Aperture: Merge-Consistent Rotary States for Compressed Tokens
On the map: Efficient LLM inference and serving → Prompt and context compression also fits: Audio and omni-modal token compression
Abstract (arXiv)
Token compression combines content from several positions, yet rotary position embeddings usually assign the merged token one coordinate. We ask what positional information must survive later merges. Aperture stores Fourier moments of the token's weighted support at the model's rotary frequencies. We prove that these moments have minimal real dimension among continuous states sufficient for the selected expected rotary interactions. Represented mass makes updates additive; attention normalisation remains a separate readout choice. Uniform intervals give a centre rotation times a sinc gain. We characterise when centres determine interval widths and construct matched examples where they do not. Numerical checks verify the weighted-support implementation. In trained temporal readers, compression transfer varies with gain calibration and feature placement. In a prespecified native video question-answering comparison, stored support reaches 65.63% accuracy versus 67.12% for the deployed merging rule. These results separate exact positional preservation under compression from downstream benefit.
Key facts. No citing papers in the map yet (data through 7 Oct 2026). Placed in Prompt and context compression, one of 12 directions in Efficient LLM inference and serving. Builds on 30 of its 35 references that are in the map. First posted on arXiv 29 Sep 2026.
Builds on
30 of 35 references.
References · 30
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18 more
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- 2025Cramming 1568 Tokens into a Single Vector and Back Again: Exploring the Limits of Embedding Space Capacity
- 2026Compressing Sequences in the Latent Embedding Space: K-Token Merging for Large Language Models
- 2025LLaVA-Scissor: Token Compression with Semantic Connected Components for Video LLMs
- 2024Position IDs Matter: An Enhanced Position Layout for Efficient Context Compression in Large Language Models
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