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Alignment Dynamics in LLM Fine-Tuning

NeurIPS 2026 · Large language models › Instruction and fine-tuning · approach: Fine-tuning generalization and delta compression · 0 citations (OpenAlex)

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Derives a closed-form, first-order update for an alignment score under SFT (via an empirical NTK with a relatively-stable-kernel assumption), decomposing it into a Rebound Force and a Driving Force, and validates predicted rebound-under-reversal, narrowness dependence, and Rehearsal Priming on safety, emergent misalignment, and IMDb sentiment.

Problem

Alignment of LLMs is fragile under subsequent fine-tuning, and existing explanations are either gradient-geometric or static distributional descriptions that do not link parameter-space learning dynamics to function-space alignment behavior.

Approach

Defines an alignment score as the probability of aligned completions and derives its first-order change under fine-tuning via the eNTK, yielding a Rebound Force (self-interaction, scaled by alignment state and distribution narrowness) and a Driving Force (training distribution contrasted against aligned vs non-aligned posteriors), and predicts Rehearsal Priming from latent posterior residue.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: BeaverTails HEx-PHI Alpaca-cleaned IMDb Emergent Misalignment dataset

Benchmarks: BeaverTails HEx-PHI Emergent Misalignment 44-prompt elicitation set IMDb prompts

Metrics: safety rate misalignment rate positive score

Baselines: Stage 1 forward fine-tuning (initial alignment)

Builds on: empirical NTK for LLM fine-tuning Superficial Alignment Hypothesis Rebound Effect

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