基于实验与数理统计分析的澳门新疫情下核酸检测方法优化

Kam Kuan Ao, Cheng Hon Lin, Dong Li
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引用次数: 0

摘要

全球每天都在进行大量新冠病毒核酸检测。如果单独执行测试,则测试工作量和测试成本将很高。在本文中,我们提出了一个模拟模型,在四种典型情况下检验分组检测方法的效率,并找到不同预测感染率的最佳分组数。模型估计采用极大似然估计(MLE),模拟采用反演方法生成伪随机变量。仿真结果表明:(1)在高感染率(p>0.1)的情况下,假阳性和假阴性可能性与分组数的关系较差。(2)但由于感染率较低(p<0.1),假阳性和假阴性的可能性将成为减少分组数量的重要因素。特别是当p接近0.01时,分组数受到显著影响。(3)在感染率为10%的情况下,在无假阳性或假阴性情况下,建议5人一组进行一次检测。(4)当p<0.3时,分组测试方法有提高整体测试效率的潜力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Optimization of Nucleic Acid Detection Method under the New Epidemic Situation in Macao based on Experimental and Mathematical Statistics Analysis
A large number of COVID-19 nucleic acid tests are performed every day in the world. If the testing is performed individually, the testing workload and testing cost would be high. In this paper, we proposed a simulated model to check the efficiency of group testing methods given four typical situations and find the best grouping number for different predicted infection rates. Maximum likelihood Estimation (MLE) is applied for model estimation and Inversion Method is used to generate pseudo random variables for simulation. The simulation results point to the conclusions: (1) Given a high infection rate (p>0.1), both the false-positive and the false-negative possibilities have a poor relation with the grouping number. (2) However, given a low infection rate (p<0.1), the false-positive and false-negative possibilities will become important factors to reduce the grouping number. Especially, if p is close to 0.01, the grouping number is significantly affected. (3) With a 10% infection rate, it is recommended to group 5 participants in one test given no false-positive or false-negative situations. (4) If p<0.3, the group testing approach has the potential to improve overall testing efficiency.
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