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首页> 外文期刊>Research Journal of Applied Sciences: RJAS >Performance Analysis: An Integration of Principal Component Analysis and Linear Discriminant Analysis for a Very Large Number of Measured Variables
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Performance Analysis: An Integration of Principal Component Analysis and Linear Discriminant Analysis for a Very Large Number of Measured Variables

机译:性能分析:大量测量变量的主成分分析和线性判别分析的集成

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摘要

Principal Components Analysis (PCA) is a variable reduction technique helps to reduce a complex dataset to a lower dimensional subspace. This study is interested to investigate an approach for handling a problem occurred from considering a very large number of measured variables followed by a classification task. For such purpose, PCA has been used to extract and reduce of a very large number of variables that considered in the study. Then, a Linear Discriminant Analysis (LDA) which is commonly used for classification is constructed based on the reduced set of variables. The performance analysis of the constructed PCA+LDA was conducted and compared with the classical LDA Model using different size of sample (n) and different number of independent variables (p). The performance of PCA+LDA and classical LDA Model has been evaluated based on misclassification rate. The results demonstrated that PCA+LDA performed better than the classical LDA Model for small sample case. For large sample size case, PCA+LDA also performed better than the classical LDA especially when the measured independent variables is too large. The overall findings showed that the constructed PCA+LDA can be considered as a good approach for handling a very large number of measured variables and performing classification treatment.
机译:主成分分析(PCA)是一种变量归约技术,有助于将复杂的数据集归约到较低维的子空间。这项研究的目的是研究一种处理问题的方法,该方法应考虑大量测量变量,然后再进行分类任务。为此,PCA已用于提取和减少研究中考虑的大量变量。然后,基于简化的变量集构造通常用于分类的线性判别分析(LDA)。进行了构建的PCA + LDA的性能分析,并使用不同样本数(n)和不同数量自变量(p)与经典LDA模型进行了比较。基于错误分类率,对PCA + LDA和经典LDA模型的性能进行了评估。结果表明,在小样本情况下,PCA + LDA的性能优于经典LDA模型。对于大样本量的情况,PCA + LDA的性能也比传统LDA更好,尤其是当所测自变量太大时。总体结果表明,构建的PCA + LDA可被视为处理大量测量变量和进行分类处理的好方法。

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