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A model for analyzing spatially correlated binary data clustered in uncorrelated lattices

机译:用于分析不相关晶格中聚集的空间相关二进制数据的模型

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摘要

In recent years, the spatial lattice data has been a motivating issue for researches. Modeling of binary variables observed at locations on a spatial lattice has been sufficiently investigated and the autologistic model is a popular tool for analyzing these data. But, there are many situations where binary responses are clustered in several uncorrelated lattices, and only a few studies were found to investigate the modeling of binary data distributed in such spatial structure. Besides, due to spatial dependency in data exact likelihood analyses is not possible. Bayesian inference, for the autologistic function due to intractability of its normalizing-constant, often has limitations and difficulties. In this study, spatially correlated binary data clustered in uncorrelated lattices are modeled via autologistic regression and IBF (inverse Bayes formulas) sampler with help of introducing latent variables, is extended for posterior analysis and parameter estimation. The proposed methodology is illustrated using simulated and real observations.
机译:近年来,空间格状数据一直是研究的动力。已经充分研究了在空间格上的位置处观察到的二进制变量的建模,并且自物流模型是分析这些数据的流行工具。但是,在许多情况下,二进制响应聚集在几个不相关的晶格中,只有很少的研究可以研究分布在这种空间结构中的二进制数据的建模。此外,由于数据中的空间依赖性,不可能进行精确的似然分析。对于贝叶斯推理,由于归一化常数的难处理性而导致的自逻辑功能通常具有局限性和困难。在这项研究中,通过自动逻辑回归对不相关晶格中聚集的空间相关二进制数据进行建模,并借助引入潜在变量的IBF(逆贝叶斯公式)采样器进行扩展,以进行后验分析和参数估计。使用模拟和真实的观察结果说明了所提出的方法。

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