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arXiv 1503.03891physics.bio-ph
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贝叶斯决策树在单分子轨道运动模式分类中的应用

Bayesian Decision Tree for the Classification of the Mode of Motion in Single-Molecule Trajectories

Silvan Türkcan, Jean-Baptiste Masson

摘要:

膜蛋白在异质环境中移动,具有空间(有时是时间)变化的摩擦力,并与各种伙伴进行生化相互作用。重要的是要可靠地区分不同的运动模式,以提高我们的膜结构的知识,并了解膜蛋白和它们的环境之间的相互作用的性质。在这里,我们提出了一种分析技术,单分子跟踪(SMT)的轨迹,可以确定最佳匹配观察到的轨迹的运动的首选模型。信息理论标准,如贝叶斯信息标准(BIC),赤池信息标准(AIC),和修改的AIC(AICc),用于选择首选模型。所考虑的模型组包括自由布朗运动,和限制运动在第二或第四阶势。我们确定的最佳信息标准分类轨迹。我们通过与大量实验条件匹配的模拟测试了它的局限性,并建立了一个决策树。该决策树首先使用BIC来区分自由布朗运动和受限运动。在第二步中,它进一步使用AIC对约束势进行分类。我们将该方法应用于实验产气荚膜梭菌ε毒素(CPepsilonT)受体的轨迹,以表明这些受体被限制由一个弹簧般的潜力。这种技术的适应应用在沿轨迹的时间维度上的滑动窗口上。我们应用这种适应实验CPepsilonT的轨迹,失去限制,由于解聚的限制域。这种新技术为SMT数据的讨论增加了另一个维度。受体的运动模式比扩散系数或域大小具有更多的生物学相关信息,并且可能是分类和比较不同SMT实验的更好工具。

英文摘要:

Membrane proteins move in heterogeneous environments with spatially (sometimes temporally) varying friction and with biochemical interactions with various partners. It is important to reliably distinguish different modes of motion to improve our knowledge of the membrane architecture and to understand the nature of interactions between membrane proteins and their environments. Here, we present an analysis technique for single molecule tracking (SMT) trajectories that can determine the preferred model of motion that best matches observed trajectories. Information theory criteria, such as the Bayesian information criterion (BIC), the Akaike information criterion (AIC), and modified AIC (AICc), are used to select the preferred model. The considered group of models includes free Brownian motion, and confined motion in 2nd or 4th order potentials. We determine the best information criteria for classifying trajectories. We tested its limits through simulations matching large sets of experimental conditions and built a decision tree. This decision tree first uses the BIC to distinguish between free Brownian motion and confined motion. In a second step, it classifies the confining potential further using the AIC. We apply the method to experimental Clostridium Perfingens epsilon-toxin (CPepsilonT) receptor trajectories to show that these receptors are confined by a spring-like potential. An adaptation of this technique was applied on a sliding window in the temporal dimension along the trajectory. We applied this adaptation to experimental CPepsilonT trajectories that lose confinement due to disaggregation of confining domains. This new technique adds another dimension to the discussion of SMT data. The mode of motion of a receptor holds more biologically relevant information than the diffusion coefficient or domain size and may be a better tool to classify and compare different SMT experiments.

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