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闭环的守恒

Conservation of closed loops.

作者信息

Yew Boon K, Chintapalli Sree V, Upton Graham G C, Reynolds Christopher A

机构信息

Department of Biological Sciences, University of Essex, Wivenhoe Park, Colchester, CO4 3SQ, United Kingdom.

出版信息

J Mol Graph Model. 2007 Oct;26(3):652-5. doi: 10.1016/j.jmgm.2007.03.011. Epub 2007 Mar 24.

Abstract

The closed loop hypothesis of Berezovsky and Trifonov implicates the closure of loops of length 25-35 through hydrophobic interactions at the 'locks' as a key event in protein folding. The hypothesis is supported by published analyses of nine major superfolds. Here, we have generated multiple sequence alignments for the nine superfolds with PDB codes lthb, 1ilb, 256b, 2rhe, 1aps, 2stv, 4fxn (2fox), lubq and 7tim and have analysed the degree of conservation at the loop ends. Seventy percent of these loop ends are found to be well conserved and the peak in the distribution of distances between these well conserved regions lies at around 25 residues; both observations are consistent with the Berezovsky and Trifonov's hypothesis.

摘要

别列佐夫斯基和特里福诺夫的闭环假说认为,长度为25 - 35的环通过“锁”处的疏水相互作用而闭合,这是蛋白质折叠中的关键事件。该假说得到了已发表的对9种主要超折叠结构分析的支持。在此,我们为具有PDB代码lthb、1ilb、256b、2rhe、1aps、2stv、4fxn(2fox)、lubq和7tim的9种超折叠结构生成了多序列比对,并分析了环末端的保守程度。发现这些环末端的70%具有良好的保守性,并且这些保守区域之间距离分布的峰值位于约25个残基处;这两个观察结果均与别列佐夫斯基和特里福诺夫的假说一致。

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