Knowledge Graphs
Also known as KG
Overview
Knowledge graphs organize facts as entities, relations, and often schemas or provenance, making information from different sources easier to connect, query, and inspect. Work spans graph construction from text and databases, entity alignment and completion, and reasoning with ontologies, rules, embeddings, and graph neural networks. Large language models are increasingly used to build and query graphs, often combining graph traversal with retrieval to answer multi-hop questions in domains such as medicine, science, and law. A central challenge is ensuring graphs are complete, consistent, and well-evidenced at scale; benchmarks also need to test genuine multi-hop reasoning rather than simpler link prediction, while preserving the traceability that makes graph-based answers useful.
Latest papers
232 papers19 papers in the last four weeks, down 47% on the four weeks before. 0.1% of all new papers.
The EpisTwin: A Knowledge Graph-Grounded Neuro-Symbolic Architecture for Personal AI
An LLM-Guided Query-Aware Inference System for GNN Models on Large Knowledge Graphs
Odin: Multi-Signal Graph Intelligence for Autonomous Discovery in Knowledge Graphs
From Flat to Structural: Enhancing Automated Short Answer Grading with GraphRAG
Multi-hop Reasoning and Retrieval in Embedding Space: Leveraging Large Language Models with Knowledge
The Initial Exploration Problem in Knowledge Graph Exploration
The Climate Change Knowledge Graph: Supporting Climate Services
HEHRGNN: A Unified Embedding Model for Knowledge Graphs with Hyperedges and Hyper-Relational Edges
Instructor-Aligned Knowledge Graphs for Personalized Learning
RUVA: Personalized Transparent On-Device Graph Reasoning
Return of the Schema: Building Complete Datasets for Machine Learning and Reasoning on Knowledge Graphs
The Wikidata Query Logs Dataset
CausalRAG2: Hierarchical Causal Knowledge Graph Design for RAG
UltRAG: a Universal Simple Scalable Recipe for Knowledge Graph RAG
Navigating Taxonomic Expansions of Entity Sets Driven by Knowledge Bases
linear'' approach does not unveil the richer taxonomic'' structures present in knowledge resources. A recent logic-based framework introduces the notion of an expansion graph: a rooted directed acyclic graph where each node represents a semantic generalization labeled by a logical formula, and edges encode strict semantic inclusion. This structure supports taxonomic expansions of entity sets driven by knowledge bases. Yet, the potentially large size of such graphs may make full materialization impractical in real-world scenarios. To overcome this, we formalize reasoning tasks that check whether two tuples belong to comparable, incomparable, or the same nodes in the graph. Our results show that these tasks are intractable in general, that they remain intractable when the number of input tuples is bounded, and that they become solvable in polynomial time when the descriptions of the entities are small as well. The bounds we establish are tight. This enables local, incremental navigation of expansion graphs, supporting practical applications without requiring full graph construction.