Clustering algorithms applied on analysis of protein molecular dynamics

Vinicius Carius de Souza, L. Goliatt, P. V. Z. C. Goliatt
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引用次数: 8

Abstract

Analysis of molecular dynamic (MD) simulation has been difficult since this method generates a lot of conformations. Thus clustering algorithms have been applied to group similar structures from MD simulations, but the choice of the information to be clustered is still a challenge. In this work, we propose the use of Euclidean distance matrices (EDM) from conformations as input data to clustering algorithms. We used approaches combining non-reduction or reduction of data dimensionality (MDS and isomap methods), and different clustering algorithms (k-means, ward, mean-shift and affinity propagation). Results indicated that EDM could be a good information to be used in clustering conformations from MD. For data with small protein structure variation, the mean-shift algorithm had good results in both non-reduced and reduced data. However, for data with large protein structure variation, the methods that work better with smooth-density data (k-means and ward) had good results.
聚类算法在蛋白质分子动力学分析中的应用
分子动力学(MD)模拟分析由于产生大量的构象,给分子动力学模拟分析带来了困难。因此,聚类算法已被应用于对MD模拟中的相似结构进行分组,但聚类信息的选择仍然是一个挑战。在这项工作中,我们建议使用欧几里得距离矩阵(EDM)作为聚类算法的输入数据。我们使用的方法结合了数据维数的非降维或降维(MDS和isomap方法),以及不同的聚类算法(k-means、ward、mean-shift和亲和传播)。结果表明,EDM可以作为一个很好的信息用于从MD中聚类构象。对于蛋白质结构变化较小的数据,mean-shift算法在未约简和约简的数据中都有很好的结果。然而,对于蛋白质结构变化较大的数据,使用平滑密度数据(k-means和ward)的方法效果较好。
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