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Pearling: Stroke Segmentation with Crusted Pearl Strings

机译:珠林:用剥皮珍珠弦划线分割

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摘要

We introduce a novel segmentation technique, called Pearling, for the semi-automatic extraction of idealized models of networks of strokes (variable width curves) in images. These networks may for example represent roads in an aerial photograph, vessels in a medical scan, or strokes in a drawing. The operator seeds the process by selecting representative areas of good (stroke interior) and bad colors. Then, the operator may either provide a rough trace through a particular path in the stroke graph or simply pick a starting point (seed) on a stroke and a direction of growth. Pearling computes in realtime the centerlines of the strokes, the bifurcations, and the thickness function along each stroke, hence producing a purified medial axis transform of a desired portion of the stroke graph. No prior segmentation or thresholding is required. Simple gestures may be used to trim or extend the selection or to add branches. The realtime performance and reliability of Pearling results from a novel disk-sampling approach, which traces the strokes by optimizing the positions and radii of a discrete series of disks (pearls) along the stroke. A continuous model is defined through subdivision. By design, the idealized pearl string model is slightly wider than necessary to ensure that it contains the stroke boundary. A narrower core model that fits inside the stroke is computed simultaneously. The difference between the pearl string and its core contains the boundary of the stroke and may be used to capture, compress, visualize, or analyze the raw image data along the stroke boundary.
机译:我们介绍了一种新的分段技术,称为珠林,用于图像中的中风网络(可变宽度曲线)的半自动提取模型。这些网络可以例如代表空中照片中的道路,医疗扫描中的血管,或者在图中的笔画中。操作员通过选择好(行程内部)和坏颜色的代表性区域来种植该过程。然后,操作者可以通过行程图中的特定路径提供粗略的痕迹,或者简单地在行程中选择起始点(种子)和生长方向。珠林实际计算,沿着每次行程的中风,分叉和厚度函数的中心线计算,因此产生了行程图的所需部分的纯化的内侧轴变换。不需要先前的分段或阈值。简单的手势可用于修剪或延长选择或添加分支。一种新型磁盘采样方法的珠光效果的实时性能和可靠性,通过优化行程中的离散系列磁盘(珍珠)的位置和半径来追踪行程。连续模型通过细分定义。通过设计,理想化的珍珠串模型略宽,以确保它包含行程边界。同时计算中风内部的较窄的核心模型。珍珠串及其核心之间的差异包含笔划的边界,并且可用于沿着行程边界捕获,压缩,可视化或分析原始图像数据。

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