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Analysis of singular value decomposition using high dimensionality data

机译:使用高维数据分析奇异值分解

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The aim of this paper is to analyze the sensitivity and accuracy of singular value decomposition (SVD) using high dimensionality data as database. Five standard dataset from the UCI Machine Learning Repository are utilized to evaluate and verify the significant principal components (PCs) using three rules of thumbs namely the Kaiser Gutman, Scree Test and Cumulative Variance. Upon identification of the PCs, these selected PCs are classified using Artificial Neural Network classifier. It was found that SVD as feature extraction improved the performance of classification accuracy and this is proven since recognition rate accuracy is higher with SVD as feature extraction as compared to original data solely. However, the inconsistency of identifying the number of significant PCs requires further research to be explored that might due to the effect of estimating the singular vectors as a whole instead of individually as well as the subspaces that these vectors span.
机译:本文的目的是使用高维数据作为数据库来分析奇异值分解(SVD)的敏感性和准确性。使用三个经验法则,即Kaiser Gutman,Scree检验和累积方差,利用UCI机器学习存储库中的五个标准数据集来评估和验证重要的主要成分(PC)。识别PC后,将使用人工神经网络分类器对这些选定的PC进行分类。已经发现,作为特征提取的SVD改善了分类精度的性能,这被证明是因为与单独使用原始数据相比,使用SVD作为特征提取的识别率准确性更高。但是,识别有效PC数量的不一致需要进行进一步的研究,这可能是由于估计单个矢量整体而不是单个矢量以及这些矢量所跨越的子空间的效果所致。

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