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Shape Analysis Using Multiscale Hough Transform Statistics

机译:使用多尺度霍夫变换统计的形状分析

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With the widespread proliferation of computers, many human activities entail the use of automatic image analysis. The basic features used for image analysis include color, texture, and shape. In this paper, we propose MHTS (Multiscale Hough Transform Statistics), a multiscale version of the shape description method called HTS (Hough Transform Statistics). Likewise HTS, MHTS uses statistics from the Hough Transform to characterize the shape of objects or regions in digital images. Experiments carried out on MPEG-7 CE-1 (Part B) shape database show that MHTS is better than the original HTS, and presents superior precision-recall results than some well-known shape description methods, such as: Tensor Scale, Multiscale Fractal Dimension, Fourier, and Contour Salience. Besides, when using the multiscale separability criterion, MHTS is also superior to Zernike Moments and Beam Angle Statistics (BAS) methods. The linear complexity of the HTS algorithm was preserved in this new multiscale version, making MHTS even more appropriate than BAS method for shape analysis in high-resolution image retrieval tasks when very large databases are used.
机译:随着计算机的广泛普及,许多人类活动都需要使用自动图像分析。用于图像分析的基本功能包括颜色,纹理和形状。在本文中,我们提出了MHTS(多尺度霍夫变换统计量),一种称为HTS(霍夫变换统计量)的形状描述方法的多尺度版本。与HTS类似,MHTS使用Hough变换中的统计数据来表征数字图像中对象或区域的形状。在MPEG-7 CE-1(B部分)形状数据库上进行的实验表明,MHTS比原始的HTS更好,并且与某些著名的形状描述方法(例如:张量尺度,多尺度分形)相比,具有更好的精确召回结果。维度,傅立叶和轮廓显着性。此外,在使用多尺度可分离性标准时,MHTS还优于Zernike矩和波束角统计(BAS)方法。在这种新的多尺度版本中,保留了HTS算法的线性复杂度,这使得在使用超大型数据库的情况下,MHTS比BAS方法更适合于高分辨率图像检索任务中的形状分析。

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