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An Algorithmic Approach to the Identification of Rigid Domains in Proteins

机译:蛋白质刚性结构域识别的算法方法

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Many proteins undergo conformational changes to perform their functions. A simple mechanism of conformational change in proteins is a rigid domain motion, in which two parts of a structure move rigidly with respect to each other. The identification of rigid domains is therefore useful in understanding the structure-function relationship of proteins. Many algorithms, including those in [16], [22], [13], [10], and [19], have been developed to identify rigid domains. In this paper we complement these works by proposing a mathematical definition of a rigid domain. We argue that our definition more accurately captures the intuitive notion of rigid domain in the previous work, than the quantitative definition of a rigid domain introduced by Nichols et al. [ 19]. Furthermore, our definition admits a practical approximation algorithm. We can prove theoretical guarantee on the quality of the output of our algorithm. We implement a randomized version of our algorithm, and demonstrate its effectiveness on several known protein complexes.
机译:许多蛋白质经历构象变化以执行其功能。蛋白质构象变化的一种简单机制是刚性结构域运动,其中结构的两个部分相对于彼此刚性运动。因此,刚性结构域的鉴定对于理解蛋白质的结构-功能关系很有用。已经开发出许多算法,包括[16],[22],[13],[10]和[19]中的算法,以识别刚性域。在本文中,我们通过提出刚性域的数学定义来补充这些工作。我们认为,与Nichols等人引入的对刚性域的定量定义相比,我们的定义更准确地反映了先前工作中对刚性域的直观概念。 [19]。此外,我们的定义接受了一种实用的近似算法。我们可以证明我们算法输出质量的理论保证。我们实现了算法的随机版本,并证明了其对几种已知蛋白质复合物的有效性。

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