基于中央凹小波的彩色活动轮廓

A. Maalouf, P. Carré, B. Augereau, C. Fernandez-Maloigne
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引用次数: 2

摘要

提出了一种矢量图像主动轮廓分割框架。标准活动轮廓是一种功能强大的分割方法,但它容易受到弱边缘和图像噪声的影响。该方法利用中央凹小波精确检测图像的边缘奇异性。Mallat(2000)引入的中央凹小波以其精确表征奇点保持正则性的高能力而闻名。因此,图像轮廓精确定位,并能很好地分辨噪声。采用梯度下降算法更新中央凹小波系数,引导蛇形变形到被分割对象的真实边界。因此,尽管存在噪声,但所提出的活动轮廓对应的曲线流具有形式存在性、唯一性、稳定性和正确性,而传统蛇形方法可能无法实现这一目标。
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Foveal Wavelet-Based Color Active Contour
A framework for active contour segmentation in vector-valued images is presented. It is known that the standard active contour is a powerful segmentation method, yet it is susceptible to weak edges and image noise. The proposed scheme uses foveal wavelets for an accurate detection of the edges singularities of the image. The foveal wavelets introduced by Mallat (2000) are known by their high capability to precisely characterize the holder regularity of singularities. Therefore, image contours are accurately localized and are well discriminated from noise. Foveal wavelet coefficients are updated using the gradient descent algorithm to guide the snake deformation to the true boundaries of the objects being segmented. Thus, the curve flow corresponding to the proposed active contour holds formal existence, uniqueness, stability and correctness results in spite of the presence of noise where traditional snake approach may fail.
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