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Convex Dataset Valuation for Post-Training

ICML 2026 · Large language models › Reasoning and chain of thought · approach: Process reward models · 0 citations (OpenAlex)

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Proposes a convex, redundancy-aware dataset valuation method for LLM post-training based on gradient-space kernel mean matching (KMM), evaluated on multilingual SFT and GRPO transfer.

Problem

Selecting and weighting auxiliary datasets for LLM post-training under budget constraints, where per-dataset gradient alignment scores ignore redundancy among datasets and previews of data are limited.

Approach

Relaxes dataset selection to signed continuous weights and solves a convex QP (KMM in gradient space / Gram space) that rewards alignment with the target gradient and penalizes redundancy among auxiliary gradients, with an l1 budget constraint.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: Aya Dataset Big-Math GSM8K split IFEval-related instruction-tuning auxiliaries (math, code, general)

Benchmarks: MMMLU MGSM IFEval MMLU-Malayalam

Metrics: best-k accuracy Borda count average performance Spearman correlation with full-training utility cross entropy

Baselines: One-Step gradient Task Vectors DataModel DataModel-CS GradEx-FS GradEx-RE Random

Builds on: kernel mean matching LESS task vectors GRPO DataModels

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