Spatial Modeling for Correlated Cancers Using Bivariate Directed Graphs
Leiwen Gao, Sudipto Banerjee, and Abhirup Datta

TL;DR
This paper introduces a Bayesian hierarchical spatial autocorrelation model using directed acyclic graphs to analyze and interpret the geographic association between multiple cancers, exemplified by lung and esophagus cancer in California.
Contribution
It develops a novel interpretable bivariate spatial model that captures both spatial and endemic associations between cancers, outperforming existing models.
Findings
Significant association found between lung and esophagus cancer rates in California.
The proposed model outperforms existing bivariate spatial models.
Provides a framework for analyzing multiple diseases with spatial dependencies.
Abstract
Disease maps are an important tool in cancer epidemiology used for the analysis of geographical variations in disease rates and the investigation of environmental risk factors underlying spatial patterns. Cancer maps help epidemiologists highlight geographic areas with high and low prevalence, incidence, or mortality rates of cancers, and the variability of such rates over a spatial domain. When more than one cancer is of interest, the models must also capture the inherent or endemic association between the diseases in addition to the spatial association. This article develops interpretable and easily implementable spatial autocorrelation models for two or more cancers. The article builds upon recent developments in univariate disease mapping that have shown the use of mathematical structures such as directed acyclic graphs to capture spatial association for a single cancer, estimating…
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