Folded-PCA Based Hybrid Dimension Reduction for Effective Classification of Hyperspectral Image

Sadia Zaman Mishu, Md. Al Mamun, Md. Ali Hossain
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Abstract

Dimension reduction from higher dimensional hyperspectral image (HSI) data cube has grown into a significant area of research for efficient classification of ground objects. The HSI data cube is a set of numerous highly correlated narrow spectral bands. For effective classification of hyperspectral image, dimension reduction strategies are performed using feature extraction and/or feature selection methods. Standard unsupervised feature extraction method Principal Component Analysis (PCA) has been used frequently for band reduction. But PCA suffers from limitation such as failure of extracting inherent structure of HSI data because of its global variance dependency. Folded-Principal Component Analysis (FPCA), an improvement of PCA, overcomes this problem by considering both the global and local structures of HSI with less computation and memory requirements. In this paper, a hybrid approach is proposed where FPCA is applied to produce new features from the original spectra bands. Then feature selection is performed on the extracted features using normalized Mutual Information (nMI) to select the relevant features. Finally, Kernel-Support Vector Machine (K-SVM) is applied to estimate the classification accuracy of the reduced data cube. The proposed method (FPCA-nMI) is assessed on a real mixed agricultural dataset and achieved the highest classification accuracy of 97.92%, outperforming the baseline approaches.
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基于折叠主成分分析的混合降维高光谱图像有效分类
高维高光谱图像数据立方体的降维已经成为地物高效分类的一个重要研究领域。恒生指数数据立方体是一组众多高度相关的窄光谱带。为了对高光谱图像进行有效分类,采用特征提取和/或特征选择方法来执行降维策略。标准的无监督特征提取方法主成分分析(PCA)被频繁地用于波段缩减。但主成分分析法由于具有全局方差依赖性,无法提取恒指数据的内在结构。折叠主成分分析(FPCA)是PCA的一种改进,它同时考虑了HSI的全局和局部结构,减少了计算量和内存需求。本文提出了一种利用FPCA从原始光谱带中产生新特征的混合方法。然后利用归一化互信息(nMI)对提取的特征进行特征选择,选择相关特征。最后,利用核支持向量机(K-SVM)对约简后的数据立方进行分类精度估计。在一个真实的混合农业数据集上对所提出的方法(FPCA-nMI)进行了评估,获得了97.92%的最高分类准确率,优于基线方法。
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