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Locally sparse varying coefficient mixed model with application to longitudinal microbiome differential abundance
Locally sparse varying coefficient mixed model with application to longitudinal microbiome differential abundance
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Locally sparse varying coefficient mixed model with application to longitudinal microbiome differential abundance
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Locally sparse varying coefficient mixed model with application to longitudinal microbiome differential abundance
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Locally sparse varying coefficient mixed model with application to longitudinal microbiome differential abundance
Locally sparse varying coefficient mixed model with application to longitudinal microbiome differential abundance
Paper

Locally sparse varying coefficient mixed model with application to longitudinal microbiome differential abundance

2026
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Overview
Differential abundance (DA) analysis in microbiome studies has recently been used to uncover a plethora of associations between microbial composition and various health conditions. While current approaches to DA typically apply only to cross-sectional data, many studies feature a longitudinal design to better understand the underlying microbial dynamics. To study DA in longitudinal microbial studies, we introduce a novel varying coefficient mixed-effects model with local sparsity. The proposed method can identify time intervals of significant group differences while accounting for temporal dependence. Specifically, we exploit a penalized kernel smoothing approach for parameter estimation and include a random effect to account for serial correlation. In particular, our method operates effectively regardless of whether sampling times are shared across subjects, accommodating irregular sampling and missing observations. Simulation studies demonstrate the necessity of modeling dependence for precise estimation and support recovery. The application of our method to a longitudinal study of mice oral microbiome during cancer development revealed significant scientific insights that were otherwise not discernible through cross-sectional analyses. An R implementation is available at https://github.com/fontaine618/LSVCMM.
Publisher
Cornell University Library, arXiv.org