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首页> 外文期刊>IEEE transactions on industrial informatics >Weighted LIC-Based Structure Tensor With Application to Image Content Perception and Processing
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Weighted LIC-Based Structure Tensor With Application to Image Content Perception and Processing

机译:基于加权的基于LIC的结构张量,应用于图像内容感知和处理

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摘要

As a famous visual content perception and processing tool, structure tensor has been widely studied in the past decades. Among them, the anisotropic nonlocal structure tensor (ANLST) has received much attention, recently. However, the existing ANLST calculation methods fail to fully utilize the anisotropic characteristic of the tensor field, thus resulting in limited performance. For this problem, in this article, we present a novel ANLST construction method, by means of combining tensor decomposition with weighted line integral convolution (LIC) with the aim at deeply discovering and exploiting the spatial direction relevancy of the tensors for their regularization. At first, the tensors decomposition, computed by direction projection, yields multiple atomic vector fields, from which, for each point in the tensor field we obtain a family of integral curves that are associated with spatial direction related tensors. Then, LIC is employed with the nonlocal means filtering to smooth the tensors relevant to each integral curve, giving rise to curve-level structure tensor (CLST). At last, a weighted average scheme is carried out on the multiple CLSTs, leading to our proposed weighted anisotropic nonlocal structure tensor (WANST). Experimental results demonstrate that the proposed WANST is superior to the current representative nonlinear structure tensors. The proposed WANST can be applied to industrial surveillance system to enable it perceive image contents, such as flat regions, corners, textures, and edges. In addition, WANST can also help monitoring system improve its image quality.
机译:作为着名的视觉内容感知和处理工具,结构张量在过去几十年中已被广泛研究。其中,最近,各向异性非局部结构张量(ANLST)受到了很多关注。然而,现有的ANLST计算方法无法充分利用张传导场的各向异性特性,从而导致性能有限。对于这个问题,在本文中,我们借助于将张量分解与加权线积分卷积(LIC)相结合的新颖的ANLST施工方法,其目的在深入发现和利用其正规化的张量的空间方向相关性。首先,由方向投影计算的张量分解产生多个原子矢量场,从中,对于张量场中的每个点,我们获得与空间方向相关的张量相关联的一系列积分曲线。然后,LIC使用非局部意味着滤波以平滑与每个整体曲线相关的张量,从而产生曲线级结构张量(CLST)。最后,在多个CLST上进行加权平均方案,导致我们提出的加权各向异性非局部结构张量(WANST)。实验结果表明,所提出的WANST优于当前代表性的非线性结构张量。拟议的WANST可以应用于工业监控系统,以使其能够感知图像内容,例如平坦区域,角落,纹理和边缘。此外,WANST还可以帮助监控系统改善其图像质量。

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