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Integration of 3-dimensional discrete wavelet transform and Markov random field for hyperspectral image classification

机译:三维离散小波变换与马尔可夫随机场的集成用于高光谱图像分类

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摘要

Hyperspectral image (HSI) classification is one of the fundamental tasks in HSI analysis. Recently, many approaches have been extensively studied to improve the classification performance, among which integrating the spatial information underlying HSIs is a simple yet effective way. However, most of the current approaches haven't fully exploited the spatial information prior. They usually consider this prior either in the step of extracting spatial feature before classification or in the step of post-processing label map after classification, while don't integratively employ the prior in both steps, which thus leaves a room for further enhancing their performance. In this paper, we propose a novel spectral-spatial HSI classification method, which fully utilizes the spatial information in both steps. Firstly, the spatial feature is extracted by applying the 3-dimensional discrete wavelet transform (3D-DWT). Secondly, the local spatial correlation of neighboring pixels is modeled using Markov random field (MRF) based on the probabilistic classification map obtained by applying probabilistic support vector machine (SVM) to the extracted 3D-DWT feature in the first step, and then a maximum a posterior (MAP) classification problem can be formulated in a Bayesian perspective. Finally, a Expansion min-cut-based optimization algorithm is adopted to solve this MAP problem efficiently. Experimental results on two benchmark HSIs show that the proposed method achieves a significant performance gain beyond state-of-the-art methods.
机译:高光谱图像(HSI)分类是HSI分析的基本任务之一。近年来,为提高分类性能,人们进行了广泛的研究,其中整合HSI的空间信息是一种简单而有效的方法。但是,当前大多数方法尚未充分利用空间信息。他们通常在分类前提取空间特征的步骤中或分类后对标签地图进行后处理的步骤中考虑此先验,而在两个步骤中都没有综合使用先验,因此留出了进一步提高其性能的空间。在本文中,我们提出了一种新颖的光谱空间HSI分类方法,该方法在两个步骤中都充分利用了空间信息。首先,通过应用3维离散小波变换(3D-DWT)提取空间特征。其次,基于概率分类图,使用马尔可夫随机场(MRF)对相邻像素的局部空间相关性进行建模,该概率分类图是通过将概率支持向量机(SVM)应用于第一步提取的3D-DWT特征获得的概率分类图,然后进行最大值后(MAP)分类问题可以用贝叶斯的观点来表述。最后,采用基于扩展最小割的优化算法来有效解决该MAP问题。在两个基准HSI上的实验结果表明,与现有方法相比,该方法具有显着的性能提升。

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