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Hybrid Gibbs-Sampling Algorithm for Challenging Motif Discovery: Gibbs DST

机译:挑战基序的混合GIBBS - 采样算法:GIBBS DST

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The difficulties of computational discovery of transcription factor binding sites (TFBS) are well represented by (I, d) planted motif challenge problems. Large d problems are difficult, particularly for profile-based motif discovery algorithms. Their local search in the profile space is apparently incompatible with subtle motifs and large mutational distances between the motif occurrences.Herein, an improved profile-based method called Gibbs DST is described and tested on (15,4), (12,3), and (18,6) challenging problems. For the first time for a profile-based method, its performance in motif challenge problems is comparable to that of Random Projection. It is noteworthy that Gibbs DST outperforms a pattern-based algorithm, WINNOWER, in some cases. Effectiveness of Gibbs DST using a biological dataset as an example and its possible extension to more realistic evolution models are also introduced.
机译:转录因子结合位点(TFBs)计算发现的困难是由(I,D)种植的基序挑战问题的良好代表。大D问题很困难,特别是对于基于个人资料的基于型图案发现算法。他们在简介空间中的本地搜索与微妙的图案和主题出现之间的大型突变距离显然是不兼容的。(15,4),(12,3),描述和测试了一种称为Gibbs DST的改进的基于型材的方法。 (18,6)挑战问题。首次用于基于个人资料的方法,其在图案挑战问题中的性能与随机投影的性能相当。值得注意的是,在某些情况下,Gibbs DST优于基于模式的算法,Winnower。还介绍了GIBBS DST的有效性作为一个例子,以及其可能的更逼真的演化模型的可能扩展。

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