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A contour grouping algorithm for three-dimensional reconstruction of biological cells.

机译:用于生物细胞三维重建的轮廓分组算法。

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摘要

Advances in computational modelling offer unprecedented potential for obtaining insights into the mechanics of cell-cell interactions. With the aid of such models, cell-level phenomena such as cell sorting and tissue self-organization are now being understood in terms of forces generated by specific sub-cellular structural components. Three-dimensional systems can behave differently from two-dimensional ones and since models cannot be validated without corresponding data, it is crucial to build accurate three-dimensional models of real cell aggregates. The lack of automated methods to determine which cell outlines in successive images of a confocal stack or time-lapse image set belong to the same cell is an important unsolved problem in the reconstruction process. This thesis addresses this problem through a contour grouping algorithm (CGA) designed to lead to unsupervised three-dimensional reconstructions of biological cells.;The CGA presented here is able to produce accuracies greater than 96% when properly tuned. Parameter studies show that the algorithm is robust. That is, acceptable results are obtained under moderately varied probabilistic constraints and reasonable cost weightings. Image properties---such as slicing distance, image quality---affect the results. Sources of error are identified and enhancements based on fuzzy-logic and other optimization methods are considered. The successful grouping of cell contours, as realized here, is an important step toward the development of realistic, three-dimensional, cell-based finite element models.;The CGA associates contours obtained from fluorescently-labeled cell membranes in individual confocal slices using concepts from the fields of machine learning and combinatorics. The feature extraction step results in a set of association metrics. The algorithm then uses a probabilistic grouping step and a greedy-cost optimization step to produce grouped sets of contours. Groupings are representative of imaged cells and are manually evaluated for accuracy.
机译:计算建模的进步为获得洞察细胞相互作用的机制提供了空前的潜力。借助于这样的模型,现在正在根据特定的亚细胞结构成分产生的力来理解细胞水平的现象,例如细胞分选和组织自组织。三维系统的行为可能与二维系统不同,并且由于没有相应的数据就无法验证模型,因此建立精确的真实细胞聚集体的三维模型至关重要。在重建过程中,缺乏自动方法来确定共焦堆栈或延时图像集中的连续图像中的哪个单元格轮廓属于同一单元格的问题,这是一个未解决的重要问题。本文通过轮廓分组算法(CGA)解决了这个问题,该算法旨在导致无监督的生物细胞三维重建。此处提出的CGA在正确调整后能够产生大于96%的精度。参数研究表明该算法是鲁棒的。即,在适度变化的概率约束和合理的成本加权下可以获得可接受的结果。图像属性(例如切片距离,图像质量)会影响结果。确定错误源,并考虑基于模糊逻辑和其他优化方法的增强。如此处所实现的,细胞轮廓的成功分组是向现实的,基于细胞的三维有限元模型发展的重要一步。CGA使用概念将从荧光标记的细胞膜中获得的轮廓与单个共聚焦切片相联系来自机器学习和组合学领域。特征提取步骤产生一组关联度量。然后,该算法使用概率分组步骤和贪婪成本优化步骤来生成轮廓的分组集。分组代表了成像的细胞,并进行了人工评估以确保准确性。

著录项

  • 作者

    Leung, Tony Kin Shun.;

  • 作者单位

    University of Waterloo (Canada).;

  • 授予单位 University of Waterloo (Canada).;
  • 学科 Biology Cell.;Computer Science.
  • 学位 M.A.Sc.
  • 年度 2009
  • 页码 123 p.
  • 总页数 123
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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