behaviour using social contact surveys [1,2,3,4,5,6,7] or alternatively time use surveys and social network analysis [8,9] Whereas most of these studies were based on small and unrepresentative samples, Mossong et al [6] published the results of large and representative population based surveys on social contacts recorded on a randomly assigned day in eight European countries. What types of contacts are important for the spread of infectious diseases? Using contact survey data to explore European mixing patterns, submitted)

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