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Showing 13 papers for 2026-07-27

A Graph-Based Control Interface for Traffic Signals on Heterogeneous Road Networks
GNN Graph Learning

We propose a traffic-signal control interface that uses a shared graph neural network to assign scores to individual traffic movements. Each junction then converts these scores into its own variable-sized set of legal signal phases via a deterministic incidence matrix. The design uses directed corridor nodes to provide context and movement nodes to represent input–output paths; learning focuses on movement scores while phase definitions and timing remain non-learned, enabling scalable control on heterogeneous road networks.

Remedying Coarsening-Based GNN Training under Heterophily via Adaptive Complementary Enhancement
GNN Graph Learning

Coarsening-based training scales GNNs but hurts performance on heterophilic graphs. We show empirically and theoretically that existing coarsening methods lose crucial heterophily signals and degrade accuracy. We propose Adaptive Complementary Enhancement that preserves or recovers heterophily information during coarsening, improving performance on challenging graphs.

LatentFlow: Visual Analytics for Latent Space Analysis in Molecular Graph Neural Networks
GNN Graph Learning

LatentFlow introduces visual analytics for exploring latent spaces of molecular GNNs. It helps chemists understand how molecular embeddings organize chemical information and reflect meaningful relationships, enabling diagnosis of model behavior beyond predictive accuracy. The tool supports interactive exploration of latent structure to reveal chemistries encoded by the model.

Efficient Recommendations via Graph Coarsening and Label Propagation
Graph Learning

We address scalable graph-based recommendations with a combination of graph coarsening and label propagation. This approach constructs smaller, structurally representative graphs from large-scale systems to reduce computation while maintaining predictive quality. The method is flexible and applicable to industrial-scale recommendation problems.

Local-Global Geometric Insights for Graph Neural Networks via Entropic Curvature
GNN Graph Theory Graph Learning

We introduce Entropic Curvature, a global transport-based notion of curvature on graphs. Extending the Lott–Sturm–Villani framework to discrete graphs via the entropy along Wasserstein geodesics, it provides insights into how information propagates and helps address oversmoothing and oversquashing in GNNs.

Spectral Flow Certificates for Depth-Aware Long-Range Propagation in Graph Neural Networks
GNN Graph Learning

GNNs rely on local message passing, which can hinder long-range propagation on graphs. We propose Spectral Flow Certificates (SFCs), inexpensive, single-scalar certificates computed from normalized Laplacians that reveal before training whether a graph supports depth-aware long-range information flow, without modifying or training models.

PostDeg: Placement Beats Parameterization in LayerNorm GNNs
GNN Graph Learning

LayerNorm in GNNs often erases topology signals (degree, centrality). We analyze where in residual blocks this erasure happens and find that a positive per-node scalar inserted before LayerNorm is canceled by normalization, while the same scalar after LayerNorm affects the representation magnitude; the surviving slot is the post-LayerNorm position. PostDeg provides a parameter-free post-LayerNorm placement to preserve topology signals.

A General Framework for Learning Algebraic Properties from Cayley Graphs using Graph Neural Networks
GNN Graph Learning Graph Theory

We present a general GNN framework for learning algebraic properties from Cayley graphs of finite groups. The pipeline unifies graph construction, features, training, and architecture, while different tasks only change the target labeling function. We demonstrate learning properties such as abelianity and nilpotence across diverse Cayley graphs.

Graph-Theoretic Neural Network Fragmentation with Covariant Direct Molecular Force Learning: Enabling Coupled-Cluster Accuracy AIMD for Fluxional Systems
GNN Graph Learning Graph Theory

We combine graph-based molecular fragmentation with covariant direct learning of forces to enable coupled-cluster accuracy AIMD for fluxional systems. The fragmentation reduces computational cost and avoids reliance on automatic differentiation on energy surfaces, while preserving accuracy with direct force learning. This enables CC-quality dynamics for challenging reactive systems.

MineValiCoder: Reliable Code Generation with Test Case Quality Mining and Bipartite Graph-Based Mutual Validation
Graph Learning Graph Theory

MineValiCoder tackles reliable code generation with test-case quality mining and bipartite graph-based mutual validation. This reduces dependence on hand-crafted tests and mitigates stochasticity in LLM outputs, providing a more robust evaluation signal for generated code.

MedKGent: A Large Language Model Agent Framework for Constructing Temporally Evolving Medical Knowledge Graph
Knowledge Graph

MedKGent is an LLM-agent framework that builds temporally evolving medical knowledge graphs. Using over 10 million PubMed abstracts from 1975 to 2023, MedKGent incrementally constructs a KG daily via two specialized agents. The Extractor Agent identifies entities and relations; the Builder Agent integrates them over time.

RankGraph-2: Lifecycle Co-Design for Billion-Node Graph Learning in Recommendation
Graph Learning GNN

RankGraph-2 presents lifecycle co-design for billion-node graph learning in recommendation. Meta-scale deployment jointly optimizes graph construction, representation learning, and real-time serving. A co-trained cluster index enables scalable online retrieval without expensive online KNN, showing how to integrate the three stages.

Ghost Vectors: Soft-Deleted Embeddings Remain Reconstructible in HNSW Vector Databases
Graph Theory

Ghost Vectors investigates the privacy implications of soft-deleted embeddings in HNSW vector databases used by RAG. Embeddings can remain reconstructible after a deletion request, raising GDPR/HIPAA concerns. The paper analyzes reconstruction risks and discusses mitigation strategies.