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Improve the Bayesian Generalized Latent Variable Models with Non-linear Variable and Covariate of Dichotomous Data

机译:用非线性变量和二分法数据的共变量改善贝叶斯广义潜变模型

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In this paper, we develop generalized latent variable models with non-linear variable and covariate. Dichotomous variables and covariates are used in this research, and the Gibbs sampling method (Markov chain Monte-Carlo simulation) is applied for estimation. The deviance information Criterion (DIC) is used as a model comparison statistics. Truncated normal distribution is used to handle the problem of dichotomous data in variables and covariates. Statistical analyses, which include the estimation of parameters, standard deviations and their highest posterior density, are explained. The proposed method is discussed using dichotomous data with the findings extracted from the OpenBUGS software
机译:在本文中,我们用非线性变量和协变量开发广义潜变模型。在本研究中使用二分变量和协变量,吉布斯采样方法(马尔可夫链Monte-Carlo仿真)被应用于估计。偏差信息标准(DIC)用作模型比较统计。截断的正态分布用于处理变量和协变量中的二分数据的问题。解释统计分析包括参数估计,标准偏差及其最高密度的估计。使用二分法数据讨论了所提出的方法,其中从OpenBugs软件提取的结果

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