Spatially Varying Gene Regulatory Networks via Bayesian Nonparametric Covariate-Dependent Directed Cyclic Graphical Models
Trisha Dawn, Yang Ni

TL;DR
This paper introduces BNP-DCGx, a Bayesian nonparametric model that captures spatially varying gene regulatory networks with feedback loops, addressing limitations of existing models by allowing continuous variation and ensuring stability.
Contribution
We develop a novel covariate-dependent hierarchical Bayesian model with a random partition to learn stable, cyclic gene networks that vary smoothly across spatial tissue regions.
Findings
Accurately recovers piecewise constant and smooth graph structures in simulations.
Identifies spatially varying regulatory feedback loops in brain tissue.
Reveals potential cell subtypes based on regulatory mechanisms.
Abstract
Spatial transcriptomics technologies enable the measurement of gene expression with spatial context, providing opportunities to understand how gene regulatory networks vary across tissue regions. However, existing graphical models focus primarily on undirected graphs or directed acyclic graphs, limiting their ability to capture feedback loops that are prevalent in gene regulation. Moreover, ensuring the so-called stability condition of cyclic graphs, while allowing graph structures to vary continuously with spatial covariates, presents significant statistical and computational challenges. We propose BNP-DCGx, a Bayesian nonparametric approach for learning spatially varying gene regulatory networks via covariate-dependent directed cyclic graphical models. Our method introduces a covariate-dependent random partition as an intermediary layer in a hierarchical model, which discretizes the…
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Taxonomy
TopicsSingle-cell and spatial transcriptomics · Bayesian Methods and Mixture Models · Bayesian Modeling and Causal Inference
