Cell tracking and segmentation in electron microscopy images using graph cuts

Huei-Fang Yang, Y. Choe
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引用次数: 36

Abstract

Understanding neural connectivity and structures in the brain requires detailed 3D anatomical models, and such an understanding is essential to the study of the nervous system. However, the reconstruction of 3D models from a large set of dense nanoscale medical images is very challenging, due to the imperfections in staining and noise in the imaging process. Manual segmentation in 2D followed by tracking the 2D contours through cross-sections to build 3D structures can be a solution, but it is impractical. In this paper, we propose an automated tracking and segmentation framework to extract 2D contours and to trace them through the z direction. The segmentation is posed as an energy minimization problem and solved via graph cuts. The energy function to be minimized contains a regional term and a boundary term. The regional term is defined over the flux of the gradient vector fields and the distance function. Our main idea is that the distance function should carry the information of the segmentation from the previous image based on the assumption that successive images have a similar segmentation. The boundary term is defined over the gray-scale intensity of the image. Experiments were conducted on nanoscale image sequences from the Serial Block Face Scanning Electron Microscope (SBF-SEM). The results show that our method can successfully track and segment densely packed cells in EM image stacks.
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使用图切割的电子显微镜图像中的细胞跟踪和分割
了解大脑中的神经连接和结构需要详细的3D解剖模型,而这样的理解对神经系统的研究至关重要。然而,由于成像过程中的染色缺陷和噪声,从大量密集的纳米医学图像中重建三维模型非常具有挑战性。在2D中进行手动分割,然后通过横截面跟踪2D轮廓以构建3D结构可以是一种解决方案,但不切实际。在本文中,我们提出了一种自动跟踪和分割框架来提取二维轮廓,并通过z方向跟踪它们。将分割作为能量最小化问题,并通过图切割来解决。要最小化的能量函数包含一个区域项和一个边界项。区域项是在梯度矢量场的通量和距离函数上定义的。我们的主要思想是,在连续图像具有相似分割的假设下,距离函数应该携带前一图像的分割信息。边界项是在图像的灰度强度上定义的。对连续块面扫描电子显微镜(SBF-SEM)的纳米级图像序列进行了实验。结果表明,该方法可以成功地跟踪和分割EM图像堆栈中密集排列的细胞。
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