Fujii Yosuke, Narita Takeo, Tice Raymond Richard, Takeda Shunich, Yamada Ryo
Center for Genomic Medicine, Kyoto University Graduate School of Medicine, Japan.
Department of Radiation Genetics, Kyoto University Graduate School of Medicine, Japan.
Dose Response. 2015 May 4;13(1). doi: 10.2203/dose-response.13-045.Fujii. eCollection 2015 Jan-Mar.
Quantitative high-throughput screenings (qHTSs) for genotoxicity are conducted as part of comprehensive toxicology screening projects. The most widely used method is to compare the dose-response data of a wild-type and DNA repair gene knockout mutants, using model-fitting to the Hill equation (HE). However, this method performs poorly when the observed viability does not fit the equation well, as frequently happens in qHTS. More capable methods must be developed for qHTS where large data variations are unavoidable. In this study, we applied an isotonic regression (IR) method and compared its performance with HE under multiple data conditions. When dose-response data were suitable to draw HE curves with upper and lower asymptotes and experimental random errors were small, HE was better than IR, but when random errors were big, there was no difference between HE and IR. However, when the drawn curves did not have two asymptotes, IR showed better performance (p < 0.05, exact paired Wilcoxon test) with higher specificity (65% in HE vs. 96% in IR). In summary, IR performed similarly to HE when dose-response data were optimal, whereas IR clearly performed better in suboptimal conditions. These findings indicate that IR would be useful in qHTS for comparing dose-response data.
作为综合毒理学筛选项目的一部分,开展了基因毒性的定量高通量筛选(qHTS)。最常用的方法是使用对希尔方程(HE)的模型拟合,比较野生型和DNA修复基因敲除突变体的剂量反应数据。然而,当观察到的存活率与该方程拟合不佳时,这种方法表现较差,而这在qHTS中经常发生。对于不可避免地存在大数据变化的qHTS,必须开发更有效的方法。在本研究中,我们应用了一种等渗回归(IR)方法,并在多种数据条件下将其性能与HE进行了比较。当剂量反应数据适合绘制具有上下渐近线的HE曲线且实验随机误差较小时,HE优于IR,但当随机误差较大时,HE和IR之间没有差异。然而,当绘制的曲线没有两个渐近线时,IR表现出更好的性能(p < 0.05,精确配对威尔科克森检验),特异性更高(HE为65%,而IR为96%)。总之,当剂量反应数据最佳时,IR的表现与HE相似,而在次优条件下,IR的表现明显更好。这些发现表明,IR在qHTS中用于比较剂量反应数据将是有用的。