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首页> 外文期刊>Applied Surface Science >Local multifractal detrended fluctuation analysis for non-stationary image's texture segmentation
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Local multifractal detrended fluctuation analysis for non-stationary image's texture segmentation

机译:非平稳图像纹理分割的局部分形去趋势波动分析

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摘要

Feature extraction plays a great important role in image processing and pattern recognition. As a power tool, multifractal theory is recently employed for this job. However, traditional multifractal methods are proposed to analyze the objects with stationary measure and cannot for non-stationary measure. The works of this paper is twofold. First, the definition of stationary image and 2D image feature detection methods are proposed. Second, a novel feature extraction scheme for non-stationary image is proposed by local multifractal detrended fluctuation analysis (Local MF-DFA), which is based on 2D MF-DFA. A set of new multifractal descriptors, called local generalized Hurst exponent (Lh_q) is defined to characterize the local scaling properties of textures. To test the proposed method, both the novel texture descriptor and other two multifractal indicators, namely, local Holder coefficients based on capacity measure and multifractal dimension D_q based on multifractal differential box-counting (MDBC) method, are compared in segmentation experiments. The first experiment indicates that the segmentation results obtained by the proposed Lh_q are better than the MDBC-based D_q slightly and superior to the local Holder coefficients significantly. The results in the second experiment demonstrate that the Lh_q can distinguish the texture images more effectively and provide more robust segmentations than the MDBC-based D_q significantly.
机译:特征提取在图像处理和模式识别中起着重要作用。作为一种动力工具,多重分形理论最近被用于这项工作。但是,提出了传统的多重分形方法来对物体进行静态测量,而对于非静态测量则不能。本文的工作是双重的。首先,提出了静止图像的定义和二维图像特征检测方法。其次,通过基于二维MF-DFA的局部多重分形去趋势波动分析(Local MF-DFA),提出了一种新的非平稳图像特征提取方案。定义了一组新的多重分形描述符,称为局部广义Hurst指数(Lh_q),以表征纹理的局部缩放特性。为了测试该方法,在分割实验中比较了新颖的纹理描述符和其他两个多重分形指标,即基于容量度量的局部Holder系数和基于多重分形差分盒计数(MDBC)方法的多重分形维数D_q。第一个实验表明,通过提出的Lh_q获得的分割结果比基于MDBC的D_q略好,并且明显优于局部Holder系数。第二个实验的结果表明,与基于MDBC的D_q相比,Lh_q可以更有效地区分纹理图像并提供更鲁棒的分割。

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