研究本征无序蛋白及其复合物的计算方法

Zi Hao Liu, Maria Tsanai, Oufan Zhang, Julie Forman-Kay, Teresa Head-Gordon
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引用次数: 0

摘要

1999 年,Wright 和 Dyson 强调了这样一个事实,即所有生物体蛋白质组的大部分都是由在生理条件下缺乏球状结构的蛋白质序列组成的。此后,生物物理学界在揭示本质无序蛋白(IDPs)和本质无序区(IDRs)的复杂结构和动态特性方面取得了长足进步。与晶体学光束线及其在简化折叠蛋白质结构获取方面的作用不同,一种针对IDPs/IDRs的综合实验和计算方法已经出现。在本视角中,我们旨在提供当前针对 IDPs 和 IDRs 以及最近针对其复合物和相分离状态的计算工具的有力概述,包括统计模型、基于物理的方法和机器学习方法,这些方法允许根据多种溶液实验数据类型生成和验证结构集合。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Computational Methods to Investigate Intrinsically Disordered Proteins and their Complexes
In 1999 Wright and Dyson highlighted the fact that large sections of the proteome of all organisms are comprised of protein sequences that lack globular folded structures under physiological conditions. Since then the biophysics community has made significant strides in unraveling the intricate structural and dynamic characteristics of intrinsically disordered proteins (IDPs) and intrinsically disordered regions (IDRs). Unlike crystallographic beamlines and their role in streamlining acquisition of structures for folded proteins, an integrated experimental and computational approach aimed at IDPs/IDRs has emerged. In this Perspective we aim to provide a robust overview of current computational tools for IDPs and IDRs, and most recently their complexes and phase separated states, including statistical models, physics-based approaches, and machine learning methods that permit structural ensemble generation and validation against many solution experimental data types.
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