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Evaluation of equilibria with use of artificial neural networks (ANN). II. ANN and experimental design as a tool in electrochemical data evaluation for fully dynamic (labile) metal complexes

机译:使用人工神经网络(ANN)评估平衡。二。神经网络和实验设计作为全动态(不稳定)金属配合物电化学数据评估的工具

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A use of artificial neural networks (ANN) and various experimental designs (ED) for refinement of experimental data obtained in a polarographic metal-ligand equilibrium study of fully dynamic (labile) metal complexes was thoroughly examined. ANN were tested on evenly and randomly distributed experimental error-free and error-corrupted data. It was found that randomly distributed experimental data did not influence the prediction power of ANN. Numerous tests demonstrated that ANN with appropriate ED can provide accurate pre diction in the stability constants with the absolute errors in the range of +/- 0.05 log unit or smaller. ANNs were found exceptionally robust. Random experimental errors have not influenced estimates in stability constants much even when errors in pH up to the value of +/- 0.1 pH unit were introduced. A special procedure has been worked out that allows to minimize the influence of error-corrupted data even further; no significant difference was observed between results obtained on error-free and error-corrupted data. This procedure makes it also possible to obtain a standard deviation in the calculated stability constants that is usually a difficult task when ANNs are used. The results obtained from ANN were compared with those obtained from a hard model based nonlinear regression techniques. No significant difference in evaluated data from these two, soft and hard model based approaches, was found. The use of ANN described here for polarographic data is of general nature and, in principal, can be adopted to other analytical techniques commonly used in metal-ligand equilibrium studies. [References: 34]
机译:彻底检查了使用人工神经网络(ANN)和各种实验设计(ED)完善在极谱金属-配体平衡研究中对完全动态(不稳定)金属配合物的实验数据的准确性。在均匀且随机分布的实验无错误和错误损坏的数据上测试了人工神经网络。发现随机分布的实验数据不会影响人工神经网络的预测能力。大量测试表明,具有适当ED的ANN可以提供稳定常数的准确预测,且绝对误差在+/- 0.05 log unit或更小的范围内。人工神经网络异常强大。即使引入了高达+/- 0.1 pH单位的pH值误差,随机实验误差也不会极大地影响稳定性常数的估算。已经制定了一种特殊的程序,可以使错误损坏的数据的影响进一步降至最低。在无错误和错误损坏的数据上获得的结果之间没有观察到显着差异。该程序还可以在计算出的稳定性常数中获得标准偏差,这在使用ANN时通常是一项艰巨的任务。将从ANN获得的结果与从基于硬模型的非线性回归技术获得的结果进行比较。在这两种基于软模型和硬模型的方法的评估数据中,未发现显着差异。此处描述的用于极谱数据的ANN具有一般性质,原则上可以应用于金属配体平衡研究中常用的其他分析技术。 [参考:34]

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