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Spatial Bayesian Variable Selection with Application to Functional Magnetic Resonance Imaging (fMRI) by King Yang Department of Statistical Science Duke UniversityDate: Approved: Fan Li, Supervisor
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Dukespacelibdukeeduyangduke0066n11050spatial Bayesian variable selection refers to a statistical methodology that utilizes Bayesian approaches to identify and select relevant variables in spatial analyses. It incorporates spatial correlation structures to improve the selection of variables that best explain the variability in spatial data.
Researchers and analysts conducting spatial data analyses that require variable selection using Bayesian methods are typically the ones required to utilize dukespacelibdukeeduyangduke0066n11050spatial Bayesian variable selection.
Filling out dukespacelibdukeeduyangduke0066n11050spatial Bayesian variable selection typically involves specifying the spatial model, the variables to be considered for selection, applying Bayesian inference techniques, and assessing the model fit based on criteria such as the marginal likelihood.
The purpose of dukespacelibdukeeduyangduke0066n11050spatial Bayesian variable selection is to efficiently identify which variables influence the spatial phenomena under study, thus reducing model complexity and improving interpretability and predictive accuracy.
Information required to be reported includes the selected variables, the statistical model used, prior distributions, the results of the variable selection process, and any diagnostics relevant to the performance of the model.
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