LGAICLDec 19, 2025

Understanding Generalization in Role-Playing Models via Information Theory

arXiv:2512.17270v11 citationsh-index: 19
Originality Incremental advance
AI Analysis

This addresses generalization issues in role-playing models for real-world deployment, offering a formal diagnostic framework, but it is incremental as it builds on existing information theory and reinforcement learning methods.

The paper tackled the problem of role-playing models underperforming due to distribution shifts by introducing an information-theoretic metric to measure and predict generalization degradation, finding that user shift poses the highest risk and reinforcement learning is the most effective for enhancement.

Role-playing models (RPMs) are widely used in real-world applications but underperform when deployed in the wild. This degradation can be attributed to distribution shifts, including user, character, and dialogue compositional shifts. Existing methods like LLM-as-a-judge fall short in providing a fine-grained diagnosis of how these shifts affect RPM generalization, and thus there lack formal frameworks to characterize RPM generalization behaviors. To bridge these gaps, we introduce an information-theoretic metric, named reasoning-based effective mutual information difference (R-EMID), to measure RPM performance degradation in an interpretable way. We also derive an upper bound on R-EMID to predict the worst-case generalization performance of RPMs and theoretically reveal how various shifts contribute to the RPM performance degradation. Moreover, we propose a co-evolving reinforcement learning framework to adaptively model the connection among user, character, and dialogue context and thus enhance the estimation of dialogue response generation probability, which is critical for calculating R-EMID. Finally, we evaluate the generalization performance of various RPMs using R-EMID, finding that user shift poses the highest risk among all shifts and reinforcement learning is the most effective approach for enhancing RPM generalization.

Foundations

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