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Implicit Reward as the Bridge: A Unified View of SFT and DPO Connections

NeurIPS 2025 · Large language models › Alignment and preferences · approach: Robust and calibrated DPO · 1 citations (OpenAlex)

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Proposes a unified theoretical view that SFT is a special case of implicit reward learning shared with DPO, and uses this to motivate smaller SFT learning rates and alternative f-divergence SFT objectives that improve post-DPO instruction-following performance.

Problem

The theoretical relationship between SFT and preference learning (DPO) in LLM post-training is poorly understood, and SFT is usually treated as a warm-up step; the KL term in SFT derived from distribution matching appears constant w.r.t. the policy.

Approach

Derives via non-adversarial distribution matching with KL regularization that SFT (total-variation case) optimizes the same optimal policy-reward subspace as DPO, argues the KL term is zero-order and so does not constrain updates, reduces the SFT learning rate to compensate, and proposes Pearson chi-square and squared Hellinger SFT objectives that retain the KL term.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
reduce the SFT learning rate (ablation)Llama3-8B SFT followed by DPO · AlpacaEval 2win rate (%): 14.2 -> 16.2Helped
reduce the SFT learning rate (ablation)Mistral-7B SFT followed by DPO · AlpacaEval 2win rate (%): 12.5 -> 16.7Helped
reduce the SFT learning rate (ablation)Llama3-8B SFT followed by SimPO · AlpacaEval 2win rate (%): 21.3 -> 25.0Helped
reduce the SFT learning rate (ablation)Mistral-7B SFT followed by SimPO · AlpacaEval 2win rate (%): 22.9 -> 24.0Helped
replace total variation SFT with Pearson χ² SFT (ablation)Llama3-8B SFT followed by DPO · AlpacaEval 2win rate (%): 16.2 -> 17.7Helped
replace total variation SFT with Squared Hellinger SFT (ablation)Llama3-8B SFT followed by DPO · AlpacaEval 2win rate (%): 16.2 -> 17.3Helped
replace total variation SFT with Pearson χ² SFT (ablation)Mistral-7B SFT followed by DPO · AlpacaEval 2win rate (%): 16.7 -> 19.0Helped
replace total variation SFT with Squared Hellinger SFT (ablation)Mistral-7B SFT followed by DPO · AlpacaEval 2win rate (%): 16.7 -> 20.9Helped
replace total variation SFT with Pearson χ² SFT (ablation)Llama3-8B SFT before DPO · AlpacaEval 2win rate (%): 4.3 -> 3.7Hurt
replace total variation SFT with Squared Hellinger SFT (ablation)Llama3-8B SFT before DPO · AlpacaEval 2win rate (%): 4.3 -> 3.7Hurt
replace total variation SFT with Pearson χ² SFT (ablation)Mistral-7B SFT before DPO · AlpacaEval 2win rate (%): 3.7 -> 3.4Hurt
replace total variation SFT with Squared Hellinger SFT (ablation)Mistral-7B SFT before DPO · AlpacaEval 2win rate (%): 3.7 -> 3.5Hurt

Surprising findings

Limitations

Experimental setup

Datasets: UltraChat-200K UltraFeedback MATH-500

Benchmarks: AlpacaEval 2 Arena-Hard MT-Bench MATH-500

Metrics: length-controlled win rate win rate MT-Bench score Kendall rank correlation

Baselines: SFT DPO SimPO RRHF SLiC-HF CPO IPO KTO ORPO R-DPO

Builds on: Direct Preference Optimization SimPO non-adversarial imitation learning maximum-entropy RL

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