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Rime samples characterization and comparison using classical and fuzzy principal components analysis

机译:使用经典和模糊主成分分析对霜样进行表征和比较

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The main objective of this paper is to introduce principal component analysis and two robust fuzzy principal component algorithms as useful tools in characterizing and comparing rime samples collected in different locations in Poland (2004-2007). The efficiency of the applied procedures was illustrated on a data set containing 108 rime samples and concentration of anions, cations, HCHO, as well as pH and conductivity. The fuzzy principal component algorithms achieved better results mainly because they are more compressible than classical PCA and very robust to outliers. For example, a three component model, fuzzy principal component analysis-first component (FPCA-1) accounts for 62.37% of the total variance and fuzzy principal component analysis-orthogonal (FPCA-o) 90.11%; PCA accounts only for 58.30%. The first two principal components explain 51.41% of the total variance in the case of FPCA-1 and 79.59% in the case of FPCA-o as compared to only 47.55% for PCA. As a direct consequence, PCA showed only a partial differentiation of rime samples onto the plane or in the space described by different combination of two or three principal components, whereas a much sharper differentiation of the samples, regarding their origin and location, is observed when FPCAs are applied.
机译:本文的主要目的是介绍主成分分析和两种鲁棒的模糊主成分算法,作为表征和比较波兰(2004-2007年)不同地区收集的霜样品的有用工具。在包含108个霜样品和阴离子,阳离子,HCHO浓度以及pH和电导率的数据集上说明了所应用程序的效率。模糊主成分算法取得了更好的结果,主要是因为它们比经典PCA更可压缩,并且对异常值非常健壮。例如,三成分模型,模糊主成分分析-第一成分(FPCA-1)占总方差的62.37%,模糊主成分分析-正交(FPCA-o)占总方差的90.11%; PCA仅占58.30%。前两个主要成分在FPCA-1中解释了总方差的51.41%,在FPCA-o中解释了79.59%,而PCA仅解释了47.55%。直接的结果是,PCA仅通过两个或三个主要成分的不同组合显示了雾样品在平面上或空间中的部分差异,而在其来源和位置方面,观察到的样品差异更为明显。 FPCA已应用。

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