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Reshaped Sequential Replacement for variable selection in QSPR: comparison with other reference methods

机译:重塑顺序替换用于QSPR中的变量选择:与其他参考方法的比较

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The objective of the present work was to compare the Reshaped Sequential Replacement (RSR) algorithm with other well-known variable selection techniques in the field of Quantitative Structure–Property Relationship (QSPR) modelling. RSR algorithm is based on a simple sequential replacement procedure with the addition of several ‘reshaping’ functions that aimed to (i) ensure a faster convergence upon optimal subsets of variables and (ii) reject models affected by chance correlation, overfitting and other pathologies. In particular, three reference variable selection methods were chosen for the comparison (stepwise forward selection, genetic algorithms and particle swarm optimization), aiming to identify benefits and drawbacks of RSR with respect to these methods. To this end, several QSPR datasets regarding different physical–chemical properties and characterized by different objects/variables ratios were used to build ordinary least squares models; in addition, some well-known (Y-scrambling) and more recent (R-based functions) statistical tools were used to analyse and compare the results. The study highlighted the good capability of RSR to find optimal subsets of variables in QSPR modelling, comparable or better than those found by the other reference variable selection methods. Moreover, RSR resulted to be faster than some of the analysed variable selection techniques, despite its extensive exploration of the variables space
机译:本工作的目的是比较定量结构-属性关系(QSPR)建模领域中的“重塑顺序替换”(RSR)算法与其他知名变量选择技术。 RSR算法基于简单的顺序替换过程,并添加了几个“重塑”功能,旨在(i)确保在变量的最佳子集上更快地收敛,以及(ii)拒绝受机会相关性,过度拟合和其他病理影响的模型。特别是,选择了三种参考变量选择方法进行比较(逐步前向选择,遗传算法和粒子群优化),旨在确定相对于这些方法的RSR的优缺点。为此,使用了几个有关不同物理化学性质并以不同的对象/变量比为特征的QSPR数据集来建立普通的最小二乘模型。此外,还使用了一些著名的(Y加扰)和最新的(基于R的函数)统计工具来分析和比较结果。这项研究强调了RSR在QSPR建模中找到变量的最佳子集的良好能力,与其他参考变量选择方法所发现的相当或更好。此外,尽管RSR对变量空间进行了广泛的探索,但其结果还是比某些分析的变量选择技术要快。

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