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首页> 外文期刊>Bioorganic and medicinal chemistry >Total and local (atom and atom type) molecular quadratic indices: significance interpretation, comparison to other molecular descriptors, and QSPR/QSAR applications.
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Total and local (atom and atom type) molecular quadratic indices: significance interpretation, comparison to other molecular descriptors, and QSPR/QSAR applications.

机译:总和局部(原子和原子类型)分子二次指数:重要性解释,与其他分子描述符的比较以及QSPR / QSAR应用。

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摘要

This paper describes the significance interpretation, comparison to other molecular descriptors, and QSPR/QSAR applications of a new set of molecular descriptors: atom, atom type, and total molecular quadratic indices. The features of the kth total and local quadratic indices are illustrated by examples of various types of molecular structures, including chain lengthening, branching, heteroatoms content, and multiple bonds. The linear independence of the local (atom type) quadratic indices to others 0D, 1D, 2D, and 3D molecular descriptors is demonstrated by using principal component analysis for 42 heterogeneous molecules. It is concluded that the local quadratic indices are independent indices containing important structural information to be used in QSPR/QSAR and drug design studies. In this sense, molecular quadratic indices were used to the description and prediction of the boiling point of 28 alkyl alcohols and to the modeling of the partition coefficient (logP), specific rate constant (logk), and antibacterial activity of 2-furylethylene derivatives. These models were statistically significant and showed very good stability to data variation in leave-one-out (LOO) cross-validation experiment. The comparison with the other approaches also revealed good behaviors of our method in this QSAR study.
机译:本文介绍了重要性解释,与其他分子描述符的比较以及一组新的分子描述符:原子,原子类型和总分子二次指数的QSPR / QSAR应用。第k个总指数和局部二次指数的特征通过各种类型的分子结构示例进行说明,包括链延长,支链,杂原子含量和多重键。通过对42个异质分子进行主成分分析,证明了局部(原子类型)二次指数对其他0D,1D,2D和3D分子描述符的线性独立性。结论是,局部二次指数是独立的指数,其中包含要用于QSPR / QSAR和药物设计研究的重要结构信息。从这个意义上讲,分子二次指数用于描述和预测28种烷基醇的沸点,并用于建模2-呋喃乙烯衍生物的分配系数(logP),比速率常数(logk)和抗菌活性。这些模型具有统计学意义,并且在留一法(LOO)交叉验证实验中显示出非常好的数据变异稳定性。与其他方法的比较也显示了本方法在QSAR研究中的良好行为。

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