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Bayesian Approach to the Analysis of Fluorescence Correlation Spectroscopy Data II: Application to Simulated and In Vitro Data

机译:贝叶斯方法分析荧光相关光谱数据II:在模拟和体外数据中的应用

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Fluorescence correlation spectroscopy (FCS) is a powerful approach to characterizing the binding and transport dynamics of macromolecules. The unbiased interpretation of FCS data relies on the evaluation of multiple competing hypotheses to describe an underlying physical process under study, which is typically unknown a priori. Bayesian inference provides a convenient framework for this evaluation based on the temporal autocorrelation function (TACF), as previously shown theoretically using model TACF curves (He, J.; Guo, S.; Bathe, M. Anal. Chem. 2012, 84). Here, we apply this procedure to simulated and experimentally measured photon-count traces analyzed using a multitau correlator, which results in complex noise properties in TACF curves that cannot be modeled easily. As a critical component of our technique, we develop two means of estimating the noise in TACF curves based either on multiple independent TACF curves themselves or a single raw underlying intensity trace, including a general procedure to ensure that independent, uncorrelated samples are used in the latter approach. Using these noise definitions, we demonstrate that the Bayesian approach selects the simplest hypothesis that describes the FCS data based on sampling and signal limitations, naturally avoiding overfitting. Further, we show that model probabilities computed using the Bayesian approach provide a reliability test for the downstream interpretation of model parameter values estimated from FCS data. Our procedure is generally applicable to FCS and image correlation spectroscopy and therefore provides an important advance in the application of these methods to the quantitative biophysical investigation of complex analytical and biological systems.
机译:荧光相关光谱法(FCS)是表征大分子结合和传输动力学的有力方法。 FCS数据的无偏解释依赖于对多个竞争假设的评估,以描述正在研究的基础物理过程,而这通常是先验未知的。贝叶斯推断为基于时间自相关函数(TACF)的评估提供了便利的框架,如先前使用模型TACF曲线在理论上所展示的(He,J .; Guo,S .; Bathe,M.Anal.Chem。2012,84) 。在这里,我们将此程序应用于使用多τ相关器分析的模拟和实验测量的光子计数迹线,这会导致无法轻松建模的TACF曲线中出现复杂的噪声特性。作为我们技术的关键组成部分,我们开发了两种方法来估计TACF曲线中的噪声,这些方法基于多个独立的TACF曲线本身或单个原始基础强度迹线,包括确保将独立,不相关的样本用于测试中的通用程序。后一种方法。使用这些噪声定义,我们证明了贝叶斯方法基于采样和信号限制选择描述FCS数据的最简单假设,自然避免了过拟合。此外,我们表明,使用贝叶斯方法计算出的模型概率为从FCS数据估计的模型参数值的下游解释提供了可靠性测试。我们的程序通常适用于FCS和图像相关光谱,因此在将这些方法应用于复杂分析和生物系统的定量生物物理研究中提供了重要的进展。

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