基于张量非齐次平均稀疏矩阵的纹理提取

Xin Jin, Yongxin Jiang, Chengtao Yi
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摘要

纹理提取是计算机视觉领域的一项基础工作,也是一项非常具有挑战性的工作。然而,纹理没有精确定义,很难从边缘中分离出来。本文提出了一种新的纹理提取算法。引入非线性结构张量来区分纹理和边缘。采用8邻域张量非齐次平均稀疏矩阵对图像进行平滑处理。平滑权值由局部各向异性决定。通过将该非均匀平均稀疏矩阵应用于输入图像,纹理被平滑到细节层,而边缘仍保留在原始图像中。通过与已有的纹理提取算法的比较,验证了该方法的有效性。与卷积框架相比,稀疏矩阵框架减少了计算量。
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Tensor Inhomogeneous Average Sparse Matrix Based Texture Extraction
Texture extraction is considered as a basic but a very challenging work in a lot of computer vision fields. Yet texture is not precisely defined, which is difficult to be separated from edges. In this paper, a novel texture extraction algorithm was proposed. Nonlinear structure tensor was introduced to distinguish textures out from edges. And an 8-neighborhood tensor inhomogeneous average sparse matrix was presented to smooth the images. The smoothness weights are determined by the local anisotropy. By applying this inhomogeneous average sparse matrix to the input images, the textures are smoothed to the detail layer while the edges are remained in the original images. The effectiveness of our method was demonstrated by the comparison results with other existing generally acknowledged texture extraction algorithms. And the sparse matrix framework reduces the computational cost than the convolution frameworks.
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