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A robust approach for multi-sensor medical image fusion

机译:用于多传感器医学图像融合的可靠方法

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This paper demonstrates a robust method to the multi-sensor medical image fusion (MIF) obtained using the non-subsampled contourlet transform (NSCT), generalized Gaussian density (GGD), and Kullback-Leibler divergence (KLD). The popularly used average-maximum fusion rule is able to capture the local information only. However, it is unable to capture the global information. Hence, a global-to-local rule is suggested here. First of all, NSCT is used to separate the low and high-frequency sub-bands from the given source images. The heavy-tailed phenomenon of high-frequency sub-bands is modeled by GGD. The KLD for two source images is obtained by using GGD of them. This is used to describe the global information between two sub-bands. Finally, according to the asymmetry of the KLD, the fused global information is selected. The proposed method is able to overcome the different issues arise in the state-of-the-art methods such as reduction in contrast, loss of fine details, etc. The proposed algorithm is executed on the various datasets and its results show that the proposed algorithm provides better results than the existing MIF algorithms.
机译:本文演示了使用非下采样轮廓波变换(NSCT),广义高斯密度(GGD)和Kullback-Leibler发散(KLD)获得的多传感器医学图像融合(MIF)的鲁棒方法。普遍使用的平均最大融合规则只能捕获本地信息。但是,它无法捕获全局信息。因此,这里建议使用全局到局部规则。首先,NSCT用于从给定的源图像中分离低频和高频子带。高频子带的重尾现象是由GGD建模的。通过使用两个源图像的GGD获得两个源图像的KLD。这用于描述两个子带之间的全局信息。最后,根据KLD的不对称性,选择融合的全局信息。所提出的方法能够克服现有技术中出现的不同问题,例如对比度降低,细节损失等。所提出的算法在各种数据集上执行,结果表明所提出的算法与现有的MIF算法相比,该算法提供了更好的结果。

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