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首页> 外文期刊>Molecular & cellular proteomics: MCP >Determining Protein Complex Structures Based on a Bayesian Model of in Vivo Forster Resonance Energy Transfer (FRET) Data
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Determining Protein Complex Structures Based on a Bayesian Model of in Vivo Forster Resonance Energy Transfer (FRET) Data

机译:基于贝斯特模型的体内福斯特共振能量转移(FRET)数据确定蛋白质复杂结构

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The use of in vivo Forster resonance energy transfer (FRET) data to determine the molecular architecture of a protein complex in living cells is challenging due to data sparseness, sample heterogeneity, signal contributions from multiple donors and acceptors, unequal fluorophore brightness, photobleaching, flexibility of the linker connecting the fluorophore to the tagged protein, and spectral cross-talk. We addressed these challenges by using a Bayesian approach that produces the posterior probability of a model, given the input data. The posterior probability is defined as a function of the dependence of our FRET metric FRETR on a structure (forward model), a model of noise in the data, as well as prior information about the structure, relative populations of distinct states in the sample, forward model parameters, and data noise. The forward model was validated against kinetic Monte Carlo simulations and in vivo experimental data collected on nine systems of known structure. In addition, our Bayesian approach was validated by a benchmark of 16 protein complexes of known structure. Given the structures of each subunit of the complexes, models were computed from synthetic FRETR data with a distance root-mean-squared deviation error of 14 to 17 angstrom. The approach is implemented in the open-source Integrative Modeling Platform, allowing us to determine macromolecular structures through a combination of in vivo FRETR data and data from other sources, such as electron microscopy and chemical cross-linking.
机译:由于数据稀疏,样品异质性,多个供体和受体的信号贡献,荧光团亮度不均,光漂白,柔性,使用体内Forster共振能量转移(FRET)数据确定活细胞中蛋白质复合物的分子结构具有挑战性连接荧光团和标记蛋白的接头的图谱,以及光谱串扰。在给定输入数据的情况下,我们通过使用贝叶斯方法解决了这些挑战,该方法会产生模型的后验概率。后验概率被定义为函数FRET度量FRETR对结构(正向模型),数据中的噪声模型以及有关结构的先验信息,样本中不同状态的相对种群的依存关系的函数,转发模型参数和数据噪声。针对动力学蒙特卡洛模拟和在九个已知结构的系统上收集的体内实验数据对正向模型进行了验证。此外,我们的贝叶斯方法已通过对16种已知结构蛋白复合物的基准进行了验证。给定复合物每个亚基的结构,从合成FRETR数据计算模型,距离均方根偏差为14至17埃。该方法在开源集成建模平台中实现,使我们能够通过体内FRETR数据与其他来源的数据(例如电子显微镜和化学交联)的组合来确定大分子结构。

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