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Classification of the possible pairs between the first anticodon and the third codon positions based on a simple model assuming two geometries with which the pairing effectively potentiates the decoding complex

机译:基于一个简单的模型,假定两个几何有效配对,从而有效增强解码复杂度,从而基于第一模型对第一反密码子位置和第三密码子位置之间的可能配对进行分类

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摘要

Crick's wobble theory states that some specific pairs between the bases at the first position of the anticodon (position 34) and the third position of the codon (position III) are allowed and the others are disallowed during the correct codon recognition. However, later researches have shown that the pairing rule, or the wobble rule, is different from the supposed one. Despite the continuing efforts including computer-aided model building studies and analyses of three-dimensional structures in the crystals of the ribosomes, the structural backgrounds of the wobble rule are still unclear. Here, I classify the possible pairs into 6 classes according to the increases accompanying the formation of the pairs in the potential productivity of the decoding complex on the basis of a simple model that was originally proposed previously and is refined here. In the model, the conformation with the base at position 34 displaced toward the minor groove side from the position for the Watson-Crick pairs is supposed to be equivalent to the conformation with the Watson-Crick pairs. It is also reasoned and supposed that some weak pairs may sometimes be allowed depending on the structural context. It is demonstrated that most of the experimental results reported so far are consistent with the model. I discuss on which experimental facts can be reasoned with the model and which need further explanations. I expect that the model will be a good basis for further understanding of the wobble rule and its structural backgrounds. (c) 2006 Elsevier Ltd. All rights reserved.
机译:Crick的摆动理论指出,在正确密码子识别过程中,反密码子第一个位置(位置34)和密码子的第三位置(位置III)的碱基之间有一些特定的配对是允许的,而其他配对则不允许。但是,后来的研究表明,配对规则或摆动规则与假定的规则不同。尽管包括计算机辅助模型建立研究和核糖体晶体中三维结构的分析在内的持续努力,但摆动规则的结构背景仍不清楚。在此,根据先前提出的简单模型,根据在解码复合体的潜在生产力中伴随成对形成的增加,将可能的成对分为6类。在该模型中,从沃森-克里克对的位置向次要槽侧偏移的位置34处的基部的构型被认为与沃森-克里克对的构型相等。也有理由认为,根据结构环境有时可能会允许一些弱对。事实证明,迄今为止报道的大多数实验结果与该模型均一致。我讨论了可以用该模型推理哪些实验事实,哪些需要进一步解释。我希望该模型将成为进一步了解摆动规则及其结构背景的良好基础。 (c)2006 Elsevier Ltd.保留所有权利。

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