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Boolean networks using the chi-square test for inferring large-scale gene regulatory networks

机译:使用卡方检验推断布尔基因网络的大规模基因调控网络

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Background Boolean network (BN) modeling is a commonly used method for constructing gene regulatory networks from time series microarray data. However, its major drawback is that its computation time is very high or often impractical to construct large-scale gene networks. We propose a variable selection method that are not only reduces BN computation times significantly but also obtains optimal network constructions by using chi-square statistics for testing the independence in contingency tables. Results Both the computation time and accuracy of the network structures estimated by the proposed method are compared with those of the original BN methods on simulated and real yeast cell cycle microarray gene expression data sets. Our results reveal that the proposed chi-square testing (CST)-based BN method significantly improves the computation time, while its ability to identify all the true network mechanisms was effectively the same as that of full-search BN methods. The proposed BN algorithm is approximately 70.8 and 7.6 times faster than the original BN algorithm when the error sizes of the Best-Fit Extension problem are 0 and 1, respectively. Further, the false positive error rate of the proposed CST-based BN algorithm tends to be less than that of the original BN. Conclusion The CST-based BN method dramatically improves the computation time of the original BN algorithm. Therefore, it can efficiently infer large-scale gene regulatory network mechanisms.
机译:背景布尔网络(BN)建模是从时间序列微阵列数据构建基因调控网络的常用方法。但是,它的主要缺点是其计算时间非常长,或者对于构建大规模基因网络而言通常是不切实际的。我们提出了一种变量选择方法,该方法不仅可以显着减少BN计算时间,而且还可以通过使用卡方统计量来测试列联表中的独立性来获得最佳的网络构造。结果在模拟的和真实的酵母细胞周期微阵列基因表达数据集上,将本方法估计的网络结构的计算时间和准确性与原始BN方法的计算时间和准确性进行了比较。我们的结果表明,所提出的基于卡方检验(CST)的BN方法可显着提高计算时间,而其识别所有真实网络机制的能力实际上与全搜索BN方法相同。当最佳拟合扩展问题的错误大小分别为0和1时,提出的BN算法比原始BN算法快大约70.8和7.6倍。此外,所提出的基于CST的BN算法的误报率往往小于原始BN的误报率。结论基于CST的BN方法大大缩短了原始BN算法的计算时间。因此,它可以有效地推断大规模的基因调控网络机制。

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