Generalized Estimating Equations for Hearing Loss Data with Specified Correlation Structures
Zhuoran Wei, Hanbing Zhu, Sharon Curhan, Gary Curhan, Molin Wang

TL;DR
This paper introduces a novel method for modeling correlation structures in hearing loss data using second-order GEE, leading to improved efficiency in estimating covariate effects, especially with moderate to strong within-cluster correlations.
Contribution
It proposes modeling correlation coefficients with second-order GEE to enhance estimation efficiency in hearing loss data analysis, outperforming traditional GEE methods.
Findings
The proposed method shows significant efficiency gains in simulations.
Efficiency improvements are greater for within-cluster covariates.
Application to real data demonstrates practical utility.
Abstract
Due to the nature of pure-tone audiometry test, hearing loss data often has a complicated correlation structure. Generalized estimating equation (GEE) is commonly used to investigate the association between exposures and hearing loss, because it is robust to misspecification of the correlation matrix. However, this robustness typically entails a moderate loss of estimation efficiency in finite samples. This paper proposes to model the correlation coefficients and use second-order generalized estimating equations to estimate the correlation parameters. In simulation studies, we assessed the finite sample performance of our proposed method and compared it with other methods, such as GEE with independent, exchangeable and unstructured correlation structures. Our method achieves an efficiency gain which is larger for the coefficients of the covariates corresponding to the within-cluster…
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Taxonomy
TopicsNoise Effects and Management
