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Nonparametric Bayesian functional clustering for time-course microarray data

机译:非参数贝叶斯函数聚类的时程微阵列数据

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Time-course microarray experiments track gene expression levels across several time points. They provide valuable insights into genome-wide dynamic aspects of gene regulations. We focus on gene clustering analysis in this paper. We explore a nonparametric Bayesian method for constructing clusters in functional space from the characteristics of gene profiles. In particular, we model each gene profile using a B-spline basis. So each gene is characterized by the basis coefficients of the spline fitting. Then we place a Dirichlet process prior on the basis coefficients to determine clusters of the genes. We essentially construct a hierarchical Dirichlet processes mixing model that assigns genes into the same cluster if they share the same latent basis coefficients. A simulation study is conducted to compare the proposed method to the K-means clustering method, a model-based clustering method (MCLUST), and a two-stage version of them in terms of the adjusted Rand index. We show our new method has better adjusted Rand index number among all these methods. We apply this nonparametric Bayesian clustering method to a real data set with 6 time points to gain further insights into how genes with similar profiles are clustered together and we find their functional annotation in Gene-Ontology groups using GOstats.
机译:时程微阵列实验跟踪多个时间点的基因表达水平。他们提供了有关基因调控全基因组动态方面的宝贵见解。在本文中,我们专注于基因聚类分析。我们探索了一种非参数贝叶斯方法,用于从基因图谱的特征构建功能空间中的簇。特别地,我们使用B样条对每个基因概况进行建模。因此,每个基因的特征在于样条拟合的基础系数。然后,我们在基础系数上进行Dirichlet处理,以确定基因簇。本质上,我们构建了一个分层的Dirichlet过程混合模型,该模型将基因共享相同的潜在基础系数时分配给相同的簇。进行了仿真研究,以将提出的方法与K-means聚类方法,基于模型的聚类方法(MCLUST)以及根据调整后的Rand指数将其分为两阶段进行比较。我们证明了在所有这些方法中,我们的新方法都可以更好地调整兰德指数。我们将这种非参数贝叶斯聚类方法应用于具有6个时间点的真实数据集,以进一步了解具有相似特征的基因如何聚类在一起,并使用GOstats在基因本体组中找到它们的功能注释。

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