计算机科学
过渡(遗传学)
水准点(测量)
过渡状态
功能(生物学)
一致性(知识库)
折叠(DSP实现)
生物系统
人工神经网络
药物发现
化学
分子动力学
采样(信号处理)
人工智能
离散化
统计物理学
构象集合
计算生物学
算法
数据挖掘
物理
过渡时间
理论计算机科学
深层神经网络
数据一致性
作者
Cheng Giuseppe Chen,Chenyu Tang,Alberto Megías,Radu A. Talmazan,Sergio Contreras Arredondo,Benoît Roux,Christophe Chipot
标识
DOI:10.1021/acs.jctc.6c00007
摘要
The discovery of transition pathways to unravel distinct reaction mechanisms and, in general, rare events that occur in molecular systems is still a challenge. Recent advances have focused on analyzing the transition-path ensemble using the committor probability, widely regarded as the most informative one-dimensional reaction coordinate. Consistency between transition pathways and the committor function is essential for accurate mechanistic insight. In this work, we propose an iterative framework to infer the committor and, subsequently, to identify the most relevant transition pathways. Starting from an initial guess for the transition path, we generate biased sampling, from which we train a neural network to approximate the committor probability. From this learned committor, we extract dominant transition channels as discretized strings lying on isocommittor surfaces. These pathways are then used to enhance sampling and iteratively refine both the committor and transition paths until convergence. The resulting committor enables accurate estimation of the reaction rate constant. We demonstrate the effectiveness of our approach on benchmark systems, including a two-dimensional model potential, peptide conformational transitions, a Diels-Alder reaction, and the reversible folding of the Trp-cage.
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