Robust inference methods of diagnostic test accuracy meta-analysis for influential outlying studies via density power divergence
Kotaro Sasaki, Hisashi Noma, Theodoros Evrenoglou

TL;DR
This paper introduces robust statistical inference methods for diagnostic test accuracy meta-analysis that effectively downweight outlying studies, improving bias reduction and coverage probability.
Contribution
It develops density power divergence-based methods with data-adaptive tuning to enhance robustness against influential outliers in DTA-MA.
Findings
Methods reduce bias and RMSE compared to existing approaches.
Coverage probability improves in the presence of outliers.
Application to Mini-Mental State Examination data demonstrates effectiveness.
Abstract
In diagnostic test accuracy meta-analysis (DTA-MA), standard inference methods using bivariate random-effects models for jointly synthesizing sensitivity and specificity can be sensitive to outlying studies and may yield misleading conclusions. In this article, we propose frequentist outlier-robust statistical inference methods for DTA-MA based on density power divergence. The proposed methods automatically downweight influential outlying studies by modifying the estimating function using the robust divergence with a tuning parameter. To achieve robust yet statistically efficient inference in the presence of outlying studies, the proposed methods incorporate practical strategies for selecting the tuning parameter, including a data-adaptive criterion based on the Hyv\"arinen score. We also quantify the contributions of individual studies to the robust pooled estimates, facilitating…
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