Department of Medicinal Chemistry, Tabriz University of Medical Sciences, Tabriz, Iran.
Med Chem. 2013 May;9(3):434-48. doi: 10.2174/1573406411309030014.
Farnesyltranseferase inhibitors (FTIs) are one of the most promising classes of anticancer agents, but though some compounds in this category are in clinical trials there are no marketed drugs in this class yet. Quantitative structure activity relationship (QSAR) models can be used for predicting the activity of FTI candidates in early stages of drug discovery. In this study 192 imidazole-containing FTIs were obtained from the literature, structures of the molecules were optimized using Hyperchem software, and molecular descriptors were calculated using Dragon software. The most suitable descriptors were selected using genetic algorithms-partial least squares (GA-PLS) and stepwise regression, and indicated that the volume, shape and polarity of the FTIs are important for their activities. 2D-QSAR models were prepared using both linear methods, i.e., multiple linear regression (MLR), and non-linear methods, i.e., artificial neural networks (ANN) and support vector machines (SVM). The proposed QSAR models were validated using internal and external validation methods. The results show that the proposed 2D-QSAR models are valid and that they can be applied to predict the activities of imidazole-containing FTIs. The prediction capability of the 2D-QSAR (linear and non-linear) models is comparable to and somewhat better than that of previous 3D-QSAR models and the non-linear models are more accurate than the linear models.
法呢基转移酶抑制剂(FTIs)是最有前途的一类抗癌药物之一,但尽管该类别中的一些化合物正在临床试验中,目前还没有该类别的 marketed drugs(已上市药物)。定量构效关系(QSAR)模型可用于在药物发现的早期阶段预测 FTI 候选物的活性。在这项研究中,从文献中获得了 192 种含咪唑的 FTIs,使用 Hyperchem 软件优化了分子的结构,并使用 Dragon 软件计算了分子描述符。使用遗传算法-偏最小二乘(GA-PLS)和逐步回归选择最合适的描述符,并表明 FTIs 的体积、形状和极性对其活性很重要。使用线性方法(即多元线性回归(MLR))和非线性方法(即人工神经网络(ANN)和支持向量机(SVM))制备了 2D-QSAR 模型。使用内部和外部验证方法验证了所提出的 QSAR 模型。结果表明,所提出的 2D-QSAR 模型是有效的,可以应用于预测含咪唑的 FTIs 的活性。2D-QSAR(线性和非线性)模型的预测能力与之前的 3D-QSAR 模型相当,甚至更好,并且非线性模型比线性模型更准确。