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A Bayesian approach to reconstructing genetic regulatory networks with hidden factors

机译:用贝叶斯方法重建具有隐藏因素的遗传调控网络

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Motivation: We have used state-space models (SSMs) to reverse engineer transcriptional networks from highly replicated gene expression profiling time series data obtained from a well-established model of T cell activation. SSMs are a class of dynamic Bayesian networks in which the observed measurements depend on some hidden state variables that evolve according to Markovian dynamics. These hidden variables can capture effects that cannot be directly measured in a gene expression profiling experiment, for example: genes that have not been included in the microarray, levels of regulatory proteins, the effects of mRNA and protein degradation, etc.Results: We have approached the problem of inferring the model structure of these state-space models using both classical and Bayesian methods. In our previous work, a bootstrap procedure was used to derive classical confidence intervals for parameters representing 'gene-gene' interactions over time. In this article, variational approximations are used to perform the analogous model selection task in the Bayesian context. Certain interactions are present in both the classical and the Bayesian analyses of these regulatory networks. The resulting models place JunB and JunD at the centre of the mechanisms that control apoptosis and proliferation. These mechanisms are key for clonal expansion and for controlling the long term behavior (e.g. programmed cell death) of these cells.
机译:动机:我们已经使用状态空间模型(SSM)从高度成熟的T细胞活化模型获得的高度复制的基因表达图谱时间序列数据中逆向工程转录网络。 SSM是一类动态贝叶斯网络,其中观察到的测量值取决于一些隐马尔代夫状态变量,这些变量根据马尔可夫动力学而演化。这些隐藏变量可以捕获无法在基因表达谱实验中直接测量的效应,例如:微阵列中未包含的基因,调节蛋白的水平,mRNA和蛋白降解的效应等。解决了使用经典方法和贝叶斯方法来推断这些状态空间模型的模型结构的问题。在我们以前的工作中,使用引导程序来得出代表“基因-基因”相互作用随时间变化的参数的经典置信区间。在本文中,使用变分近似来执行贝叶斯上下文中的相似模型选择任务。这些监管网络的经典分析和贝叶斯分析都存在某些相互作用。所得模型将JunB和JunD置于控制细胞凋亡和增殖的机制的中心。这些机制是克隆扩增和控制这些细胞的长期行为(例如程序性细胞死亡)的关键。

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