AGRaME: Any-Granularity Ranking with Multi-Vector Embeddings
Revanth Gangi Reddy, Omar Attia, Yunyao Li, Heng Ji, Saloni Potdar

TL;DR
This paper introduces AGRaME, a flexible ranking method using multi-vector embeddings that can operate at various granularities without multiple encodings, improving tasks like sentence and proposition ranking.
Contribution
It proposes a novel multi-granular contrastive loss and demonstrates its effectiveness for sentence and proposition ranking, enabling flexible, fine-grained search.
Findings
Outperforms existing methods in proposition-level ranking for retrieval-augmented generation.
Enables flexible ranking at multiple granularities with a single encoding.
Improves citation addition in retrieval-augmented generation tasks.
Abstract
Ranking is a fundamental and popular problem in search. However, existing ranking algorithms usually restrict the granularity of ranking to full passages or require a specific dense index for each desired level of granularity. Such lack of flexibility in granularity negatively affects many applications that can benefit from more granular ranking, such as sentence-level ranking for open-domain question-answering, or proposition-level ranking for attribution. In this work, we introduce the idea of any-granularity ranking, which leverages multi-vector embeddings to rank at varying levels of granularity while maintaining encoding at a single (coarser) level of granularity. We propose a multi-granular contrastive loss for training multi-vector approaches, and validate its utility with both sentences and propositions as ranking units. Finally, we demonstrate the application of…
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Taxonomy
TopicsRough Sets and Fuzzy Logic · Multi-Criteria Decision Making
