基于连通分量分析结构张量的相干增强扩散滤波

Hunjae Yoo, Bongjoe Kim, K. Sohn
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引用次数: 3

摘要

相干增强扩散滤波处理的是断续线补全和指纹等流状特征的增强问题。它由结构张量控制,结构张量通常由图像梯度与高斯核之间的分量卷积计算得到。然而,高斯核不能很好地保留图像结构。为了解决这一问题,我们提出了一种新的基于连通分量分析(CCA)的结构张量,并将其应用于CED滤波。将高斯核与CCA映射相结合,构造了基于CCA的结构张量(CCA- st)。虽然CCA是一种简单直观的方法,但实验结果表明,CCA- st比线性结构张量提供了更忠实的结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Coherence enhancing diffusion filtering based on connected component analysis structure tensor
Coherence enhancing diffusion filtering deals with the problems of completion of interrupted line and enhancement of flow-like features such as fingerprints. It is steered by structure tensor which is generally calculated by component-wise convolving between gradient of an image and Gaussian kernel. However, the Gaussian kernel cannot preserve the image structure well. To handle this problem, we propose a novel structure tensor based on connected component analysis (CCA) and apply it to CED filtering. The CCA based structure tensor (CCA-ST) is constructed by combining Gaussian kernel and CCA map. Although CCA is a simple and intuitive method, the experimental results show that CCA-ST provides more faithful results than linear structure tensor.
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