Ko Youngsuk, Jung Eunok
Institute of Mathematical Sciences, Konkuk University, Seoul, Republic of Korea.
Department of Mathematics, Konkuk University, Seoul, Republic of Korea.
PLoS One. 2025 Jan 24;20(1):e0317083. doi: 10.1371/journal.pone.0317083. eCollection 2025.
Mathematical and statistical methods are invaluable in epidemiological investigations, enhancing our understanding of disease transmission dynamics and informing effective control measures. In this study, we presented a method to estimate transmissibility using patient-level data, with application to the 2015 MERS outbreak at Pyeongtaek St. Mary's Hospital, the Republic of Korea. We developed a stochastic model based on individual case data to derive a likelihood function for disease transmission. Through scenario-based analysis, we explored transmission dynamics, including the role of superspreaders, and investigated how mask-wearing impacted infection control within the hospital. Our findings indicated that the superspreader during the MERS outbreak had approximately 25 times higher transmissibility compared to other patients. Under scenarios of prolonged hospital transmission periods, the number of cases could potentially increase threefold. The impact of mask-wearing in the hospital was significant, with reductions in the epidemic scale ranging from 17% to 77%, depending on the type of mask and intervention intensity. This study quantifies key risk factors in hospital-based transmission, demonstrating the effectiveness of intervention measures. The methodology developed here can be readily adapted to other infectious diseases, providing valuable insights for future outbreak preparedness and response strategies.
数学和统计方法在流行病学调查中具有不可估量的价值,能加深我们对疾病传播动态的理解,并为有效的控制措施提供依据。在本研究中,我们提出了一种利用患者层面数据估计传播力的方法,并将其应用于韩国平泽圣母医院2015年中东呼吸综合征疫情。我们基于个体病例数据开发了一个随机模型,以推导疾病传播的似然函数。通过基于情景的分析,我们探讨了传播动态,包括超级传播者的作用,并研究了佩戴口罩对医院内感染控制的影响。我们的研究结果表明,中东呼吸综合征疫情期间的超级传播者的传播力比其他患者高出约25倍。在医院传播期延长的情景下,病例数可能会增加两倍。佩戴口罩在医院的影响显著,根据口罩类型和干预强度,疫情规模可减少17%至77%。本研究量化了医院内传播的关键风险因素,证明了干预措施的有效性。这里开发的方法可以很容易地应用于其他传染病,为未来的疫情防范和应对策略提供有价值的见解。