Chen Ping, Huang Xuelin
1 Division of Biostatistics, The University of Texas School of Public Health , Houston, Texas.
2 Department of Biostatistics, The University of Texas MD Anderson Cancer Center , Houston, Texas.
J Comput Biol. 2015 Nov;22(11):988-96. doi: 10.1089/cmb.2015.0023. Epub 2015 Jul 23.
Polymerase chain reaction (PCR) is a laboratory procedure to amplify and simultaneously quantify targeted DNA molecules, and then detect the product of the reaction at the end of all the amplification cycles. A more modern technique, real-time PCR, also known as quantitative PCR (qPCR), detects the product after each cycle of the progressing reaction by applying a specific fluorescence technique. The quantitative methods currently used to analyze qPCR data result in varying levels of estimation quality. This study compares the accuracy and precision of the estimation achieved by eight different models when applied to the same qPCR dataset. Also, the study evaluates a newly introduced data preprocessing approach, the taking-the-difference approach, and compares it to the currently used approach of subtracting the background fluorescence. The taking-the-difference method subtracts the fluorescence in the former cycle from that in the latter cycle to avoid estimating the background fluorescence. The results obtained from the eight models show that taking-the-difference is a better way to preprocess qPCR data compared to the original approach because of a reduction in the background estimation error. The results also show that weighted models are better than non-weighted models, and that the precision of the estimation achieved by the mixed models is slightly better than that achieved by the linear regression models.
聚合酶链反应(PCR)是一种用于扩增并同时定量靶向DNA分子的实验室技术,然后在所有扩增循环结束时检测反应产物。一种更现代的技术,即实时PCR,也称为定量PCR(qPCR),通过应用特定的荧光技术在反应进行的每个循环后检测产物。目前用于分析qPCR数据的定量方法导致不同水平的估计质量。本研究比较了八种不同模型应用于同一qPCR数据集时所实现估计的准确性和精确性。此外,该研究评估了一种新引入的数据预处理方法,即取差法,并将其与当前使用的减去背景荧光的方法进行比较。取差法是用后一个循环的荧光减去前一个循环的荧光,以避免对背景荧光进行估计。从这八个模型获得的结果表明,与原始方法相比,取差法是一种更好的qPCR数据预处理方法,因为它减少了背景估计误差。结果还表明,加权模型优于非加权模型,并且混合模型实现的估计精度略优于线性回归模型。