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基于分子结构预测甘氨酸/N-甲基-D-天冬氨酸受体拮抗剂的抑制作用。

Prediction of glycine/NMDA receptor antagonist inhibition from molecular structure.

作者信息

Patankar S J, Jurs P C

机构信息

Department of Chemistry, 152 Davey Laboratory, Penn State University, University Park, Pennsylvania 16802, USA.

出版信息

J Chem Inf Comput Sci. 2002 Sep-Oct;42(5):1053-68. doi: 10.1021/ci010114+.

Abstract

The design and blood brain barrier crossing of glycine/NMDA receptor antagonists are of significant interest in pharmaceutical research. The use of these antagonists in stroke or seizure reduction have been considered. Measuring the inhibitory concentrations, however, can be time-consuming and costly. The use of quantitative structure-activity relationships to estimate IC(50) values for these receptor antagonists is an attractive alternative compared to experimental measurement. A data set of 109 compounds with measured log(IC(50)) values ranging from -0.57 to 4.5 is used. Structural information is encoded with numerical descriptors for topological, electronic, geometric, and polar surface properties. A genetic algorithm with a computational neural network fitness evaluator is used to select the best descriptor subsets. Multiple linear regression and computational neural network models are developed. Additionally, a quantitative radial basis function neural network (QRBFNN) was developed with the intent of introducing nonlinearity at a faster speed. A genetic algorithm using the radial basis function network as a fitness evaluator was also developed to search descriptor space for optimum subsets. All models are tested using an external prediction set. The nonlinear computational neural network model has root-mean-square errors of approximately half a log unit.

摘要

甘氨酸/NMDA受体拮抗剂的设计及其血脑屏障穿透性在药物研究中备受关注。人们已考虑将这些拮抗剂用于减轻中风或癫痫发作。然而,测量抑制浓度既耗时又昂贵。与实验测量相比,利用定量构效关系来估算这些受体拮抗剂的IC(50)值是一种颇具吸引力的替代方法。使用了一个包含109种化合物的数据集,其测得的log(IC(50))值范围为-0.57至4.5。结构信息通过拓扑、电子、几何和极性表面性质的数值描述符进行编码。采用带有计算神经网络适应度评估器的遗传算法来选择最佳描述符子集。建立了多元线性回归模型和计算神经网络模型。此外,还开发了定量径向基函数神经网络(QRBFNN),旨在更快地引入非线性。还开发了一种以径向基函数网络作为适应度评估器的遗传算法,用于在描述符空间中搜索最优子集。所有模型均使用外部预测集进行测试。非线性计算神经网络模型的均方根误差约为半个对数单位。

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