Husmeier Dirk, Werhli Adriano V
Biomathematics and Statistics Scotland, Edinburgh, United Kingdom.
Comput Syst Bioinformatics Conf. 2007;6:85-95.
There have been various attempts to improve the reconstruction of gene regulatory networks from microarray data by the systematic integration of biological prior knowledge. Our approach is based on pioneering work by Imoto et al., where the prior knowledge is expressed in terms of energy functions, from which a prior distribution over network structures is obtained in the form of a Gibbs distribution. The hyperparameters of this distribution represent the weights associated with the prior knowledge relative to the data. To complement the work of Imoto et al., we have derived and tested an MCMC scheme for sampling networks and hyperparameters simultaneously from the posterior distribution. We have assessed the viability of this approach by reconstructing the RAF pathway from cytometry protein concentrations and prior knowledge from KEGG.
已经有各种尝试通过系统整合生物学先验知识来改进从微阵列数据重建基因调控网络的方法。我们的方法基于井本等人的开创性工作,其中先验知识以能量函数的形式表示,从该能量函数中以吉布斯分布的形式获得网络结构上的先验分布。这种分布的超参数表示相对于数据与先验知识相关联的权重。为了补充井本等人的工作,我们推导并测试了一种用于从后验分布中同时对网络和超参数进行采样的MCMC方案。我们通过从细胞计数法蛋白质浓度重建RAF通路以及从KEGG获取先验知识来评估这种方法的可行性。