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Improving LLM Final Representations with Inter-Layer Geometry

NeurIPS 2026 · Graph learning › Graph self-supervised learning · approach: Multi-view graph clustering · 0 citations (OpenAlex)

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Proposes Cayley-Encoder, a GNN over a sparse Cayley graph on SL(2,Z_n) whose nodes are frozen-LLM layer representations, to aggregate inter-layer signals for downstream prediction.

Problem

Final-layer representations of LLMs may miss task-relevant signals in intermediate layers, while existing fixes either pick the best layer per task or use costly attention-based inter-layer aggregation.

Approach

Treat each LLM layer's mean-pooled representation as a node in a fixed graph and aggregate with a GNN; a 4-regular Cayley graph over SL(2,Z_n) gives a sparse, regular, low-diameter topology that is cheaper than a fully connected layer graph while keeping inter-layer communication effective.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: Banking77 Emotion MTOP Domain MTOP Intent Poem Sentiment STSBenchmark STS12 STS13 STS14 STS15 STS16 BIOSSES

Benchmarks: Banking77 Emotion MTOP Domain MTOP Intent Poem Sentiment STSBenchmark STS12 STS13 STS14 STS15 STS16 BIOSSES

Metrics: accuracy Spearman correlation

Baselines: Last-Layer Best-Layer Weighted (ELMo-style) MLP Last-Layer DWAtt Deepset LoRA Random-Regular graph

Builds on: Expander Graph Propagation Cayley Graph Propagation DWAtt ELMo LoRA

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