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Morphological segmentation approaches of directional structures based on connections

机译:基于连接的定向结构形态学分割方法

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The multiscale morphological approaches for segmenting directional structures are proposed. First, the use of the composition of connections to extract the directional structures of the image is investigated. We show that even though the composition of connectivities enables the correct determination of the main directional structures, the requirement of the scales for segmenting the image makes this algorithm more or less complex to apply. Then, a morphological image segmentation approach is proposed based on the concept of connectivity in a viscous lattice sense. Two functions are computed to characterize the directional structures: viscosity and orientation. The viscosity function codifies the different scales of the structure and is computed from the supremum of directional erosions. This function contains the sizes of the longest lines that can be included in the structure. To determine the directions of the line segments, the orientation function is employed. By combining both images-viscosity and orientation functions- an orientation partition function is created. This last function contains information of the maxima of the viscosity function and their orientation. Finally, the elements of the orientation partition function are merged according to some criteria, using a histogram-based segmentation approach to compute an optimal partition.
机译:提出了分割方向结构的多尺度形态学方法。首先,研究了使用连接的组成来提取图像的方向结构。我们表明,即使连通性的组成能够正确确定主要的方向性结构,分割图像的比例尺的要求也使该算法的应用或多或少复杂。然后,基于粘性格意义上的连通性概念,提出了一种形态学图像分割方法。计算了两个函数以表征方向结构:粘度和方向。粘度函数将结构的不同比例编码,并根据方向腐蚀的最大值进行计算。此函数包含可以包含在结构中的最长行的大小。为了确定线段的方向,采用取向函数。通过组合图像粘度和方向功能,可以创建方向分区功能。最后一个函数包含粘度函数最大值及其方向的信息。最后,使用基于直方图的分割方法来计算最佳分区,根据一些标准合并方向分区函数的元素。

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