Virlogeux Victor, Li Ming, Tsang Tim K, Feng Luzhao, Fang Vicky J, Jiang Hui, Wu Peng, Zheng Jiandong, Lau Eric H Y, Cao Yu, Qin Ying, Liao Qiaohong, Yu Hongjie, Cowling Benjamin J
Am J Epidemiol. 2015 Oct 15;182(8):723-9. doi: 10.1093/aje/kwv115. Epub 2015 Sep 26.
A novel avian influenza virus, influenza A(H7N9), emerged in China in early 2013 and caused severe disease in humans, with infections occurring most frequently after recent exposure to live poultry. The distribution of A(H7N9) incubation periods is of interest to epidemiologists and public health officials, but estimation of the distribution is complicated by interval censoring of exposures. Imputation of the midpoint of intervals was used in some early studies, resulting in estimated mean incubation times of approximately 5 days. In this study, we estimated the incubation period distribution of human influenza A(H7N9) infections using exposure data available for 229 patients with laboratory-confirmed A(H7N9) infection from mainland China. A nonparametric model (Turnbull) and several parametric models accounting for the interval censoring in some exposures were fitted to the data. For the best-fitting parametric model (Weibull), the mean incubation period was 3.4 days (95% confidence interval: 3.0, 3.7) and the variance was 2.9 days; results were very similar for the nonparametric Turnbull estimate. Under the Weibull model, the 95th percentile of the incubation period distribution was 6.5 days (95% confidence interval: 5.9, 7.1). The midpoint approximation for interval-censored exposures led to overestimation of the mean incubation period. Public health observation of potentially exposed persons for 7 days after exposure would be appropriate.
一种新型禽流感病毒,甲型H7N9流感病毒,于2013年初在中国出现,并导致人类严重疾病,感染最常发生在近期接触活禽之后。甲型H7N9流感潜伏期的分布是流行病学家和公共卫生官员所关注的,但由于暴露时间的区间删失,对该分布的估计变得复杂。一些早期研究使用区间中点的插补法,得出估计平均潜伏期约为5天。在本研究中,我们利用中国大陆229例实验室确诊的甲型H7N9流感感染患者的暴露数据,估计了人类甲型H7N9流感感染的潜伏期分布。将一个非参数模型(特恩布尔模型)和几个考虑了某些暴露区间删失的参数模型拟合到数据中。对于拟合效果最佳的参数模型(威布尔模型),平均潜伏期为3.4天(95%置信区间:3.0,3.7),方差为2.9天;非参数特恩布尔估计的结果非常相似。在威布尔模型下,潜伏期分布的第95百分位数为6.5天(95%置信区间:5.9,7.1)。对区间删失暴露采用中点近似法会导致平均潜伏期的高估。对潜在暴露者在暴露后进行7天的公共卫生观察是合适的。