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arXiv 2004.13689stat.APq-bio.GNq-bio.QMstat.ME
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具有潜在高斯过程的贝叶斯二项式回归模型用于DNA甲基化建模

A Bayesian binomial regression model with latent Gaussian processes for modelling DNA methylation

Aliaksandr Hubin, Geir O Storvik, Paul E Grini, Melinka A Butenko

摘要:

表观遗传观察结果由来自给定细胞池的读数总数和甲基化读数的数量表示,使得通过二项分布对该数据进行建模是合理的。有许多因素可以影响在特定区域的成功概率。此外,这些概率具有很强的空间(与基因组一起)依赖性。我们将依赖于协变量和空间依赖的甲基化概率的观察池的细胞通过一个二项式回归模型与潜在的高斯场和logit链接函数。我们采用贝叶斯方法,包括模型配置的先验规范。为了得到参数和模型的联合后验分布,我们在不同的协变量选择上运行跳模马尔可夫链蒙特卡罗算法(MJMCMC)。这还允许找到最佳协变量集以对感兴趣的基因组区域内的甲基化概率和协变量的个体边缘包含概率进行建模。

英文摘要:

Epigenetic observations are represented by the total number of reads from a given pool of cells and the number of methylated reads, making it reasonable to model this data by a binomial distribution. There are numerous factors that can influence the probability of success in a particular region. Moreover, there is a strong spatial (alongside the genome) dependence of these probabilities. We incorporate dependence on the covariates and the spatial dependence of the methylation probability for observations from a pool of cells by means of a binomial regression model with a latent Gaussian field and a logit link function. We apply a Bayesian approach including prior specifications on model configurations. We run a mode jumping Markov chain Monte Carlo algorithm (MJMCMC) across different choices of covariates in order to obtain the joint posterior distribution of parameters and models. This also allows finding the best set of covariates to model methylation probability within the genomic region of interest and individual marginal inclusion probabilities of the covariates.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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