CLAILGNov 3, 2025

Self-Harmony: Learning to Harmonize Self-Supervision and Self-Play in Test-Time Reinforcement Learning

arXiv:2511.01191v14 citationsh-index: 20
Originality Highly original
AI Analysis

This addresses the challenge of label-free adaptation in reinforcement learning for AI systems, offering a robust and stable method that is incremental in improving upon existing test-time techniques.

The paper tackled the problem of constructing reliable learning signals in test-time reinforcement learning, where standard methods like majority voting often fail due to spurious answers, by introducing Self-Harmony, a framework that uses a single model in dual roles to generate and rephrase inputs, achieving state-of-the-art results with top rankings in 28 out of 30 settings and zero training failures.

Test-time reinforcement learning (TTRL) offers a label-free paradigm for adapting models using only synthetic signals at inference, but its success hinges on constructing reliable learning signals. Standard approaches such as majority voting often collapse to spurious yet popular answers. We introduce Self-Harmony, a framework built on a simple intuition: the correct answer should remain stable across both an original question and its paraphrase. Self-Harmony operationalizes this by employing a single model in two complementary roles: a Solver to produce answers and a Reframer to rephrase the input. Based on this, we further propose a pseudo-label method: instead of majority voting, it aggregates answer frequencies across these original and reframed views using the harmonic mean. This is a process that naturally selects for solutions stable under reframing, thereby avoiding the common trap of favoring view-dependent, spurious answers. Crucially, this requires no human supervision or auxiliary models. Across diverse reasoning benchmarks, Self-Harmony achieves state-of-the-art results at the label-free test-time setting, ranking first in 28 of 30 settings across multiple methods. Beyond accuracy, it demonstrates unprecedented robustness, with zero training failures in all experiments, underscoring its stability and reliability.

Foundations

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