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Efficient Test-Time Scaling via Hierarchical Search and Self-Verification for Discrete Diffusion Language Models

ICML 2026 · Large language models › Reasoning and chain of thought · approach: Test-time compute scaling

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Proposes PRISM, a test-time scaling framework for discrete diffusion LLMs that combines hierarchical trajectory search with partial remasking and self-verified Yes/No feedback from the same dLLM, matching best-of-N accuracy at a fraction of NFE.

Problem

Test-time scaling for discrete diffusion language models is underexplored; best-of-N over full denoising trajectories is compute-heavy (O(NT) NFE) and external verifiers add memory overhead.

Approach

Geometric-decay pruning of trajectories during an early-to-mid denoising window, guided by a self-verification Yes-probability score from the dLLM itself, with local branching via partial remasking of low-confidence tokens to create diverse children from surviving states.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: GSM8K MATH500 HumanEval MBPP TruthfulQA

Benchmarks: GSM8K MATH500 HumanEval MBPP TruthfulQA

Metrics: accuracy pass@1 NFE ROUGE-1/2/L F1 ECE

Baselines: Best-of-N (N=1,4,8,16) ReMDM MEDAL RFG PG-DLM HEX Qwen-7B verifier Qwen2-7B verifier Qwen3-8B verifier

Builds on: best-of-N masked diffusion models ReMDM self-consistency

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