聚类分析
马尔可夫链
折叠(DSP实现)
计算机科学
统计物理学
蛋白质折叠
国家(计算机科学)
马尔可夫过程
过渡(遗传学)
分子动力学
过渡状态
隐马尔可夫模型
物理
马尔可夫模型
星团(航天器)
算法
动能
条件独立性
生物系统
瞬态(计算机编程)
理论(学习稳定性)
数据挖掘
钥匙(锁)
数学
条件概率
化学
作者
Xuyang Liu,Wensheng Cai,Haohao Fu,Xueguang Shao
标识
DOI:10.1073/pnas.2531221123
摘要
Revealing the complex mechanisms of protein folding, including the transient intermediate states that govern the process, is a fundamental goal in computational biophysics. While molecular dynamics (MD) simulations generate vast amounts of data to this end, extracting a clear kinetic model from these complex, high-dimensional trajectories remains a significant challenge. We present AI-Based conditional transition clustering (CTC), a framework for analyzing MD trajectories that directly addresses the limitations of state-centric methods. Conventional approaches, such as Markov state models, rely on predefined geometric clustering or assume fixed linear dynamics, which can bias the discovery of protein conformational states. CTC operates on a "dynamics-centric" principle, defining a conformational state as a kinetically trapped region identified after analyzing the system dynamics, not before. By leveraging AI-based normalizing flows to estimate conditional transition probabilities from the MD data, CTC identifies states as "kinetic islands" with low escape probabilities. Applying CTC to protein-folding simulations successfully identifies critical intermediate and transition states, revealing folding pathways without prior assumptions about the number of states or their kinetic properties. This approach provides a more objective and physically grounded method for uncovering the complex mechanisms of biomolecular systems.
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