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Structure extraction of images using anisotropic diffusion with directional second neighbour derivative operator

机译:使用各向异性扩散和方向性二阶导数算子的图像结构提取

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摘要

The aim of structure extraction is to decompose an image into prominent structures and textures. In this paper, we present a new structure extraction method which has two main steps. First, high-frequency components due to the texture information in the original image are alleviated by a pre-smoothing filter. The result is then processed by a new anisotropic diffusion algorithm which uses a second neighbour derivative (SND) operator instead of the first neighbour derivative operator. We have demonstrated that the SND operator is better suited for applications such as texture smoothing. We have also presented a detailed study of the proposed method including the selection of the pre-smoothing filter, the number of iterations, and the scale parameter in the anisotropic diffusion algorithm. We have conducted experiments to compare the performance of the proposed method with those state-of-the-art structure extraction algorithms in a wide range of image editing applications such as: superpixel segmentation, texture transfer, contrast enhancement, and pencil drawing. We show that while the running speed of the proposed method is the fastest, its performance is competitive to other methods.
机译:结构提取的目的是将图像分解为突出的结构和纹理。在本文中,我们提出了一种新的结构提取方法,该方法有两个主要步骤。首先,通过预平滑滤波器来减轻由于原始图像中的纹理信息引起的高频分量。然后,通过新的各向异性扩散算法处理结果,该算法使用第二邻居导数(SND)运算符代替第一邻居导数运算符。我们已经证明SND运算符更适合诸如纹理平滑的应用。我们还对提出的方法进行了详细的研究,包括各向异性平滑算法中预平滑滤波器的选择,迭代次数和比例参数。我们已经进行了实验,以将所提出的方法与最先进的结构提取算法在各种图像编辑应用程序(例如,超像素分割,纹理转移,对比度增强和铅笔画图)中的性能进行比较。我们表明,尽管该方法的运行速度最快,但其性能却比其他方法更具竞争力。

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