SOTAVerified

Graph Learning

Graph learning is a branch of machine learning that focuses on the analysis and interpretation of data represented in graph form. In this context, a graph is a collection of nodes (or vertices) and edges, where nodes represent entities and edges represent the relationships or interactions between these entities. This structure is particularly useful for modeling complex networks found in various domains such as social networks, biological networks, and communication networks.

Graph learning leverages the relationships and structures within the graph to learn and make predictions. It includes techniques like graph neural networks (GNNs), which extend the concept of neural networks to handle graph-structured data. These models are adept at capturing the dependencies and influence of connected nodes, leading to more accurate predictions in scenarios where relationships play a key role.

Key applications of graph learning include recommender systems, drug discovery, social network analysis, and fraud detection. By utilizing the inherent structure of graph data, graph learning algorithms can uncover deep insights and patterns that are not apparent with traditional machine learning approaches.

Papers

Showing 8190 of 1570 papers

TitleStatusHype
Towards Unbiased Federated Graph Learning: Label and Topology Perspectives0
Ember: A Compiler for Efficient Embedding Operations on Decoupled Access-Execute Architectures0
Federated Prototype Graph Learning0
NetTAG: A Multimodal RTL-and-Layout-Aligned Netlist Foundation Model via Text-Attributed GraphCode1
Between Linear and Sinusoidal: Rethinking the Time Encoder in Dynamic Graph LearningCode0
Graph-based Approaches and Functionalities in Retrieval-Augmented Generation: A Comprehensive Survey0
Scalable Hypergraph Structure Learning with Diverse Smoothness PriorsCode0
Toward General and Robust LLM-enhanced Text-attributed Graph Learning0
Alleviating Performance Disparity in Adversarial Spatiotemporal Graph Learning Under Zero-Inflated Distribution0
LGIN: Defining an Approximately Powerful Hyperbolic GNNCode0
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Benchmark Results

#ModelMetricClaimedVerifiedStatus
1HaloGraphNetR^20.97Unverified