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有多少种蛋白质折叠基序?

How many protein folding motifs are there?

作者信息

Crippen G M, Maiorov V N

机构信息

College of Pharmacy, University of Michigan, Ann Arbor 48109, USA.

出版信息

J Mol Biol. 1995 Sep 8;252(1):144-51. doi: 10.1006/jmbi.1995.0481.

Abstract

As the three-dimensional structures of more and more proteins are determined by experiment, discovering substantially novel folding motifs becomes ever rarer. The natural question is how many motifs are there and how many have already been found? In order to answer this in at least one plausible and well-defined sense, we have chosen a quantitative measure of conformational similarity, rho (based on optimal rigid body superposition), and a means of generating all possible three-dimensional chain conformations using the discrete cosine transform. How many different folding motifs there are then depends on the specified cutoff in rho and on the flexibility allowed for the model polypeptide chain. For single chain proteins having no more than about 170 residues and which are not beta-barrels, there are only about 128 motifs that differ by rho > 1.0 (an extremely vague level of similarity), of which so far only 100 have been seen experimentally. The remaining 28 can be viewed as very low-resolution models of either undiscovered novel folds or violations of unknown principles of protein folding.

摘要

随着越来越多蛋白质的三维结构通过实验确定,发现全新的折叠基序变得越来越罕见。自然而然会产生的问题是,存在多少种基序,以及已经发现了多少种?为了至少在一种合理且明确的意义上回答这个问题,我们选择了一种构象相似性的定量度量指标rho(基于最优刚体叠加),以及一种使用离散余弦变换生成所有可能三维链构象的方法。那么不同折叠基序的数量取决于rho中指定的截止值以及模型多肽链所允许的灵活性。对于残基数量不超过约170个且不是β桶状结构的单链蛋白质,只有约128种基序在rho > 1.0时存在差异(这是一个极其模糊的相似性水平),其中到目前为止仅通过实验观察到100种。其余28种可以被视为未发现的新折叠或违反未知蛋白质折叠原理的非常低分辨率的模型。

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