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Novel Methods for Analysing Bacterial Tracks Reveal Persistence in Rhodobacter sphaeroides

机译:分析细菌痕迹的新方法揭示了球形红细菌中的持久性

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摘要

Tracking bacteria using video microscopy is a powerful experimental approach to probe their motile behaviour. The trajectories obtained contain much information relating to the complex patterns of bacterial motility. However, methods for the quantitative analysis of such data are limited. Most swimming bacteria move in approximately straight lines, interspersed with random reorientation phases. It is therefore necessary to segment observed tracks into swimming and reorientation phases to extract useful statistics. We present novel robust analysis tools to discern these two phases in tracks. Our methods comprise a simple and effective protocol for removing spurious tracks from tracking datasets, followed by analysis based on a two-state hidden Markov model, taking advantage of the availability of mutant strains that exhibit swimming-only or reorientating-only motion to generate an empirical prior distribution. Using simulated tracks with varying levels of added noise, we validate our methods and compare them with an existing heuristic method. To our knowledge this is the first example of a systematic assessment of analysis methods in this field. The new methods are substantially more robust to noise and introduce less systematic bias than the heuristic method. We apply our methods to tracks obtained from the bacterial species Rhodobacter sphaeroides and Escherichia coli. Our results demonstrate that R. sphaeroides exhibits persistence over the course of a tumbling event, which is a novel result with important implications in the study of this and similar species.
机译:使用视频显微镜跟踪细菌是探测其运动行为的强大实验方法。获得的轨迹包含许多有关细菌运动复杂模式的信息。但是,用于这种数据的定量分析的方法是有限的。大多数游泳细菌以近似直线移动,并散布着随机的重新定向阶段。因此,有必要将观察到的航迹划分为游泳和重新定向阶段,以提取有用的统计数据。我们提出了新颖的鲁棒性分析工具来识别轨迹中的这两个阶段。我们的方法包括一个简单有效的协议,用于从跟踪数据集中删除虚假磁道,然后基于两种状态的隐马尔可夫模型进行分析,并利用显示仅游泳或仅重新定向运动的突变菌株的可用性来生成经验先验分布。使用具有变化的附加噪声水平的模拟轨道,我们验证了我们的方法并将其与现有的启发式方法进行比较。据我们所知,这是对该领域分析方法进行系统评估的第一个例子。与启发式方法相比,新方法对噪声的抵抗力更强,引入的系统偏差也更少。我们将我们的方法应用于从球形球形红细菌和大肠杆菌获得的轨道。我们的结果表明,R。sphaeroides在翻滚事件的过程中表现出持久性,这是一个新颖的结果,对该物种和类似物种的研究具有重要意义。

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