首页> 外文期刊>BMC Systems Biology >Deducing corticotropin-releasing hormone receptor type 1 signaling networks from gene expression data by usage of genetic algorithms and graphical Gaussian models
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Deducing corticotropin-releasing hormone receptor type 1 signaling networks from gene expression data by usage of genetic algorithms and graphical Gaussian models

机译:通过使用遗传算法和图形高斯模型从基因表达数据推导促肾上腺皮质激素释放激素受体1型信号网络

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Background Dysregulation of the hypothalamic-pituitary-adrenal (HPA) axis is a hallmark of complex and multifactorial psychiatric diseases such as anxiety and mood disorders. About 50-60% of patients with major depression show HPA axis dysfunction, i.e. hyperactivity and impaired negative feedback regulation. The neuropeptide corticotropin-releasing hormone (CRH) and its receptor type 1 (CRHR1) are key regulators of this neuroendocrine stress axis. Therefore, we analyzed CRH/CRHR1-dependent gene expression data obtained from the pituitary corticotrope cell line AtT-20, a well-established in vitro model for CRHR1-mediated signal transduction. To extract significantly regulated genes from a genome-wide microarray data set and to deduce underlying CRHR1-dependent signaling networks, we combined supervised and unsupervised algorithms. Results We present an efficient variable selection strategy by consecutively applying univariate as well as multivariate methods followed by graphical models. First, feature preselection was used to exclude genes not differentially regulated over time from the dataset. For multivariate variable selection a maximum likelihood (MLHD) discriminant function within GALGO, an R package based on a genetic algorithm (GA), was chosen. The topmost genes representing major nodes in the expression network were ranked to find highly separating candidate genes. By using groups of five genes (chromosome size) in the discriminant function and repeating the genetic algorithm separately four times we found eleven genes occurring at least in three of the top ranked result lists of the four repetitions. In addition, we compared the results of GA/MLHD with the alternative optimization algorithms greedy selection and simulated annealing as well as with the state-of-the-art method random forest. In every case we obtained a clear overlap of the selected genes independently confirming the results of MLHD in combination with a genetic algorithm. With two unsupervised algorithms, principal component analysis and graphical Gaussian models, putative interactions of the candidate genes were determined and reconstructed by literature mining. Differential regulation of six candidate genes was validated by qRT-PCR. Conclusions The combination of supervised and unsupervised algorithms in this study allowed extracting a small subset of meaningful candidate genes from the genome-wide expression data set. Thereby, variable selection using different optimization algorithms based on linear classifiers as well as the nonlinear random forest method resulted in congruent candidate genes. The calculated interacting network connecting these new target genes was bioinformatically mapped to known CRHR1-dependent signaling pathways. Additionally, the differential expression of the identified target genes was confirmed experimentally.
机译:背景下丘脑-垂体-肾上腺(HPA)轴失调是复杂和多因素精神病(如焦虑症和情绪障碍)的标志。约有50-60%的重度抑郁症患者表现出HPA轴功能障碍,即活动过度和负反馈调节受损。神经肽促肾上腺皮质激素释放激素(CRH)及其1型受体(CRHR1)是该神经内分泌应激轴的关键调节因子。因此,我们分析了从垂体肾上腺皮质激素细胞系AtT-20获得的CRH / CRHR1依赖性基因表达数据,该细胞系是成熟的CRHR1介导的信号转导模型。为了从全基因组微阵列数据集中提取受调控的基因并推断出潜在的依赖CRHR1的信号网络,我们结合了有监督和无监督的算法。结果我们通过依次应用单变量和多变量方法以及图形模型来提出一种有效的变量选择策略。首先,特征预选被用于从数据集中排除那些随时间没有差异调节的基因。对于多元变量选择,选择了基于遗传算法(GA)的R包GALGO中的最大似然(MLHD)判别函数。对表示表达网络中主要节点的最高基因进行排名,以找到高度分离的候选基因。通过在判别函数中使用五个基因(染色体大小)的组,并分别重复四次遗传算法,我们发现至少四个重复序列中排名最高的三个结果列表中有三个出现了11个基因。此外,我们将GA / MLHD的结果与替代性优化算法贪婪选择和模拟退火以及最新方法的随机森林进行了比较。在每种情况下,我们都获得了所选基因的明显重叠,并与遗传算法结合独立地证实了MLHD的结果。利用两种无监督算法,主成分分析和图形高斯模型,通过文献挖掘确定并重建了候选基因的推定相互作用。通过qRT-PCR验证了六个候选基因的差异调控。结论本研究中监督算法和非监督算法的组合允许从全基因组表达数据集中提取一小部分有意义的候选基因。因此,使用基于线性分类器的不同优化算法以及非线性随机森林方法进行变量选择会产生一致的候选基因。连接这些新的目标基因的计算的相互作用网络被生物信息学映射到已知的CRHR1依赖信号通路。另外,通过实验确认了鉴定出的靶基因的差异表达。

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