Centre for Mathematics of Precision Healthcare, Department of Mathematics, Imperial College London, London, UK.
Department of Mathematics, Simon Fraser University, Burnaby, BC V5A 1S6, Canada.
Microb Genom. 2020 Nov;6(11). doi: 10.1099/mgen.0.000450.
Outbreaks of tuberculosis (TB) - such as the large isoniazid-resistant outbreak centred on London, UK, which originated in 1995 - provide excellent opportunities to model transmission of this devastating disease. Transmission chains for TB are notoriously difficult to ascertain, but mathematical modelling approaches, combined with whole-genome sequencing data, have strong potential to contribute to transmission analyses. Using such data, we aimed to reconstruct transmission histories for the outbreak using a Bayesian approach, and to use machine-learning techniques with patient-level data to identify the key covariates associated with transmission. By using our transmission reconstruction method that accounts for phylogenetic uncertainty, we are able to identify 21 transmission events with reasonable confidence, 9 of which have zero SNP distance, and a maximum distance of 3. Patient age, alcohol abuse and history of homelessness were found to be the most important predictors of being credible TB transmitters.
结核病(TB)的爆发——例如起源于 1995 年的英国伦敦大规模异烟肼耐药爆发——为模拟这种毁灭性疾病的传播提供了极好的机会。结核病的传播链众所周知很难确定,但数学建模方法结合全基因组测序数据,具有为传播分析做出贡献的强大潜力。使用这些数据,我们旨在使用贝叶斯方法为该爆发重建传播史,并使用患者水平数据的机器学习技术来确定与传播相关的关键协变量。通过使用我们的考虑系统发育不确定性的传播重建方法,我们能够以合理的置信度识别出 21 个传播事件,其中 9 个具有零 SNP 距离,最大距离为 3。发现患者年龄、酗酒和无家可归史是成为可信结核病传播者的最重要预测因素。