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What is the minimum number of letters required to fold a protein?

机译:折叠蛋白质所需的最少字母数是多少?

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摘要

Experimental studies have shown that the full sequence complexity of naturally occurring proteins is not required to generate rapidly folding and functional proteins, i.e. proteins can be designed with fewer than 20 letters. This raises the question of what is the minimum number of amino acid types required to encode complex protein folds? Here, we investigate this issue from three aspects. First, we study the minimum sequence complexity that can reserve the necessary structural information for detection of distantly related homologues. Second, we compare the ability of designing foldable model sequences over a wide range of reduced amino acid alphabets, which find the minimum number of letters that have the similar design ability as 20. Finally, we survey the lower bound of alphabet size of globular proteins in a non-redundant protein database. These different approaches give a remarkably consistent view, that the minimum number of letters required to fold a protein is around ten.
机译:实验研究表明,天然蛋白质的完整序列复杂性对于生成快速折叠和功能性蛋白质并不需要,即蛋白质的设计字母少于20个即可。这就提出了一个问题,即编码复杂蛋白质折叠所需的最小氨基酸类型是多少?在这里,我们从三个方面研究这个问题。首先,我们研究了最小的序列复杂度,该复杂度可以保留必要的结构信息以用于检测远缘同源物。其次,我们比较了在广泛的还原氨基酸字母范围内设计可折叠模型序列的能力,这些氨基酸序列发现了具有与20相似的设计能力的最小字母数量。最后,我们调查了球状蛋白质字母大小的下限在非冗余蛋白质数据库中。这些不同的方法给出了非常一致的观点,即折叠蛋白质所需的最小字母数约为10。

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