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Recursive Self-Aggregation Unlocks Deep Thinking in Large Language Models

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Test-time scaling methods improve the capabilities of large language models (LLMs) by increasing the amount of compute used during inference to make a prediction. Inference-time compute can be scaled in parallel by choosing among multiple independent solutions or sequentially through self-refinement. We propose Recursive Self-Aggregation (RSA), a test-time scaling method inspired by evolutionary methods that combines the benefits of both parallel and sequential scaling. Each step of RSA refines a population of candidate reasoning chains through aggregation of subsets to yield a population of improved solutions, which are then used as the candidate pool for the next iteration. Empirically, RSA delivers substantial performance gains with increasing compute budgets across diverse tasks, model families and sizes. Notably, RSA with Gemini 3 Flash attains performance near the top of the ARC-AGI-2 public leaderboard. RSA also enables Qwen3-4B-Instruct-2507 to achieve competitive performance with larger reasoning models, including DeepSeek-R1 and o3-mini (high), outperforming purely parallel and sequential scaling strategies across AIME-25, HMMT-25, Reasoning Gym, LiveCodeBench-v6, and SuperGPQA. We further propose a novel aggregation-aware reinforcement learning approach that yields significant performance gains by training the model to combine solutions.

Siddarth Venkatraman, Vineet Jain, Sarthak Mittal, Vedant Shah, Johan Obando-Ceron, Yoshua Bengio, Brian R. Bartoldson, Bhavya Kailkhura, Guillaume Lajoie, Glen Berseth, Nikolay Malkin, Moksh Jain• 2025

Related benchmarks

TaskDatasetResultRank
ReasoningGPQA Diamond
Accuracy85
135
Mathematical ReasoningHMMT25
Accuracy77.8
95
Science ReasoningGPQA Diamond
Accuracy68.6
34
Logical reasoningFLD
Accuracy68.3
20
Mathematical ReasoningGSM8K
Accuracy (%)96.6
20
Mathematical ReasoningOlympiadBench
Accuracy (%)62.4
20
Web Agent NavigationWebArena Lite
Success Rate43.6
9
MathematicsAIME 25
Req/s17.09
6
Question AnsweringGPQA Diamond
Throughput (Req/s)30.34
6
MathematicsHMMT25
Throughput (Req/s)8.56
6
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