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Graph-Based Re-ranking: Emerging Techniques, Limitations, and Opportunities

Md Shahir Zaoad, Niamat Zawad, Priyanka Ranade, Richard Krogman, Latifur Khan, James Holt

TL;DR

The paper surveys graph-based re-ranking approaches for Retrieval Augmented Generation, focusing on how Graph Neural Networks leverage relational knowledge to refine initial retrievals. It presents a taxonomy of models across Pointwise, Pairwise, and Listwise paradigms, and surveys graph-construction strategies ranging from document- to entity-level graphs and knowledge-graph augmentations. Key contributions include a synthesis of architectures (e.g., GAR, KGPR, GraphMonoT5, AMR-based G-RAG) and a discussion of external knowledge integration, subgraph construction, and cross-encoder combinations. The work highlights the lack of standardized benchmarks and reproducibility as major barriers and provides recommendations to advance the field with static benchmarks, consistent evaluation, and robust graph-generation pipelines.

Abstract

Knowledge graphs have emerged to be promising datastore candidates for context augmentation during Retrieval Augmented Generation (RAG). As a result, techniques in graph representation learning have been simultaneously explored alongside principal neural information retrieval approaches, such as two-phased retrieval, also known as re-ranking. While Graph Neural Networks (GNNs) have been proposed to demonstrate proficiency in graph learning for re-ranking, there are ongoing limitations in modeling and evaluating input graph structures for training and evaluation for passage and document ranking tasks. In this survey, we review emerging GNN-based ranking model architectures along with their corresponding graph representation construction methodologies. We conclude by providing recommendations on future research based on community-wide challenges and opportunities.

Graph-Based Re-ranking: Emerging Techniques, Limitations, and Opportunities

TL;DR

The paper surveys graph-based re-ranking approaches for Retrieval Augmented Generation, focusing on how Graph Neural Networks leverage relational knowledge to refine initial retrievals. It presents a taxonomy of models across Pointwise, Pairwise, and Listwise paradigms, and surveys graph-construction strategies ranging from document- to entity-level graphs and knowledge-graph augmentations. Key contributions include a synthesis of architectures (e.g., GAR, KGPR, GraphMonoT5, AMR-based G-RAG) and a discussion of external knowledge integration, subgraph construction, and cross-encoder combinations. The work highlights the lack of standardized benchmarks and reproducibility as major barriers and provides recommendations to advance the field with static benchmarks, consistent evaluation, and robust graph-generation pipelines.

Abstract

Knowledge graphs have emerged to be promising datastore candidates for context augmentation during Retrieval Augmented Generation (RAG). As a result, techniques in graph representation learning have been simultaneously explored alongside principal neural information retrieval approaches, such as two-phased retrieval, also known as re-ranking. While Graph Neural Networks (GNNs) have been proposed to demonstrate proficiency in graph learning for re-ranking, there are ongoing limitations in modeling and evaluating input graph structures for training and evaluation for passage and document ranking tasks. In this survey, we review emerging GNN-based ranking model architectures along with their corresponding graph representation construction methodologies. We conclude by providing recommendations on future research based on community-wide challenges and opportunities.

Paper Structure

This paper contains 15 sections, 4 equations, 1 figure, 1 table.

Figures (1)

  • Figure 1: The overall re-ranking pipeline. (1) The input query is passed to the retriever, (2) which then retrieves the top $n$ documents. (3) The query and the documents are processed by the encoder. (4) The embeddings are passed to the relevance matcher for similarity calculations (5) which are then utilized for creating edges between nodes. (6) The graph information is then passed to the re-ranker to (7) get the final re-ranked list of documents.