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WASD: Wasserstein-based Knowledge Distillation for Large Language Models

NeurIPS 2026 · Large language models › Language, safety and interpretability · approach: LLM unlearning and benchmarks

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Proposes WASD, a Sinkhorn-divergence-based distillation objective for autoregressive LLMs that uses teacher token-embedding costs and a stop-gradient dual-potential loss, improving instruction-following, summarization, translation, math and code distillation.

Problem

Existing LLM knowledge distillation divergences compare probabilities index-wise and ignore token-level semantic similarity; entropy-regularized Wasserstein objectives are biased away from the teacher distribution.

Approach

Use the debiased Sinkhorn divergence with a cost matrix from teacher token embeddings, and show its gradient equals that of a simple stop-gradient loss weighting student next-token log-probabilities by the difference of dual potentials (cross-transport minus self-transport), avoiding extra networks or backprop through the solver.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: databricks-dolly-15k OpenWebText Flores-200 DialogSum GSM8k WizardCoder

Benchmarks: Dolly Eval Self-Instruct Vicuna Super NI UnNI AlpacaEval Evol-Instruct UltraFeedback Flores-200 DialogSum GSM8k HumanEval

Metrics: ROUGE-L Self-BLEU win rate COMET accuracy pass@1

Baselines: KL RKL TV GJS SKL SRKL alpha-beta divergence CSD GKD TAID DistiLLM ABKD

Builds on: Wasserstein distance Sinkhorn divergence AMiD CSD WPR

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