Joint Quantile Disease Mapping with Application to Malaria and G6PD Deficiency
Hanan Alahmadi, H{\aa}vard Rue, Janet van Niekerk

TL;DR
This paper introduces a joint quantile regression framework for disease mapping, enabling analysis of the relationship between Malaria and G6PD deficiency across different quantile levels, using Bayesian inference with INLA.
Contribution
It proposes a novel joint quantile regression model for multiple diseases, allowing flexible covariate effects and application to disease mapping with Bayesian inference.
Findings
Identified potential link between G6PD deficiency and lower Malaria levels.
Demonstrated model's applicability on African disease data.
Showed advantages over mean regression in disease association analysis.
Abstract
Statistical analysis based on quantile regression methods is more comprehensive, flexible, and less sensitive to outliers when compared to mean regression methods. When the link between different diseases are of interest, joint disease mapping is useful for measuring directional correlation between them. Most studies study this link through multiple correlated mean regressions. In this paper we propose a joint quantile regression framework for multiple diseases where different quantile levels can be considered. We are motivated by the theorized link between the presence of Malaria and the gene deficiency G6PD, where medical scientist have anecdotally discovered a possible link between high levels of G6PD and lower than expected levels of Malaria initially pointing towards the occurrence of G6PD inhibiting the occurrence of Malaria. This link cannot be investigated with mean regressions…
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Taxonomy
TopicsStatistical Methods and Inference · Advanced Statistical Methods and Models · Statistical Methods and Bayesian Inference
