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Metainference: A Bayesian inference method for heterogeneous systems

机译:元推理:异构系统的贝叶斯推理方法

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摘要

Modeling a complex system is almost invariably a challenging task. The incorporation of experimental observations can be used to improve the quality of a model and thus to obtain better predictions about the behavior of the corresponding system. This approach, however, is affected by a variety of different errors, especially when a system simultaneously populates an ensemble of different states and experimental data are measured as averages over such states. To address this problem, we present a Bayesian inference method, called “metainference,” that is able to deal with errors in experimental measurements and with experimental measurements averaged over multiple states. To achieve this goal, metainference models a finite sample of the distribution of models using a replica approach, in the spirit of the replica-averaging modeling based on the maximum entropy principle. To illustrate the method, we present its application to a heterogeneous model system and to the determination of an ensemble of structures corresponding to the thermal fluctuations of a protein molecule. Metainference thus provides an approach to modeling complex systems with heterogeneous components and interconverting between different states by taking into account all possible sources of errors.
机译:对复杂系统进行建模几乎总是一项艰巨的任务。结合实验观察可以用来改善模型的质量,从而获得有关相应系统行为的更好预测。但是,这种方法会受到各种不同错误的影响,尤其是当系统同时填充不同状态的集合并且实验数据作为此类状态的平均值进行测量时。为了解决这个问题,我们提出了一种贝叶斯推理方法,称为“ metainference”,它能够处理实验测量中的误差以及在多个状态下平均的实验测量值。为了实现此目标,本着基于最大熵原理的副本平均建模的精神,元推理使用副本方法对模型分布的有限样本进行建模。为了说明该方法,我们将其应用到异构模型系统中,并确定与蛋白质分子的热涨落相对应的结构整体。因此,元推理提供了一种方法,可通过将所有可能的错误源都考虑在内,对具有异构组件的复杂系统进行建模,并在不同状态之间进行相互转换。

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