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Assessing protein conformational sampling methods based on bivariate lag-distributions of backbone angles

机译:基于主干角二元滞后分布的蛋白质构象抽样方法

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摘要

Despite considerable progress in the past decades, protein structure prediction remains one of the major unsolved problems in computational biology. Angular-sampling-based methods have been extensively studied recently due to their ability to capture the continuous conformational space of protein structures. The literature has focused on using a variety of parametric models of the sequential dependencies between angle pairs along the protein chains. In this article, we present a thorough review of angular-sampling-based methods by assessing three main questions: What is the best distribution type to model the protein angles? What is a reasonable number of components in a mixture model that should be considered to accurately parameterize the joint distribution of the angles? and What is the order of the local sequence–structure dependency that should be considered by a prediction method? We assess the model fits for different methods using bivariate lag-distributions of the dihedral/planar angles. Moreover, the main information across the lags can be extracted using a technique called Lag singular value decomposition (LagSVD), which considers the joint distribution of the dihedral/planar angles over different lags using a nonparametric approach and monitors the behavior of the lag-distribution of the angles using singular value decomposition. As a result, we developed graphical tools and numerical measurements to compare and evaluate the performance of different model fits. Furthermore, we developed a web-tool () that can be used to produce informative animations.
机译:尽管在过去的几十年中取得了长足的进步,但是蛋白质结构的预测仍然是计算生物学中尚未解决的主要问题之一。由于基于角采样的方法能够捕获蛋白质结构的连续构象空间,因此近年来已得到广泛研究。文献集中在使用沿着蛋白质链的角度对之间的顺序依赖性的各种参数模型。在本文中,我们通过评估三个主要问题对基于角度采样的方法进行了全面的回顾:什么是模拟蛋白质角度的最佳分布类型?在混合模型中应考虑多少个合理数量的分量才能准确地参数化角度的联合分布?预测方法应考虑的局部序列-结构依赖性的顺序是什么?我们使用二面角/平面角的二元滞后分布评估适用于不同方法的模型拟合。此外,可以使用称为滞后奇异值分解(LagSVD)的技术提取跨滞后的主要信息,该技术使用非参数方法考虑不同滞后上二面角/平面角的联合分布,并监视滞后分布的行为使用奇异值分解的角度。结果,我们开发了图形工具和数值测量来比较和评估不同模型拟合的性能。此外,我们开发了一个网络工具(),可用于制作内容丰富的动画。

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