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Anisotropy analysis of textures using wavelets transform and fractal dimension

机译:基于小波变换和分形维数的纹理各向异性分析

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In this paper, we propose a new method based on texture analysis of anisotropy. Our proposed method based on a combination of fractal analysis with preprocessing using histogram equalization with discrete wavelets transforms (DWT). First, the texture image enhanced using the histogram equalization. Then, the enhanced image rotated with differences angles from 0° to 360° with a step of 15°. After that, we applied the DWT; we have chosen the Daubechies Wavelets (dbn) for each rotated images. This step followed by the fractal analysis using the differential box counting (DBCM) to the approximate image to estimate de directional fractal dimension (FD). Finally, the degree of anisotropy (DA) calculated as the ratio between the maximum and the minimum value of the FD. The originality of our work reside in the use of the Daubechies Wavelets (dbn) in particular the use of approximate image with the fractal analysis by estimating the directional FD and analysis of the anisotropy. The testing and evaluation of our algorithm are carried out using some textures of the Lille INSERM database U 703 that contains two modalities (MRI and CT-Scan) of bone trabecular texture ROI (Region Of Interest) healthy and pathologic and some Brodatz textures.
机译:在本文中,我们提出了一种基于各向异性纹理分析的新方法。我们提出的基于分形分析与预处理的组合方法,该方法使用直方图均衡和离散小波变换(DWT)进行预处理。首先,使用直方图均衡化来增强纹理图像。然后,增强图像以15°的步长从0°到360°的不同角度旋转。之后,我们应用了DWT;我们为每个旋转的图像选择了Daubechies小波(dbn)。此步骤之后,使用差分盒计数(DBCM)对近似图像进行分形分析,以估计方向分形维数(FD)。最后,各向异性程度(DA)计算为FD的最大值和最小值之比。我们工作的独创性在于使用Daubechies小波(dbn),特别是通过估计方向FD和各向异性分析对近似图像进行分形分析。我们的算法的测试和评估是使用Lille INSERM数据库U 703的某些纹理进行的,该纹理包含健康和病理学的骨小梁纹理ROI(感兴趣区域)的两种模式(MRI和CT扫描)以及某些Brodatz纹理。

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