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检验蛋白质-配体对接中重新评分成功的假设和假说。

Testing assumptions and hypotheses for rescoring success in protein-ligand docking.

作者信息

O'Boyle Noel M, Liebeschuetz John W, Cole Jason C

机构信息

Cambridge Crystallographic Data Centre, Cambridge, UK.

出版信息

J Chem Inf Model. 2009 Aug;49(8):1871-8. doi: 10.1021/ci900164f.

Abstract

In protein-ligand docking, the scoring function is responsible for identifying the correct pose of a particular ligand as well as separating ligands from nonligands. Recently there has been considerable interest in schemes that combine results from several scoring functions in an effort to achieve improved performance in virtual screens. One such scheme is consensus scoring, which involves combining the results from several rescoring experiments. Although there have been a number of studies that have investigated factors affecting success in consensus scoring, these studies have not addressed the question of why a rescoring strategy works in the first place. Here we propose and test two alternative hypotheses for why rescoring has the potential to improve results, using GOLD 4.0. The "consensus" hypothesis is that rescoring is a way of combining results from two scoring functions such that only true positives are likely to score highly. The "complementary" hypothesis is that the two scoring functions used in rescoring have complementary strengths; one is better at ranking actives with respect to inactives while the other is better at ranking poses of actives. We find that in general it is this hypothesis that explains success in a rescoring experiment. We also test an assumption of any rescoring method, which is that the scores obtained are representative of the fitness of the docked pose. We find that although rescored poses tended to have slightly higher clash values than their docked equivalents, in general the scores were representative.

摘要

在蛋白质-配体对接中,评分函数负责识别特定配体的正确构象,并将配体与非配体区分开来。最近,人们对将几种评分函数的结果结合起来以提高虚拟筛选性能的方案产生了浓厚兴趣。一种这样的方案是一致性评分,它涉及将多个重新评分实验的结果结合起来。尽管已经有许多研究调查了影响一致性评分成功的因素,但这些研究尚未解决重新评分策略最初为何有效的问题。在这里,我们使用GOLD 4.0提出并测试了关于重新评分为何有潜力改善结果的两个替代假设。“一致性”假设是,重新评分是一种结合两个评分函数结果的方式,这样只有真正的阳性结果才可能获得高分。“互补性”假设是,重新评分中使用的两个评分函数具有互补的优势;一个在区分活性分子与非活性分子方面表现更好,而另一个在排列活性分子的构象方面表现更好。我们发现,一般来说,正是这个假设解释了重新评分实验的成功。我们还测试了任何重新评分方法的一个假设,即获得的分数代表对接构象的适合度。我们发现,尽管重新评分后的构象往往比其对接的等效构象具有略高的冲突值,但总体而言,分数是具有代表性的。

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