RBT-Km:多序列比对的K-Means聚类

J. Taheri, Albert Y. Zomaya
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引用次数: 3

摘要

提出了一种解决多序列比对(MSA)问题的新方法。将K-Means聚类与橡胶带技术(Rubber Band Technique, RBT)相结合,引入了一种迭代优化算法RBT- km,用于寻找一组输入蛋白质序列的最优对齐。在这种技术中,MSA问题被建模为橡皮筋,而解空间被建模为具有输入序列中最有可能相关和/或生物相关的几个极点对应位置的板。然后使用K-Means聚类来区分生物学上相关的位置和那些可能偶然出现的位置。RBT-Km使用该领域的知名基准之一(BALiBASE 2.0)进行了测试。结果表明,即使在复杂序列的情况下,所提出的技术也具有优越性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
RBT-Km: K-Means clustering for Multiple Sequence Alignment
This paper presents a novel approach for solving the Multiple Sequence Alignment (MSA) problem. K-Means clustering is combined with the Rubber Band Technique (RBT) to introduce an iterative optimization algorithm, namely RBT-Km, to find the optimal alignment for a set of input protein sequences. In this technique, the MSA problem is modeled as a Rubber Band, while the solution space is modeled as plate with several poles corresponding locations in the input sequences that are most likely to be correlated and/or biologically related. K-Means clustering is then used to discriminate biologically related locations from those that may appear by chance. RBT-Km is tested with one of the well-known benchmarks in this field (BALiBASE 2.0). The results demonstrate the superiority of the proposed technique even in the case of formidable sequences.
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