Conditional Hierarchical Bayesian Tucker Decomposition for Genetic Data Analysis

We analyze large, multidimensional, sparse counting data sets, finding unsupervised groups to provide unique insights into genetic data. We create gene and biological pathway groups based on patients' variants to find common risk factors for four common types of cancer (breast, lung, prostate, and colorectal) and autism spectrum disorder. To accomplish this, we extend latent Dirichlet allocation to multiple dimensions and design distinct methods for hierarchical topic modeling. Our conditional hierarchical Bayesian Tucker decomposition models are more coherent than the baseline models.

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Publication Details

Published
2025-05-05
DOI
https://doi.org/10.1109/cai64502.2025.00079
Primary Topic
Bayesian Methods and Mixture Models
Type
article
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article

Conditional Hierarchical Bayesian Tucker Decomposition for Genetic Data Analysis

Diego Klabjan, Adam L. Sandler, Yuan Luo
Bayesian Methods and Mixture Models
article

Conditional Hierarchical Bayesian Tucker Decomposition for Genetic Data Analysis

Diego Klabjan, Adam L. Sandler, Yuan Luo
article en

Abstract

We analyze large, multidimensional, sparse counting data sets, finding unsupervised groups to provide unique insights into genetic data. We create gene and biological pathway groups based on patients' variants to find common risk factors for four common types of cancer (breast, lung, prostate, and colorectal) and autism spectrum disorder. To accomplish this, we extend latent Dirichlet allocation to multiple dimensions and design distinct methods for hierarchical topic modeling. Our conditional hierarchical Bayesian Tucker decomposition models are more coherent than the baseline models.

Northwestern University (US), Applied Mathematics (United States) (US), Management Sciences (United States) (US)
Openalex Percentile: Top 92%
Bayesian Methods and Mixture Models
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