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What are you sinking? A geometric approach on attention sink

NeurIPS 2025 · Architectures and efficiency › Attention and transformers · approach: Attention head mechanisms · 1 citations (OpenAlex)

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Proposes a geometric "reference frame" account of attention sinks, classifying them as centralized, distributed, or bidirectional, and links these types to position encoding choices using topology, spectral graph, KL, and Fisher analyses on pretrained models.

Problem

Attention sinks, where certain tokens attract disproportionate attention regardless of semantics, are usually treated as architectural artifacts or model-specific quirks; the paper asks what geometric function they serve and how architecture shapes them.

Approach

Attention sinks are reframed as reference frames that anchor representation manifolds. Three types (centralized, distributed, bidirectional) are tied to position encoding: standard RoPE gives centralized, NTK-scaled RoPE gives distributed, and absolute embeddings give bidirectional. Support comes from analyses of existing pretrained models, not from a training-time intervention.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use NTK-aware scaled RoPE instead of standard RoPEDecoder-only transformer · STEM Wikipedia sentencesAvg. sink concentration: 82.93% -> 69.92%Mixed
Use NTK-aware scaled RoPE instead of standard RoPEDecoder-only transformer · STEM Wikipedia sentencesAvg. KL Reduction (t=0.8): -0.0974 -> -0.0088Mixed
Use NTK-aware scaled RoPE instead of standard RoPEDecoder-only transformer · STEM Wikipedia sentencesHigh-threshold algebraic connectivity effectiveness: 0.04 (1/28 layers) -> 0.25 (7/28 layers)Helped
Use absolute position embeddings instead of standard RoPETransformer · STEM Wikipedia sentencesFinal layer Betti_0: 26.43 -> 1.69Mixed
Use absolute position embeddings instead of standard RoPETransformer · STEM Wikipedia sentencesHigh-threshold algebraic connectivity effectiveness: 0.04 (1/28 layers) -> 0.38 (9/24 layers)Helped
Use absolute position embeddings instead of standard RoPETransformer · STEM Wikipedia sentencesAvg. sink concentration: 82.93% -> 66.86%Mixed

Surprising findings

Limitations

Experimental setup

Datasets: STEM-focused Wikipedia sentences (6-50 tokens)

Metrics: Betti numbers persistence Fiedler value star-likeness degree centralization KL reduction Fisher information norm directional influence geometric-semantic alignment

Builds on: RoPE ALiBi Pythia

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