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首页> 外文期刊>Talanta: The International Journal of Pure and Applied Analytical Chemistry >Prediction of capillary gas chromatographic retention times of fatty acid methyl esters in human blood using MLR, PLS and back-propagation artificial neural networks
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Prediction of capillary gas chromatographic retention times of fatty acid methyl esters in human blood using MLR, PLS and back-propagation artificial neural networks

机译:使用MLR,PLS和反向传播人工神经网络预测人血中脂肪酸甲酯的毛细管气相色谱保留时间

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摘要

Quantitative structure-retention relationship (QSRR) models correlating the retention times of fatty acid methyl esters in high resolution capillary gas chromatography and their structures were developed based on non-linear and linear modeling methods. Genetic algorithm (GA) was used for the selection of the variables that resulted in the best-fitted models. Gravitational index (G2), number of cis double bond (NcDB) and number of trans double bond (NtDB) were selected among a large number of descriptors. The selected descriptors were considered as inputs for artificial neural networks (ANNs) with three different weights update functions including Levenberg-Marquardt backpropagation network (LM-ANN), BFGS (Broyden, Fletcher, Goldfarb, and Shanno) quasi-Newton backpropagation (BFG-ANN) and conjugate gradient backpropagation with Polak-Ribiére updates (CGP-ANN). Computational result indicates that the LM-ANN method has better predictive power than the other methods. The model was also tested successfully for external validation criteria. Standard error for the training set using LM-ANN was SE = 0.932 with correlation coefficient R = 0.996. For the prediction and validation sets, standard error was SE = 0.645 and SE = 0.445 and correlation coefficient was R = 0.999 and R = 0.999, respectively. The accuracy of 3-2-1 LM-ANN model was illustrated using leave multiple out-cross validations (LMO-CVs) and Y-randomization.
机译:与脂肪酸甲酯在高分辨率毛细管气相色谱中的保留时间相关的定量结构-保留关系(QSRR)模型,并基于非线性和线性建模方法建立了它们的结构。遗传算法(GA)用于选择产生最佳拟合模型的变量。在大量的描述子中选择了引力指数(G2),顺式双键数(NcDB)和反式双键数(NtDB)。所选描述符被视为具有三个不同权重更新功能的人工神经网络(ANN)的输入,其中包括Levenberg-Marquardt反向传播网络(LM-ANN),BFGS(Broyden,Fletcher,Goldfarb和Shanno)准牛顿反向传播(BFG- ANN)和共轭梯度反向传播与Polak-Ribiére更新(CGP-ANN)。计算结果表明,LM-ANN方法具有比其他方法更好的预测能力。该模型还成功测试了外部验证标准。使用LM-ANN的训练集的标准误差为SE = 0.932,相关系数R = 0.996。对于预测和验证集,标准误差分别为SE = 0.645和SE = 0.445,相关系数分别为R = 0.999和R = 0.999。使用留多个交叉验证(LMO-CV)和Y随机化说明了3-2-1 LM-ANN模型的准确性。

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