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QAARM: quasi-anharmonic autoregressive model reveals molecular recognition pathways in ubiquitin

机译:QAARM:拟非谐自回归模型揭示泛素中的分子识别途径

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Motivation: Molecular dynamics (MD) simulations have dramatically improved the atomistic understanding of protein motions, energetics and function. These growing datasets have necessitated a corresponding emphasis on trajectory analysis methods for characterizing simulation data, particularly since functional protein motions and transitions are often rare and/or intricate events. Observing that such events give rise to long-tailed spatial distributions, we recently developed a higher-order statistics based dimensionality reduction method, called quasi-anharmonic analysis (QAA), for identifying biophysically-relevant reaction coordinates and substates within MD simulations. Further characterization of conformation space should consider the temporal dynamics specific to each identified substate.Results: Our model uses hierarchical clustering to learn energetically coherent substates and dynamic modes of motion from a 0.5 mu s ubiqutin simulation. Autoregressive (AR) modeling within and between states enables a compact and generative description of the conformational landscape as it relates to functional transitions between binding poses. Lacking a predictive component, QAA is extended here within a general AR model appreciative of the trajectory's temporal dependencies and the specific, local dynamics accessible to a protein within identified energy wells. These metastable states and their transition rates are extracted within a QAA-derived subspace using hierarchical Markov clustering to provide parameter sets for the second-order AR model. We show the learned model can be extrapolated to synthesize trajectories of arbitrary length.
机译:动机:分子动力学(MD)模拟极大地改善了对蛋白质运动,能量学和功能的原子学理解。这些不断增长的数据集需要相应地强调用于表征模拟数据的轨迹分析方法,特别是因为功能性蛋白质运动和转变通常是罕见的和/或复杂的事件。观察到此类事件会导致长尾空间分布,我们最近开发了一种基于高阶统计量的降维方法,称为拟非谐分析(QAA),用于在MD模拟中识别生物物理相关的反应坐标和子状态。结果:我们的模型使用层次聚类从0.5μs泛素模拟中学习能量一致的子状态和运动的动态模式。状态之间和状态之间的自回归(AR)建模使构象景观的紧凑和生成描述成为可能,因为它涉及绑定姿势之间的功能转换。由于缺乏预测成分,因此QAA在通用AR模型中得到了扩展,该模型可了解轨迹的时间依赖性以及确定的能量井中蛋白质可访问的特定局部动力学。使用层次马尔可夫聚类在QAA派生的子空间中提取这些亚稳状态及其跃迁速率,以提供用于二阶AR模型的参数集。我们表明,可以将学习的模型外推以合成任意长度的轨迹。

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