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Remote Sensing Image Fusion Based on Gaussian Mixture Model and Multiresolution Analysis

机译:基于高斯混合模型和多分辨率分析的遥感影像融合

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A novel image fusion algorithm based on region segmentation and multiresolution analysis(MRA) is proposed to make full use of advantages of different multiscale transform. Nonsubsampled contourlet transform(NSCT) processes edges better than wavelet transform does. While wavelet transform handles smooth area and singularities better than NSCT does. As an image often includes more than one feature, the proposed method is conducted on the basis of Gaussian mixture model(GMM) based region segmentation. Firstly, transform the multispectral(MS) image into intensity, hue and saturation component. Secondly, segment intensity component into dense contour and smooth regions according to GMM and NSCT. And then gain new intensity component by fusing intensity component and high resolution image with Atrous wavelet transform(ATWT) fusion in smooth areas and NSCT fusion in dense contour areas. Finally transform the new intensity together with hue component, saturation component back into RGB space and obtain the fused image. Multisource remote sensing images are tested to assess this proposed algorithm. Visual evaluation and statistics analysis are employed to evaluate the quality of fused images of different methods. The proposed improved algorithm demonstrates excellent spectrum information and high resolution. Experiment results show that the new proposed fusion algorithm incorporating with region segmentation based improved GMM and MRA outperforms those algorithms based on single multiscale transform.
机译:为了充分利用不同多尺度变换的优势,提出了一种基于区域分割和多分辨率分析的图像融合算法。非子采样轮廓波变换(NSCT)处理边缘的效果比小波变换要好。与NSCT相比,小波变换可以更好地处理平滑区域和奇异点。由于图像通常包含多个特征,因此该方法是在基于高斯混合模型(GMM)的区域分割的基础上进行的。首先,将多光谱(MS)图像转换为强度,色相和饱和度分量。其次,根据GMM和NSCT将强度分量分割成密集的轮廓和平滑的区域。然后通过将平滑区域中的Atrous小波变换(ATWT)融合和密集轮廓区域中的NSCT融合来融合强度分量和高分辨率图像,从而获得新的强度分量。最后,将新的强度与色相分量,饱和度分量一起转换回RGB空间,并获得融合图像。测试多源遥感图像以评估该提议算法。视觉评估和统计分析被用来评估不同方法融合图像的质量。所提出的改进算法展示了出色的频谱信息和高分辨率。实验结果表明,该新提出的融合算法结合了基于区域分割的改进的GMM和MRA优于那些基于单个多尺度变换的算法。

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