Patch Tensor-Based Geometric Structure Representation for Hyperspectral Imagery Classification

IF 4.4
Guangyao Shi;Jingwen Yan;Wenhao Xiang;Feng Chen
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Abstract

Hyperspectral remote sensing images (HSIs) have nanometer-level spectral resolution, and the rich spatial and spectral information they contain makes them possible to perform detailed land-cover analysis. In this letter, a patch tensor-based geometric structure representation (PTGSR) method was proposed for HSI classification. At first, based on the high-order structure of tensor samples, a novel representation learning (RL) model based on tensor neighborhood structure is constructed to capture the relationships between different tensor samples. Then, by utilizing the spatial coordinates of central pixels in the tensor samples, the distribution probabilities between different samples are computed to improve the effectiveness of the representation coefficients. Finally, the classification errors of each class across different tensor orders are integrated to enhance the overall classification performance. Experimental results on three HSI datasets demonstrate that the PTGSR algorithm outperforms several classification methods with overall accuracy (OA) improvements of 1.78%–31.43%, 1.55%–8.54%, and 2.14%–15.72% for Indian Pines, Fanglu, and Houston2013, respectively.
基于Patch张量的高光谱图像分类几何结构表示
高光谱遥感图像(hsi)具有纳米级的光谱分辨率,其包含的丰富的空间和光谱信息使其能够进行详细的土地覆盖分析。在这封信中,提出了一种基于patch张量的几何结构表示(PTGSR)方法用于HSI分类。首先,基于张量样本的高阶结构,构建了一种基于张量邻域结构的表征学习(RL)模型来捕捉不同张量样本之间的关系;然后,利用张量样本中中心像素的空间坐标,计算不同样本之间的分布概率,提高表征系数的有效性;最后,对不同张量阶上的分类误差进行综合,提高整体分类性能。在3个HSI数据集上的实验结果表明,PTGSR算法在Indian Pines、Fanglu和Houston2013上的总体准确率(OA)分别提高了1.78% ~ 31.43%、1.55% ~ 8.54%和2.14% ~ 15.72%,优于几种分类方法。
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