Beyond Correctness: Compute-Responsive Data Selection for Reasoning Model Post-Training
Reasoning language models increasingly rely on test-time compute scaling, yet most existing work studies how to allocate inference computation while treating the model itself as fixed.
ProofPaper ↗
Key points
- We ask a complementary question: can reasoning models be post-trained to make better use of a given amount of test-time compute, and which examples are most useful for this goal?
- Our key observation is that reasoning problems differ substantially in their response to additional computation.
- We call these compute-responsive (CR) examples and introduce Compute-Responsive Data Selection (CRDS), a post-training data-selection principle that prioritizes examples with empirically demonstrated marginal utility from additional reasoning.
- CR training also shifts the compute--accuracy frontier across inference budgets from 512 to 4,096 tokens, outperforming matched non-CR training throughout and reaching 48.1% recovery at the largest budget.
Sources (1)
- [1]Beyond Correctness: Compute-Responsive Data Selection for Reasoning Model Post-TrainingarXiv (AI, ML, NLP, CV, robotics, multi-agent) · Oct 14, 11:57 AM
Reasoning language models increasingly rely on test-time compute scaling, yet most existing work studies how to allocate inference computation while treating the model itself as fixed.
We ask a complementary question: can reasoning models be post-trained to make better use of a given amount of test-time compute, and which examples are most useful for this goal?
Extractive summary: sentences quoted from the sources.
Before this
- Oct 14, 2026ActionOPD: Distilling Decisions, Not Tokens
- Oct 14, 2026The Design Space of Tri-Modal Masked Diffusion Models
- Oct 13, 2026Run fast, private agents on-device with LFM2.5-24B-A2B
- Oct 13, 2026Agent-Reflex: Teaching Language Agents to Act Reflectively
- Oct 13, 2026Cowork-Gym: Synthesizing Interactive Work Environments at Scale
- Oct 13, 2026Simplifying and Improving On-Policy Distillation for Few-Step Diffusion