基于极空间的星形生物物体形状平均

Karina Ruzaeva, K. Nöh, B. Berkels
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引用次数: 0

摘要

在本文中,我们提出了一种对微生物有机体的专家分割建议进行平均的方法,从而得到光滑、自然的分割基础真值。该方法利用了大多数生物的几何特性——星形——并基于极空间的轮廓平均。它具有鲁棒性和计算效率,其中鲁棒性是由于没有可调参数。此外,该算法保留了专家意见的不确定性(就标准差而言),这允许引入不确定性感知度量来估计分割质量。该度量强调低方差的地面真值区域的影响。我们研究了所提出的谷氨酸棒状杆菌延时显微数据的平均方法和合成数据的不确定度感知度量的性能。CCS概念•应用计算→成像;•计算方法→图像处理;
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Polar Space Based Shape Averaging for Star-shaped Biological Objects
In this paper, we propose an averaging method for expert segmentation proposals of microbial organisms, resulting in a smooth, naturally looking segmentation ground truth. The approach exploits a geometrical property of the majority of the organisms – star-shapedness – and is based on contour averaging in polar space. It is robust and computationally efficient, where robustness is due to the absence of tuneable parameters. Moreover, the algorithm preserves the uncertainty (in terms of the standard deviation) of the experts’ opinion, which allows to introduce an uncertainty-aware metric for estimation of the segmentation quality. This metric emphasizes the influence of ground truth regions with low variance. We study the performance of the proposed averaging method on time-lapse microscopy data of Corynebacterium glutamicum and the uncertainty-aware metric on synthetic data. CCS Concepts • Applied computing → Imaging; • Computing methodologies → Image processing;
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