Correlation-Adjusted Simultaneous Testing for Ultra High-dimensional Grouped Data
Iris Ivy Gauran, Patrick Wincy Reyes, Erniel Barrios, Hernando Ombao

TL;DR
This paper introduces a novel correlation-adjusted testing procedure for high-dimensional grouped data, improving false discovery control and power in identifying differentially methylated probes in epigenetics research.
Contribution
The paper develops the CAST method that accounts for dependence among probes, providing more accurate FDR control and increased power over existing methods.
Findings
CAST outperforms benchmark methods in simulations.
CAST maintains FDR control across various group sizes.
Applied to bladder cancer data, CAST identifies both known and novel DMPs.
Abstract
Epigenetics plays a crucial role in understanding the underlying molecular processes of several types of cancer as well as the determination of innovative therapeutic tools. To investigate the complex interplay between genetics and environment, we develop a novel procedure to identify differentially methylated probes (DMPs) among cases and controls. Statistically, this translates to an ultra high-dimensional testing problem with sparse signals and an inherent grouping structure. When the total number of variables being tested is massive and typically exhibits some degree of dependence, existing group-wise multiple comparisons adjustment methods lead to inflated false discoveries. We propose a class of Correlation-Adjusted Simultaneous Testing (CAST) procedures incorporating the general dependence among probes within and between genes to control the false discovery rate (FDR).…
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Taxonomy
TopicsStatistical Methods and Inference · Bayesian Methods and Mixture Models · Advanced Clustering Algorithms Research
