GNN Theory & Methods
Statistical principles for graph neural networks and graph algorithms with interpretable, reproducible pipelines.
Statistical principles for graph neural networks and graph algorithms with interpretable, reproducible pipelines.
High‑dimensional estimators exploiting sparsity and graph structure; confidence measures for downstream decisions.
Spectral methods for sparse, spatial, and tensor count data, with applications from scientific documents to microbial communities.
Coverage‑calibrated UQ for structured estimators and GNNs to support reproducible scientific claims.
High‑dimensional estimators exploiting sparsity and graph structure.
Principled selection and filtering of training data to improve learning while controlling unintended changes in model behavior.
Expression and velocity as complementary signals; unsupervised GNN embeddings and spatial PCA reveal spatial programs.
Multimodal integration for thermotolerance and phototaxis; linking omic profiles to stress phenotypes.
Topic models reveal microbial community structure across environments, while mechanistic studies examine how bacterial vitamin sharing emerges from release and uptake.
Understanding when graph convolutions help brain connectome prediction, and how bias, measurement error, and double-dipping affect evaluation.