Overview
Field: NLP Authors: Songhao Wu, Zhongxin Chen, Yuxuan Liu Published: 2025-06-11 arXiv: 2506.08638
Key Ideas
- LLMs show impressive zero-shot capabilities, but they struggle as off-the-shelf embedding models and underperform on large text embedding benchmarks (e.g., MTEB).
- Root cause identified: text embeddings tend to align with frequent but uninformative tokens when projected onto the vocabulary space. This over-expression of high-frequency tokens suppresses the model's ability to capture nuanced semantics.
- Insight: the unembedding matrix inside an LLM encodes a latent subspace that actively writes these high-frequency tokens into the embedding space — effectively acting as a "feature lens."
- A simple linear transformation that refines text embeddings derived from LLMs directly, with no retraining required.
- Filters out the high-frequency-token subspace, suppressing uninformative components and strengthening semantic representation.
- Achieves inherent dimensionality reduction as a byproduct: lower index storage, faster retrieval, with fully preserved quality of the refined embeddings.
- Evaluated across multiple backbone LLMs; LLMs equipped with EmbedFilter attain superior zero-shot downstream performance even with significantly reduced embedding dimensions.
EmbedFilter
Results
Abstract (original)
Large language models exhibit impressive zero-shot capabilities across a wide range of downstream tasks. However, they struggle to function as off-the-shelf embedding models, leading to suboptimal performance on massive text embedding benchmarks. In this paper, we identify a potential cause underlying this deficiency. Our motivation stems from an unexpected observation: text embeddings tend to align with frequent but uninformative tokens when projected onto the vocabulary space. We argue that this excessive expression of high-frequency tokens suppresses the model's ability to capture nuanced semantics. To address this, we introduce EmbedFilter, a simple linear transformation designed to refine text embeddings derived from LLMs directly. Specifically, we uncover that the unembedding matrix ... see full paper