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首页> 外文期刊>Chemometrics and Intelligent Laboratory Systems >Parallel factor (PARAFAC) analysis on total synchronous fluorescence spectroscopy (TSFS) data sets in excitation-emission matrix fluorescence (EEMF) layout: Certain practical aspects
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Parallel factor (PARAFAC) analysis on total synchronous fluorescence spectroscopy (TSFS) data sets in excitation-emission matrix fluorescence (EEMF) layout: Certain practical aspects

机译:激发-发射矩阵荧光(EEMF)布局中总同步荧光光谱(TSFS)数据集上的平行因子(PARAFAC)分析:某些实际方面

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In a recently developed procedure for parallel factor (PARAFAC) analysis of total synchronous fluorescence spectroscopy (TSFS), the issue of no-trilinearity of TSFS data set was addressed by representing the TSFS data in excitation-emission matrix fluorescence (EEMF) layout which ensures the trilinearity to data sets "a must" for PARAFAC analysis. This representation leads to generation of significantly large number of variables, which do not contain any experimentally acquired fluorescence information. It is essential that such variables be handled properly before subjecting TSFS data in EEMF layout to PARAFAC analysis. Based on our understanding of mechanism by which PARAFAC analysis on TSFS data in EEMF layout works, we used three possible ways: (i) assigning a value of zero, (ii) assigning missing (NaN) values, and (iii) combination of zero and NaN values to handle such variables. We evaluated each of these three possibilities and compared the outcomes of PARAFAC analysis with respect to two important parameters: (i) proximity between the actual and retrieved TSFS profile of all the three fluorophores and (ii) time taken for the convergence of PARAFAC algorithm. The obtained results of PARAFAC analyses on TSFS data in EEMF layout showed that better analytical results are obtained if we set all the variables with no experimentally acquired information to missing (NaN) values, though the computational time is significantly high. PARAFAC analysis tends to converge prematurely when a value of zero was assigned to all the variables in EEMF layout that do not contain any experimentally acquired information. The present work also showed that by using the combination of zero and missing values it is possible to optimize the computational time and retrieve PARAFAC separated TSFS profile from EEMF layout with reasonable purity. (C) 2015 Elsevier B.V. All rights reserved.
机译:在最近开发的用于全同步荧光光谱(TSFS)的并行因子(PARAFAC)分析的程序中,通过以激发发射矩阵荧光(EEMF)布局表示TSFS数据,解决了TSFS数据集的非三线性问题。对数据集“必须”进行PARAFAC分析的三线性。这种表示导致大量变量的生成,这些变量不包含任何实验获得的荧光信息。在对EEMF布局中的TSFS数据进行PARAFAC分析之前,必须正确处理此类变量。基于对PARAFAC对EEMF布局中TSFS数据进行分析的机制的理解,我们使用了三种可能的方式:(i)分配零值,(ii)分配缺失(NaN)值,以及(iii)零组合和NaN值来处理此类变量。我们评估了这三种可能性中的每一种,并针对两个重要参数比较了PARAFAC分析的结果:(i)所有三种荧光团的实际TSFS谱图和检索到的TSFS谱图之间的接近度,以及(ii)PARAFAC算法收敛所需的时间。 PARAFAC对EEMF布局中TSFS数据进行分析的结果表明,如果将所有没有实验获得的信息的变量都设置为缺失(NaN)值,则尽管计算时间非常长,但可以获得更好的分析结果。当将零值分配给EEMF布局中不包含任何实验获得信息的所有变量时,PARAFAC分析趋于过早收敛。本工作还表明,通过使用零值和缺失值的组合,可以优化计算时间并以合理的纯度从EEMF布局中检索PARAFAC分离的TSFS轮廓。 (C)2015 Elsevier B.V.保留所有权利。

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