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A robust method based on ICA and mixture sparsity for edge detection in medical images

机译:基于ICA和混合稀疏性的医学图像边缘检测的鲁棒方法。

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In this paper, a robust edge detection method based on independent component analysis (ICA) was proposed. It is known that most of the ICA basis functions extracted from images are sparse and similar to localized and oriented receptive fields. In this paper, the L~p norm is used to estimate sparseness of the ICA basis functions, and then, the sparser basis functions were selected for representing the edge information of an image. In the proposed method, a test image is first transformed by ICA basis functions, and then, the high-frequency information can be extracted with the components of the selected sparse basis functions. Furthermore, by applying a shrinkage algorithm to filter out the components of noise in the ICA domain, we can readily obtain the sparse components of the noise-free image, resulting in a kind of robust edge detection even for a noisy image with a very low SN ratio. The efficiency of the proposed method for edge detection is demonstrated by experiments with some medical images.
机译:本文提出了一种基于独立分量分析(ICA)的鲁棒边缘检测方法。众所周知,从图像中提取的大多数ICA基函数都是稀疏的,并且类似于局部和定向的接收场。本文采用L〜p范数估计ICA基函数的稀疏性,然后选择稀疏基函数来表示图像的边缘信息。在所提出的方法中,首先通过ICA基函数对测试图像进​​行变换,然后利用所选的稀疏基函数的成分来提取高频信息。此外,通过应用收缩算法滤除ICA域中的噪声分量,我们可以轻松获得无噪声图像的稀疏分量,即使对于噪声非常低的嘈杂图像,也可以实现一种鲁棒的边缘检测信噪比。通过一些医学图像的实验证明了所提出的边缘检测方法的效率。

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