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Granger Causality in Systems Biology: Modeling Gene Networks in Time Series Microarray Data Using Vector Autoregressive Models

机译:系统生物学中的格兰杰因果关系:使用向量自回归模型在时间序列微阵列数据中建模基因网络

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Understanding the molecular biological processes underlying disease onset requires a detailed description of which genes are expressed at which time points and how their products interact in so-called cellular networks. High-throughput technologies, such as gene expression analysis using DNA microarrays, have been extensively used with this purpose. As a consequence, mathematical methods aiming to infer the structure of gene networks have been proposed in the last few years. Granger causality-based models are among them, presenting well established mathematical interpretations to directionality at the edges of the regulatory network. Here, we describe the concept of Granger causality and explore recent advances and applications in gene expression regulatory networks by using extensions of Vector Autoregressive models.
机译:了解疾病发作的分子生物学过程需要详细描述哪些基因在什么时间点表达以及它们的产物如何在所谓的细胞网络中相互作用。为此,已广泛使用高通量技术,例如使用DNA微阵列进行基因表达分析。结果,最近几年提出了旨在推断基因网络结构的数学方法。其中包括基于Granger因果关系的模型,这些模型在监管网络的边缘为方向性提供了完善的数学解释。在这里,我们描述了格兰杰因果关系的概念,并通过使用Vector自回归模型的扩展探索了基因表达调控网络中的最新进展和应用。

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