aiqbench analysis
This paper addresses the critical issue of self-evolution degeneration in large language models by introducing ATRI, a framework that monitors information gain to dynamically regulate training and halt progress before performance collapses. By treating self-evolution as a tightly coupled system rather than isolated components, this research offers a robust method for sustaining iterative improvement without relying on external data. The approach provides a theoretically grounded solution using KL divergence and entropy metrics to optimize the lifecycle of autonomous model refinement.
When Updating Stops Being Learning: Rethinking LLM Self-Evolution via learnable information gain
arXiv:2609.36535v1 Announce Type: new Abstract: Self-evolution lets large language models (LLMs) improve iteratively using their own generated data, but often suffers from self-evolution degeneration: performance improves, plateaus, then declines. Existing methods address this issue at the component level, targeting either the Questioner or the Solver, and overlook that self-evolution is a tightly coupled system. We propose a holistic framework based on learnable information gain, which measures how much novel, parameterizable information a round provides relative to the previous round. Theoretically, this gain equals the Kullback-Leibler divergence between the two rounds' data distributions plus their entropy change. Practically, it is estimated by fitting a small language model to the previous round and scoring new data via negative log-likelihood. Based on this diagnostic, we propose ATRI (Adaptive Training Regulation via Information-gain), which reweights samples within a round and halts training across rounds when information gain remains low. Experiments on popular datasets demonstrate the superiority of our proposal.
Abstract:Self-evolution lets large language models (LLMs) improve iteratively using their own generated data, but often suffers from self-evolution degeneration: performance improves, plateaus, then declines. Existing methods address this issue at the component level, targeting either the Questioner or the Solver, and overlook that self-evolution is a tightly coupled system. We propose a holistic framework based on learnable information gain, which measures how much novel, parameterizable information a round provides relative to the previous round. Theoretically, this gain equals the Kullback-Leibler divergence between the two rounds' data distributions plus their entropy change. Practically, it is estimated by fitting a small language model to the previous round and scoring new data via negative log-likelihood. Based on this diagnostic, we propose ATRI (Adaptive Training Regulation via Information-gain), which reweights samples within a round and halts training across rounds when information gain remains low. Experiments on popular datasets demonstrate the superiority of our proposal.
Computation and Language (cs.CL)
arXiv:2609.36535 [cs.CL]
(or arXiv:2609.36535v1 [cs.CL] for this version)
https://doi.org/10.48550/arXiv.2609.36535 Focus to learn more arXiv-issued DOI via DataCite (pending registration)
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