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Coronary vessel cores from 3D imagery: a topological approach

机译:来自3D图像的冠状血管核心:一种拓扑方法

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We propose a simple method for reconstructing thin, low-contrast blood vessels from three-dimensional greyscaleimages. Our algorithm first extracts persistent maxima of the intensity on all axis-aligned two-dimensionalslices through the input volume. Those maxima tend to concentrate along one-dimensional intensity ridges, inparticular along blood vessels. Persistence (which can be viewed as a measure of robustness of a local maximumwith respect to perturbations of the data) allows to filter out the ‘unimportant’ maxima due to noise or inaccuracyin the input volume. We then build a minimum forest based on the persistent maxima that uses edges of lengthsmaller than a certain threshold. Because of the distribution of the robust maxima, the structure of this forestalready reflects the structure of the blood vessels. We apply three simple geometric filters to the forest in orderto improve its quality. The first filter removes short branches from the forest’s trees. The second filter addsedges, longer than the edge length threshold used earlier, that join what appears (based on geometric criteria)to be pieces of the same blood vessel to the forest. Such disconnected pieces often result from non-uniformity ofcontrast along a blood vessel. Finally, we let the user select the tree of interest by clicking near its root (pointfrom which blood would flow out into the tree). We compute the blood flow direction assuming that the tree isof the correct structure and cut it in places where the vessel’s geometry would force the blood flow direction tochange abruptly.
机译:我们提出了一种从三维灰度图像重建薄的,低对比度的血管的简单方法。我们的算法首先通过输入体积提取所有轴对齐的二维切片上强度的持续最大值。这些最大值趋于集中在一维强度脊上,尤其是沿血管。持久性(可以将其看作是针对数据扰动的局部最大值的稳健性的度量)允许滤除由于输入量中的噪声或不准确而导致的“无关紧要”的最大值。然后,我们基于使用长度小于特定阈值的边的持久最大值来构建最小森林。由于稳健最大值的分布,该森林的结构已经反映出血管的结构。我们将三个简单的几何滤镜应用于森林以提高其质量。第一个过滤器从森林树木中去除短枝。第二个过滤器增加了边缘(比以前使用的边缘长度阈值长),这些边缘(根据几何标准)将似乎是同一血管的碎片连接到森林中。这种不连续的碎片通常是由于沿血管的对比度不均匀造成的。最后,我们让用户通过在感兴趣的树的根部附近(血液从那点流出到树中)中单击来选择感兴趣的树。我们假设树的结构正确,然后计算出血流方向,然后将其切割到血管几何形状会迫使血流方向突然变化的地方。

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