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Segmentation-Driven Image Fusion Based on Alpha-Stable Modeling of Wavelet Coefficients

机译:基于小波系数α稳定模型的分割驱动图像融合

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摘要

A novel region-based image fusion framework based on multiscale image segmentation and statistical feature extraction is proposed. A dual-tree complex wavelet transform (DT-CWT) and a statistical region merging algorithm are used to produce a region map of the source images. The input images are partitioned into meaningful regions containing salient information via symmetric alpha-stable ( ${rm S} alpha {rm S}$) distributions. The region features are then modeled using bivariate alpha-stable (${rm B} alpha {rm S}$) distributions, and the statistical measure of similarity between corresponding regions of the source images is calculated as the Kullback–Leibler distance (KLD) between the estimated ${rm B} alpha {rm S}$ models. Finally, a segmentation-driven approach is used to fuse the images, region by region, in the complex wavelet domain. A novel decision method is introduced by considering the local statistical properties within the regions, which significantly improves the reliability of the feature selection and fusion processes. Simulation results demonstrate that the bivariate alpha-stable model outperforms the univariate alpha-stable and generalized Gaussian densities by not only capturing the heavy-tailed behavior of the subband marginal distribution, but also the strong statistical dependencies between wavelet coefficients at different scales. The experiments show that our algorithm achieves better performance in comparison with previously proposed pixel and region-level fusion approaches in both subjective and objective evaluation tests.
机译:提出了一种基于多尺度图像分割和统计特征提取的基于区域的图像融合框架。使用双树复数小波变换(DT-CWT)和统计区域合并算法来生成源图像的区域图。通过对称的alpha稳定($ {rm S} alpha {rm S} $)分布将输入图像划分为包含显着信息的有意义区域。然后使用双变量alpha稳定($ {rm B} alpha {rm S} $)分布对区域​​特征进行建模,并将源图像相应区域之间相似度的统计量度计算为Kullback-Leibler距离(KLD)估计的$ {rm B} alpha {rm S} $模型之间。最后,采用分段驱动的方法在复数小波域中逐个区域地融合图像。通过考虑区域内的局部统计特性,引入了一种新颖的决策方法,该方法显着提高了特征选择和融合过程的可靠性。仿真结果表明,双变量α稳定模型不仅通过捕获子带边际分布的重尾行为,而且还捕获了不同尺度下小波系数之间的强统计相关性,从而优于单变量α稳定和广义高斯密度。实验表明,与先前提出的像素和区域级融合方法相比,我们的算法在主观和客观评估测试中均达到了更好的性能。

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