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Distributionally Robust Token Optimization in RLHF

NeurIPS 2026 · Large language models › Alignment and preferences · approach: Robust and calibrated DPO · 0 citations (OpenAlex)

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Proposes DRTO, which applies span-level distributionally robust optimization (KL and chi-square ambiguity sets) to the actor loss of Reinforced Token Optimization (RTO) for more robust math and code reasoning under distribution shift.

Problem

LLM reasoning accuracy is brittle under small distribution shifts in wording, format, or language, and existing robust PPO/DPO variants are conservative or costly and under-use token-level credit assignment.

Approach

Partition each response into low-confidence-cut spans, compute mean PPO loss per span, and apply f-divergence DRO over spans in the RTO actor update: KL gives an exponential-tilt (entropic) reweighting, chi-square gives a mean-plus-std surrogate.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: OpenMathInstruct UltraInteract UltraFeedback GSM8K

Benchmarks: GSM8K GSM (CoT) GSM (ES) MATH-500 GPQA HumanEval MBPP LiveCodeBench

Metrics: accuracy pass@1

Baselines: RTO SFT DPO PPO FlowRL DAPO DRPPO trajectory-level DRTO

Builds on: Reinforced Token Optimization PPO DPO Distributionally Robust Optimization GAE

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