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Activity Number: 62 - High-Dimensional Regression Methods
Type: Contributed
Date/Time: Sunday, August 7, 2022 : 4:00 PM to 5:50 PM
Sponsor: Biometrics Section
Abstract #323129
Title: A Two-Part Tweedie Model for Differential Analysis of Omics Data
Author(s): Arinjita Bhattacharyya* and Himel Mallick and Suvo Chatterjee
Companies: Merck & Co., Inc. and Merck Research Laboratories and Merck
Keywords: Tweedie regression; Imaging; logistic regression; genomics; over-dispersion; differential expression
Abstract:

We propose a two-part Tweedie regression model for testing the association between features (e.g., gene expression, microbial abundances, and other omics data) and clinical and demographical covariates. The model includes a logistic regression component to model the presence/absence of a feature in the samples and a Tweedie regression component to model non-zero abundance or expression profiles. The Tweedie sub-model relies on the flexible Tweedie distribution that can capture a large dynamic range of statistical properties observed in multi-platform omics data such as heavy tails, sparsity, and over-dispersion, among others. We illustrate our method using comprehensive simulation benchmarking, and real data analyses. The proposed method is available as part of the open-source R package Tweedieverse https://github.com/himelmallick/Tweedieverse.


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