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A Novel Multi-objectivisation Approach for Optimising the Protein Inverse Folding Problem

机译:一种新颖的多目标化方法,用于优化蛋白质逆折叠问题

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In biology, the subject of protein structure prediction is of continued interest, not only to chart the molecular map of the living cell, but also to design proteins of new functions. The Inverse Folding Problem (IFP) is in itself an important research problem, but also at the heart of most rational protein design approaches. In brief, the IFP consists in finding sequences that will fold into a given structure, rather than determining the structure for a given sequence - as in conventional structure prediction. In this work we present a Multi Objective Genetic Algorithm (MOGA) using the diversity-as-objective (DAO) variant of multi-objectivisation, to optimise secondary structure similarity and sequence diversity at the same time, hence pushing the search farther into wide-spread areas of the sequence solution-space. To control the high diversity generated by the DAO approach, we add a novel Quantile Constraint (QC) mechanism to discard an adjustable worst quantile of the population. This DAO-QC approach can efficiently emphasise exploitation rather than exploration to a selectable degree achieving a trade-off producing both better and more diverse sequences than the standard Genetic Algorithm (GA). To validate the final results, a subset of the best sequences was selected for tertiary structure prediction. The super-positioning with the original protein structure demonstrated that meaningful sequences are generated underlining the potential of this work.
机译:在生物学中,蛋白质结构预测的主题一直备受关注,不仅要绘制活细胞的分子图,而且要设计具有新功能的蛋白质。折叠反问题(IFP)本身是一个重要的研究问题,也是大多数合理蛋白质设计方法的核心。简而言之,IFP在于寻找将折叠成给定结构的序列,而不是像常规结构预测中那样为给定序列确定结构。在这项工作中,我们提出了一种多目标遗传算法(MOGA),该算法使用了多目标化的作为目标的多样性(DAO)变体,以同时优化二级结构相似性和序列多样性,从而将搜索推向了更广阔的领域。扩展序列解空间的区域。为了控制DAO方法生成的高多样性,我们添加了一种新颖的分位数约束(QC)机制,以丢弃总体中可调整的最差分位数。与标准的遗传算法(GA)相比,这种DAO-QC方法可以在选择程度上有效地强调开发而不是探索,从而实现折衷,从而产生更好,更多样化的序列。为了验证最终结果,选择了最佳序列的一个子集用于三级结构预测。与原始蛋白质结构的重叠表明,产生了有意义的序列,突显了这项工作的潜力。

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