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Hyperspectral image classification using distance metric based 1-dimensional manifold embedding

机译:使用基于距离度量的一维流形嵌入进行高光谱图像分类

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Hyperspectral remotely sensed image provides very informative information for a wide range of applications that relate to landcover classification. Many studies have shown that the spectral-spatial information is well effective for hyperspectral image (HSI) classification. However, for the spatial based methods, it may sometimes encounter many difficulties in obtaining the spatial prior of different landcovers. Moreover, the spatial prior has to be carefully tuned during each experiment. In this paper, we propose a distance metric learning based 1-dimensional manifold embedding (1DME) for hyperspectral image classification. In our approach, the Mahalanobis matric is first employed to learn an similarity metric of pairwise pixels. The measurement can well indicate proximity of different classes. Then, according to the piecewise affinity, we adopt the developed 1-dimensional manifold embedding to sort the entire data points so that pixels with similar property stay close. Since the entire data points are ordered, several regressors are applied to the ordered sequence, and the averaged results are treated as the prediction. Experiment is conducted on the well acknowledged Indian Pines benchmark data set, and the results validate the efficiency of the proposed method.
机译:高光谱遥感图像为涉及土地覆盖分类的广泛应用提供了非常有用的信息。许多研究表明,光谱空间信息对于高光谱图像(HSI)分类非常有效。但是,对于基于空间的方法,在获得不同土地覆被的空间先验时,有时可能会遇到许多困难。此外,必须在每个实验期间仔细调整空间先验。在本文中,我们提出了一种基于距离度量学习的一维流形嵌入(1DME)用于高光谱图像分类。在我们的方法中,首先采用Mahalanobis矩阵来学习成对像素的相似性度量。该测量可以很好地指示不同类别的接近度。然后,根据分段亲和力,我们采用改进的一维流形嵌入对整个数据点进行排序,以使具有相似属性的像素保持接近。由于整个数据点都是有序的,因此将多个回归变量应用于有序序列,并将平均结果视为预测。在公认的印度松树基准数据集上进行了实验,结果验证了该方法的有效性。

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