BAYESIAN SPATIAL TEMPORAL TREND ANALYSIS FOR DECISION MAKING AND RISK ASSESSMENT IN DENGUE INCIDENCE STUDIES: A CASE OF TAMILNADU
subject: Bayesian hierarchical modeling; Bayesian modeling; Leroux CAR prior; Spatial temporal
description: This study presents a Bayesian spatial-temporal analysis for studying Dengue incidence in Tamil Nadu, aiming to provide insights into decision-making and risk assessment strategies. Statistical models that allow a more accurate depiction of true disease rates by borrowing information from neighboring regions will help mitigate the effects of sparsely populated regions and deliver better inference. Perhaps the most conspicuous manner of modeling spatial dependence is to introduce spatially associated random effects within a Bayesian hierarchical setting. The Bayesian modeling and inferential framework are flexible and extremely rich in its capabilities to accumulate various scientific hypotheses and assumptions. The spatial and spatial temporal epidemiology is concerned with the description and analysis of spatial and spatial temporal variations in disease risk with respect to risk factors. As the primary aim of this work is to quantify the spatial disease pattern of dengue incidences apart from the mapping of disease modelling the disease and finding spatial clusters/hotpots is one important aspect in epidemiology is to find the temporal trends in or outside of clusters. In this study, a spatial-temporal trends model is fitted using the Leroux CAR priors set up for studying the spatial-temporal disease patterns with the estimation of the temporal trends with reference to dengue incidences in Tamil Nadu, India. 2025, Gnedenko Forum. All rights reserved.
creator: Ramasamy, Jaisankar; Murugesan, Ranjani
source: Reliability: Theory and Applications;Volume;20;Issue;1;pp.219-226
publisher: Gnedenko Forum
date: 01-01-2025
rights: Restricted Access; Hardcopy may be available in the library
relation: ISSN: 19322321;
format: online
language: English
type: Article
coverage: Ramasamy J., Department of Statistics, Bharathiar University, Tamil Nadu, Coimbatore, India; Murugesan R., Department of Statistics and Data Science, Christ University, Karnataka, Bengaluru, India