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Multiple Bennett acceptance ratio made easy for replica exchange simulations

机译:多个Bennett接受率使复制副本仿真变得容易

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摘要

In this paper, we illustrate a practical technique to improve the efficiency of the so-called multiple Bennett acceptance ratio (MBAR) estimator [Shirts and Chodera, J. Chem. Phys. 129, 124105 (2008)] for computing thermodynamic expectations of physical quantities, from samples drawn from Hamiltonian or temperature replica exchange simulations. The methods exploit the Crooks fluctuation theorem [Crooks, J. Stat. Phys. 90, 1481 (1998)] for accurately evaluating the partition functions ratios of neighboring replicas, thus providing an excellent initial guess for the MBAR iterative procedure.
机译:在本文中,我们说明了一种实用的技术,可以提高所谓的多重Bennett接受率(MBAR)估计器的效率[Shirts and Chodera,J. Chem。物理129,124105(2008)],用于计算物理量的热力学期望值,这些期望值是从哈密顿量或温度副本交换模拟中提取的样本得出的。该方法利用了Crooks波动定理[Crooks,J. Stat。物理90,1481(1998)]用于精确评估相邻副本的分区函数比率,从而为MBAR迭代过程提供了极好的初始猜测。

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