首页> 外文会议>PSB;Pacific symposium on biocomputing; 20090105-09;20090105-09; Kohala Coast, HI(US);Kohala Coast, HI(US) >A BAYESIAN INTEGRATION MODEL OF HIGH-THROUGHPUT PROTEOMICS AND METABOLOMICS DATA FOR IMPROVED EARLY DETECTION OF MICROBIAL INFECTIONS
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A BAYESIAN INTEGRATION MODEL OF HIGH-THROUGHPUT PROTEOMICS AND METABOLOMICS DATA FOR IMPROVED EARLY DETECTION OF MICROBIAL INFECTIONS

机译:改进微生物感染早期检测的高通量蛋白质组学和代谢组学数据的贝叶斯积分模型

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High-throughput (HTP) technologies offer the capability to evaluate the genome, proteome, and metabolome of an organism at a global scale. This opens up new opportunities to define complex signatures of disease that involve signals from multiple types of biomolecules. However, integrating these data types is difficult due to the heterogeneity of the data. We present a Bayesian approach to integration that uses posterior probabilities to assign class memberships to samples using individual and multiple data sources; these probabilities are based on lower-level likelihood functions derived from standard statistical learning algorithms. We demonstrate this approach on microbial infections of mice, where the bronchial alveolar lavage fluid was analyzed by three HTP technologies, two proteomic and one metabolomic. We demonstrate that integration of the three datasets improves classification accuracy to ~89% from the best individual dataset at ~83%. In addition, we present a new visualization tool called Visual Integration for Bayesian Evaluation (VIBE) that allows the user to observe classification accuracies at the class level and evaluate classification accuracies on any subset of available data types based on the posterior probability models defined for the individual and integrated data.
机译:高通量(HTP)技术提供了在全球范围内评估生物体的基因组,蛋白质组和代谢组的能力。这为定义涉及多种生物分子信号的复杂疾病特征提供了新的机会。但是,由于数据的异构性,很难集成这些数据类型。我们提出了一种贝叶斯整合方法,该方法使用后验概率使用单个和多个数据源将类别成员资格分配给样本。这些概率基于从标准统计学习算法得出的低级似然函数。我们证明了这种方法对小鼠的微生物感染,其中通过三种HTP技术(两种蛋白质组学和一种代谢组学)分析了支气管肺泡灌洗液。我们证明了这三个数据集的集成将分类准确率从最佳单个数据集的〜83%提高到了〜89%。此外,我们提供了一种新的可视化工具,称为贝叶斯评估可视化集成(VIBE),该工具使用户可以在类级别观察分类准确性,并根据为该分类定义的后验概率模型评估可用数据类型的任何子集上的分类准确性。单个和集成数据。

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